<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:georss='http://www.georss.org/georss' xmlns:gd='http://schemas.google.com/g/2005' xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-1554119795965336177</id><updated>2012-01-30T20:53:42.690+10:00</updated><category term='Tim Griffin'/><category term='Urban Sprawl'/><category term='Architecture'/><category term='Infrastructure'/><category term='Victorian Department of Planning and Community Development'/><category term='Michael A. Cohen'/><category term='The 5th International Urban Design Conference'/><category term='Climate Change'/><category term='Kim Gyr'/><category term='New Zealand'/><category term='Digital Economy'/><category term='Dr Gillian Menzies'/><category term='embodied carbon'/><category term='Place Making'/><category term='slums and suburbia'/><category term='Cycling'/><category term='Paul Costigan'/><category term='Resilience in urban design'/><category term='Canada Green Building Council'/><category term='Urban Design Australia'/><category term='OPPORTUNISTIC URBAN DESIGN - 2012'/><category term='David Lock and Associates'/><category term='Vital Places'/><category term='Prof Peter Newman'/><category term='Angela Koepp'/><category term='Multi-centre metropolises'/><category term='Giovanni Cirillo'/><category term='Sustainable Precincts'/><category term='Senator Stephen Conroy'/><category term='Dr Ryan Falconer'/><category term='Resilient Cities'/><category term='University of Melbourne'/><category term='Auckland'/><category term='Sheldon Jacobson'/><category term='Waste Management'/><category term='resilient city planning'/><category term='Jenny Donovan'/><category term='Landscape Architecture'/><category term='Population'/><category term='University of Adelaide'/><category term='Robert Prestipino'/><category term='City Design'/><category term='Brian Stewart'/><category term='Urban Development Institute of Australia'/><category term='Bushire Resilience'/><category term='Reslience in Urban Design'/><category term='high-rise living'/><category term='Terry Kirby'/><category term='Australian Institute of Landscape Architects'/><category term='eco-suburbs'/><category term='NSW Department of Planning'/><category term='Governance and Leadership'/><category term='Roberts Day'/><category term='Telework  Week'/><category term='Mark Allan'/><category term='Urbanism'/><category term='University of Illinois'/><category term='urban design conference'/><category term='Christchurch'/><category term='David Morrison'/><category term='Urbanisation'/><category term='green buildings'/><category term='Adam Davies'/><category term='The Guardian'/><category term='Urban agriculture'/><category term='Green Roofs Australia'/><category term='Dr Alan March'/><category term='Architects'/><category term='Courier Mail'/><category term='urban planning strategy'/><category term='Decentralisation'/><category term='Biodiversity'/><category term='5th International Urban Design Conference'/><category term='Sustainable Cities'/><category term='HASSELL'/><category term='Sidonie Carpenter'/><category term='JASMAX'/><category term='Phillip Roös'/><category term='Public Spaces'/><category term='Alistair Ray'/><category term='Melbourne Metro Underground Rail Project.'/><category term='Transport'/><category term='MIchael Laird'/><category term='Regional Australia'/><category term='Michael Laird Architects'/><category term='Arup'/><category term='Dr Meenakshi Arora'/><category term='4th International Urban Design Conference'/><category term='Flood Damage'/><category term='Sinclair Knight Merz'/><category term='Biophilic Cities'/><title type='text'>Urban Design Australia Blog</title><subtitle type='html'>The 5th International Urban Design Conference - 10th to 12th of September 2012. Hilton on the Park,  Melbourne</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default?max-results=100'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>64</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>100</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-4991485121614271088</id><published>2012-01-23T16:47:00.002+10:00</published><updated>2012-01-23T16:55:15.905+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Telework  Week'/><category scheme='http://www.blogger.com/atom/ns#' term='Senator Stephen Conroy'/><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='Digital Economy'/><category scheme='http://www.blogger.com/atom/ns#' term='The 5th International Urban Design Conference'/><title type='text'>Telework Week to showcase benefits of working from home</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://bizspark.org/wp-content/uploads/2010/10/Virtual_Office.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" src="http://bizspark.org/wp-content/uploads/2010/10/Virtual_Office.jpg" width="133" /&gt;&lt;/a&gt;&lt;/div&gt;The Australian Government wants more employers and employees to reap the many social,&lt;br /&gt;economic and environmental benefits of telework, the Minister for Broadband,&lt;br /&gt;Communications and the Digital Economy, Senator Stephen Conroy, said today.&lt;br /&gt;&lt;br /&gt;Announcing Australia’s first National Telework Week that will be staged in November,&lt;br /&gt;Senator Conroy said the opportunities presented by increased telework were exciting for both employers and employees.&lt;br /&gt;&lt;br /&gt;“An increase in telework can lead to benefits across the economy and community, from big business through to individual workers and families as well as the environment,” Senator Conroy said.&lt;br /&gt;&lt;br /&gt;“These benefits include cost-savings and productivity gains, increased workforce flexibility, expanded supply of skilled labour, reduced impact on the environment, reduced stress from&lt;br /&gt;traffic congestion and increased time available to spend with family and the community. &lt;br /&gt;&lt;br /&gt;“For our next generation of employers and workers, IT connectivity will need to be seamless to allow work from any location, be it at home, in the office or at their local cafe.&lt;br /&gt;&lt;br /&gt;“The rollout of the National Broadband Network (NBN) is the game changer that will make this an everyday reality for Australians wherever they live.”&lt;br /&gt;&lt;br /&gt;National Telework Week will be convened by the Australian Government in partnership with a range of organisations and its purpose will be to encourage as many employers and employees as possible to trial teleworking.&lt;br /&gt;&lt;br /&gt;Senator Conroy said the NBN would also assist in increasing Australia’s level of telework. “The NBN will allow Australians to interact more easily from home with their workplaces and with clients through high-definition multi-party video conferencing. They will be able to quickly transfer large files and use real-time collaborative business tools,” he said.&lt;br /&gt;&lt;br /&gt;“Australia currently lags well behind the leading nations for telework rates and the Government, in our Digital Economy Strategy, has set a goal to double Australia’s telework rate by 2020.&lt;br /&gt;&lt;br /&gt;“Cultural barriers by employees and employers are some of the factors contributing to our poor telework rates, so it is important to address those through education and awareness of telework’s benefits.”&lt;br /&gt;&lt;br /&gt;Initial partners in National Telework Week include the Australian Human Resources Institute, Australian Industry Group (AIG), Australian Information Industry Association (AIIA), the Australian Network for Disability and the Local Government Managers Australia. Cisco, the Australian Sustainable Built Environment Council, IBM, Intel, Microsoft, Unity4, Telstra, Blackberry, Polycom, Infrastructure Australia and the Green Building Council of Australia have also agreed to become partners.&lt;br /&gt;&lt;br /&gt;Broadband Champion, Jon Dee, Managing Director of advocacy group Do Something!, said teleworking could have a tangible benefit on the environment, particularly air quality.&lt;br /&gt;&lt;br /&gt;“I look forward to more teleworking reducing traffic pollution in Australia’s major cities. Fewer cars commuting daily will bring a range of environmental and health benefits as well as reduce the economic cost of congestion,” Mr Dee said.&lt;br /&gt;&lt;br /&gt;Mr Andrew Stevens, Managing Director of IBM Australia and New Zealand, said that during the past decade IBM had fostered a culture of flexibility.&lt;br /&gt;&lt;br /&gt;“Flexibility is a core part of IBM's retention and engagement strategy for all employees. Telework is viewed as an important aspect of that flexibility, a positive work choice with individual, team, organisation and client benefits,” Mr Stevens said.&lt;br /&gt;&lt;br /&gt;Cisco Systems’ Vice-President Asia Pacific, Mr Les Williamson, said Cisco was reaping the cost-saving, productivity, work life balance and environmental benefits that telework delivers. “The future workplace is in the home and the ongoing rollout of high speed broadband will allow more employers and their employees to experience telework, regardless of their size or their business,” he said.&lt;br /&gt;&lt;br /&gt;Philip Cronin, General Manager of Intel Australia &amp;amp; New Zealand, said ubiquitous and affordable high-speed broadband would mean many Australian workers will have the potential to become just as effective at home as they are in the office.&lt;br /&gt;&lt;br /&gt;“Teleworking has the potential to save Australian businesses millions of dollars, offer greater flexibility to the workforce and open up new job opportunities for rural and regional communities," he said.&lt;br /&gt;&lt;br /&gt;Registrants will receive regular updates on preparations for National Telework Week which will also be posted to the website LinkedIn (search for Telework2020). Discussion on Twitter will use the hashtag #telework2020.&lt;br /&gt;&lt;br /&gt;Organisations interested in partnering with the Australian Government to promote telework are encouraged to make contact via telework@dbcde.gov.au. For more information on telework visit www.nbn.gov.au/telework&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-4991485121614271088?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://urbandesignaustralia.com.au' title='Telework Week to showcase benefits of working from home'/><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/4991485121614271088/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2012/01/telework-week-to-showcase-benefits-of.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4991485121614271088'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4991485121614271088'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2012/01/telework-week-to-showcase-benefits-of.html' title='Telework Week to showcase benefits of working from home'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-5034366777324136532</id><published>2011-10-28T13:38:00.001+10:00</published><updated>2012-01-26T14:34:25.905+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='OPPORTUNISTIC URBAN DESIGN - 2012'/><category scheme='http://www.blogger.com/atom/ns#' term='The 5th International Urban Design Conference'/><title type='text'>OPPORTUNISTIC URBAN DESIGN - The Conference, Melbourne 2012</title><content type='html'>&lt;h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;The 5th International Urban Design Conference will be held  at the Hilton on the Park in Melbourne from Monday the 10th to Wednesday 12th&lt;/b&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt; &lt;b style="font-weight: normal;"&gt;&lt;b&gt;of&lt;/b&gt;&lt;span style="font-size: small;"&gt; &lt;b&gt;September&lt;/b&gt;&lt;/span&gt; &lt;b&gt;2012&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;&lt;b style="font-weight: normal;"&gt;&lt;b&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;&lt;h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;b&gt;&lt;/b&gt;&lt;/h2&gt;&lt;h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;b&gt;&lt;b&gt;&lt;/b&gt;&lt;/b&gt;&lt;span style="font-size: small;"&gt;If the act of planning is to legitimise 'what  should be done', opportunistic design thinking seeks to action 'what can  be done'.&lt;/span&gt;&lt;/h2&gt;&lt;span style="font-size: small;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;h2 style="font-family: Arial,Helvetica,sans-serif; font-weight: normal;"&gt;&lt;span style="font-size: small;"&gt;  Indeed, the focus of planning may enable it to be read as  one form of catalyst for thinking opportunistically.  That is, a process  of creative thinking leading to more flexible, more inventive and more  contextually responsive strategies of intervention into the urban  environment.                     &lt;/span&gt;&lt;/h2&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;City leaders in Australia and internationally are  , to varying degrees, endeavouring to respond to the aftermath of the  GFC, effects of climate change, dramatic population movements, peak oil  speculation, emerging social media and the influences on how we  socialise and connect with each other, and a search for meaning (to name  a few !).&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;                     &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;Growth, flux, and decay are inherent aspects of  urban systems. As changing financial, political, environmental,  technical and social conditions influence urban life,&amp;nbsp; it is apparent  that urban design will have to become increasingly opportunistic and  creative in approach, formulation and delivery.&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;                     &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;This trend is manifesting itself across a broad  range of disciplines, scales and intents. It is most popularly evident  in innovative place making projects and strategies such as the High Line  in NYC, tactical urbanism, a multiplicity of fluid uses of public  spaces (eg pop ups).&amp;nbsp;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;&lt;/span&gt;                     &lt;/div&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif; font-size: small;"&gt;                     &lt;/span&gt;&lt;br /&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;The  conference will focus on ideas and projects that are visionary despite, or  maybe because of, the current context.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-5034366777324136532?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://urbandesignaustralia.com.au' title='OPPORTUNISTIC URBAN DESIGN - The Conference, Melbourne 2012'/><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/5034366777324136532/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/opportunistic-urban-design-2012.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5034366777324136532'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5034366777324136532'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/opportunistic-urban-design-2012.html' title='OPPORTUNISTIC URBAN DESIGN - The Conference, Melbourne 2012'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-6052091908542418096</id><published>2011-10-10T19:16:00.000+10:00</published><updated>2011-10-28T14:17:51.150+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Biodiversity'/><category scheme='http://www.blogger.com/atom/ns#' term='Population'/><category scheme='http://www.blogger.com/atom/ns#' term='Urbanisation'/><title type='text'>David Baker: Champion of Green Urban Density</title><content type='html'>David Baker: Champion of Green Urban Density is one of a series of eight "pocket documentaries" commissioned by Dwell magazine to showcase design leaders from the world of architecture and related fields. In it David speaks about matters close to his heart: urban infill, public art, vibrant cities, and how we're all going to have to work together to solve our planet's problems. &lt;br /&gt;&lt;br /&gt;&lt;br /&gt;&lt;object height="321" width="400"&gt;&lt;param name="movie" value="http://www.youtube.com/v/U2a_bOM4A6A&amp;hl=en_US&amp;fs=1&amp;"&gt;&lt;/param&gt;&lt;param name="allowFullScreen" value="true"&gt;&lt;/param&gt;&lt;param name="allowscriptaccess" value="always"&gt;&lt;/param&gt;&lt;embed src="http://www.youtube.com/v/U2a_bOM4A6A&amp;hl=en_US&amp;fs=1&amp;" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="400" height="321"&gt;&lt;/embed&gt;&lt;/object&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-6052091908542418096?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/6052091908542418096/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2010/04/david-baker-champion-of-green-urban.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6052091908542418096'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6052091908542418096'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2010/04/david-baker-champion-of-green-urban.html' title='David Baker: Champion of Green Urban Density'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-7295207408460022777</id><published>2011-10-06T10:12:00.003+10:00</published><updated>2012-01-26T14:30:54.887+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='5th International Urban Design Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='Victorian Department of Planning and Community Development'/><title type='text'>5th International Urban Design Conference heads to Melbourne in 2012</title><content type='html'>&lt;div style="font-family: inherit;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/-TyaTcLKjvjI/Tqop7sU614I/AAAAAAAAACk/p6jtKmmAcLA/s1600/UD-MelLOGO.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="165" src="http://1.bp.blogspot.com/-TyaTcLKjvjI/Tqop7sU614I/AAAAAAAAACk/p6jtKmmAcLA/s200/UD-MelLOGO.png" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;The Department of Planning  and Community Development - Victorian Government confirmed as Platinum sponsor for the 5th International Urban Design Conference to be held in Melbourne at the Hilton on the Park, 10th to 12th of September 2012.&amp;nbsp; &lt;a href="http://www.urbandesignaustralia.com.au/"&gt;www.urbandesignaustralia.com.au&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;div style="font-family: Arial,Helvetica,sans-serif;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style="font-family: inherit;"&gt;&lt;span style="font-size: small;"&gt;The 2012 committee includes:&lt;/span&gt;&lt;/div&gt;&lt;span style="font-size: small;"&gt;&lt;span style="font-family: inherit;"&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;ul style="font-family: inherit;"&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;VIC, &lt;b&gt;Sue  Wood&lt;/b&gt;, Co-Chair, Assistant Director Urban Design, Department of Planning  and Community Development&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;VIC, &lt;b&gt;Kelvin  Walsh&lt;/b&gt;, Director City Sustainability, Hume City Council&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;ACT, &lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;b&gt;Gay Williamson&lt;/b&gt;, Manager,   Design Policy, Planning Services Branch , ACT Government&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;SA, &lt;b&gt;Darren  Bilsborough&lt;/b&gt;, Managing Director, Cminus Sustainable Spaces&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;WA/NT, &lt;b&gt;Geoff  Barker&lt;/b&gt;, Managing Director, PM+D ARCHITECTS P/L&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;NSW, &lt;b&gt;Michael  Neustein&lt;/b&gt;, Director, Neustein Urban&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;NZ, &lt;b&gt;Alistair  Ray&lt;/b&gt;, Associate Principal - Head of Urban Design, Jasmax, New  Zealand&lt;/span&gt; &lt;/li&gt;&lt;li&gt;&lt;span style="font-size: small;"&gt;QLD, &lt;b&gt;Peter  Sugg&lt;/b&gt;, Urban Design Australia Conference&lt;/span&gt;&lt;/li&gt;&lt;/ul&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-7295207408460022777?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.urbandesignaustralia.com.au' title='5th International Urban Design Conference heads to Melbourne in 2012'/><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/7295207408460022777/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/victorian-department-of-planning-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/7295207408460022777'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/7295207408460022777'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/victorian-department-of-planning-and.html' title='5th International Urban Design Conference heads to Melbourne in 2012'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/-TyaTcLKjvjI/Tqop7sU614I/AAAAAAAAACk/p6jtKmmAcLA/s72-c/UD-MelLOGO.png' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-1922629929834161659</id><published>2011-10-06T09:35:00.002+10:00</published><updated>2011-10-28T14:09:29.246+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Terry Kirby'/><category scheme='http://www.blogger.com/atom/ns#' term='eco-suburbs'/><category scheme='http://www.blogger.com/atom/ns#' term='high-rise living'/><category scheme='http://www.blogger.com/atom/ns#' term='slums and suburbia'/><category scheme='http://www.blogger.com/atom/ns#' term='The Guardian'/><title type='text'>Where will we live in the future?</title><content type='html'>&lt;div id="main-article-info"&gt;Terry Kirby - The Guardian&lt;br /&gt;&lt;br /&gt;Will innovation in urban development change the face of our cities? &lt;br /&gt;&lt;br /&gt;The return of high-rise living, homes built as part of working film sets, new public open spaces in reclaimed retail malls and a dramatic re-evaluation of the relative merits of slums and suburbia. These are just some of the challenging concepts now being canvassed among those developing new ideas about the future of our urban landscape. &lt;br /&gt;&lt;br /&gt;It is a landscape where designers and planners take the advantages of modern technology as a given, where a city's "smartness" is expected and where sustainability is built into the system, leaving only one big question: what will our future look like?&lt;br /&gt;&lt;br /&gt;And it is not, according to most thinkers, a science fiction fantasy where everyone behaves like robots in eco-friendly but featureless buildings, despite the move towards these developments.&lt;br /&gt;&lt;br /&gt;For some, it is a world where the latest technology, such as energy monitoring "smart meters", is introduced in venerable urban buildings, sustainably reused, thus combining the best of old and new. "People want good quality of space – high ceilings, big windows, interesting architecture. I'm not a great fan of building over-insulated homes on eco-suburbs on greenfield sites, miles from anywhere,'' said Tom Bloxham, of developers Urban Splash, who specialise in elegant urban conversions and regeneration projects in cities such as Manchester and Birmingham. "Sustainability is as much about re-using old buildings and working on brownfield sites."&lt;br /&gt;&lt;br /&gt;Read the full article &lt;a href="http://www.guardian.co.uk/what-future-urban-living/urban-design-development-housing-cities-future-where-will-we-live?newsfeed=true"&gt;here &lt;/a&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-1922629929834161659?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/1922629929834161659/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/where-will-we-live-in-future.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/1922629929834161659'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/1922629929834161659'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/where-will-we-live-in-future.html' title='Where will we live in the future?'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-3535857527180756679</id><published>2011-10-06T08:16:00.000+10:00</published><updated>2011-10-06T09:59:46.548+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Flood Damage'/><category scheme='http://www.blogger.com/atom/ns#' term='Climate Change'/><category scheme='http://www.blogger.com/atom/ns#' term='Resilience in urban design'/><category scheme='http://www.blogger.com/atom/ns#' term='Governance and Leadership'/><category scheme='http://www.blogger.com/atom/ns#' term='Infrastructure'/><category scheme='http://www.blogger.com/atom/ns#' term='City Design'/><title type='text'>Rebuilding Urban Places After Disaster - Lessons from Hurricane Katrina</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://www.lutheransinsilverhill.com/kat4lg.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="153" s5="true" src="http://www.lutheransinsilverhill.com/kat4lg.jpg" width="200" /&gt;&lt;/a&gt;&lt;/div&gt;"No elected official or planning professional should miss this book. &lt;b&gt;Birch and Wachter&lt;/b&gt; have collected essays spanning every dimension of rebuilding. From historical lessons to cutting-edge practices, there is so much to learn."—Brent Warr, Mayor, City of Gulfport, Mississippi &lt;br /&gt;&amp;nbsp; &lt;br /&gt;"A remarkable collection of essays."—&lt;i&gt;Journal of the American Planning Association&lt;/i&gt;&lt;br /&gt;&lt;br /&gt;"Disasters—natural ones, such as hurricanes, floods, or earthquakes, and unnatural ones such as terrorist attacks—are part of the American experience in the twenty-first century. The challenges of preparing for these events, withstanding their impact, and rebuilding communities afterward require strategic responses from different levels of government in partnership with the private sector and in accordance with the public will. &lt;br /&gt;&lt;br /&gt;Disasters have a disproportionate effect on urban places. Dense by definition, cities and their environs suffer great damage to their complex, interdependent social, environmental, and economic systems. Social and medical services collapse. Long-standing problems in educational access and quality become especially acute. Local economies cease to function. Cultural resources disappear. The plight of New Orleans and several smaller Gulf Coast cities exemplifies this phenomenon. &lt;br /&gt;&lt;br /&gt;This volume examines the rebuilding of cities and their environs after a disaster and focuses on four major issues: making cities less vulnerable to disaster, re-establishing economic viability, responding to the permanent needs of the displaced, and recreating a sense of place. &lt;br /&gt;&lt;br /&gt;Success in these areas requires that priorities be set cooperatively, and this goal poses significant challenges for rebuilding efforts in a democratic, market-based society. Who sets priorities and how? Can participatory decision-making be organized under conditions requiring focused, strategic choices? How do issues of race and class intersect with these priorities? Should the purpose of rebuilding be restoration or reformation? &lt;br /&gt;&lt;br /&gt;Contributors address these and other questions related to environmental conditions, economic imperatives, social welfare concerns, and issues of planning and design in light of the lessons to be drawn from Hurricane Katrina. &lt;br /&gt;&lt;br /&gt;&lt;b&gt;Eugenie L. Birch&lt;/b&gt; is Professor and Chair of the Department of City and Regional Planning at the University of Pennsylvania School of Design. &lt;b&gt;Susan Wachter&lt;/b&gt; is Richard B. Worley Professor of Financial Management and Professor of Real Estate and Finance at The Wharton School of the University of Pennsylvania. Together, they direct the &lt;a href="http://www.upenn.edu/pennpress/book/14268.html"&gt;Penn Institute for Urban Research&lt;/a&gt;.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-3535857527180756679?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/3535857527180756679/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/01/rebuilding-urban-places-after-disaster.html#comment-form' title='1 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/3535857527180756679'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/3535857527180756679'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/01/rebuilding-urban-places-after-disaster.html' title='Rebuilding Urban Places After Disaster - Lessons from Hurricane Katrina'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-5626680568596357584</id><published>2011-10-01T10:24:00.005+10:00</published><updated>2011-10-01T10:42:26.433+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Courier Mail'/><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='Urban Development Institute of Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='Brian Stewart'/><category scheme='http://www.blogger.com/atom/ns#' term='Urbanisation'/><category scheme='http://www.blogger.com/atom/ns#' term='Urban Sprawl'/><category scheme='http://www.blogger.com/atom/ns#' term='urban design conference'/><title type='text'>Take a greenfield, add a dash of infill and there'll be room for everyone</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;&lt;table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;img alt="" height="160" 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" style="margin-left: auto; margin-right: auto;" width="200" /&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;&lt;div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;/b&gt;&lt;br /&gt;&lt;b&gt;RECENTLY, self-appointed planning "experts" have criticised the  performance of planning systems that have shaped suburbs and cities,  denigrating governments that delivered the homes of millions of  Australians.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;The critics say such communities and suburban development are unsustainable and have called for government, in the name of sustainability, to choose high-density development over greenfield development, often labelled "sprawl".&amp;nbsp; To them, density is good and suburban development is bad.&lt;br /&gt;&lt;br /&gt;&lt;div style="text-align: left;"&gt;But the simple fact is we need to meet dwelling demand, achieve housing affordability and provide much-needed community services and infrastructure.&lt;/div&gt;&lt;div style="text-align: left;"&gt;&lt;br /&gt;&lt;/div&gt;Across the country, notwithstanding the growing trend to inner-city living and more infill development, demand continues to be for detached houses in greenfield locations, and the strongest population growth continues to be in outer suburbs.&lt;br /&gt;&lt;br /&gt;&lt;div class="story-promo story-promo-middle"&gt;&lt;/div&gt;Bear in mind those suburbs will become tomorrow's middle or inner-ring suburbs of emerging cities - Logan, Ipswich and the new cities of Ripley, Yarrabilba and Caloundra South.&lt;br /&gt;&lt;br /&gt;While dwellings produced through options such as infill and redevelopment do meet a need for housing in particular urban locations, such consolidation will not, in reality, preclude the need for continuing greenfield development to meet the overwhelming bulk of dwelling demand.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;"Brian Stewart is the chief executive of the Urban Development Institute of Australia"&lt;/i&gt;&lt;br /&gt;Source: The Courier Mail Brisbane... full story &lt;a href="http://www.couriermail.com.au/news/opinion/take-a-greenfield-add-a-dash-ofinfill-and-therell-be-room-for-everyone/story-e6frerdf-1226125951821"&gt;here&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-5626680568596357584?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/5626680568596357584/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/take-greenfield-add-dash-of-infill-and.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5626680568596357584'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5626680568596357584'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/10/take-greenfield-add-dash-of-infill-and.html' title='Take a greenfield, add a dash of infill and there&apos;ll be room for everyone'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-5537158114823706566</id><published>2011-09-30T15:40:00.002+10:00</published><updated>2011-09-30T15:45:45.585+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Canada Green Building Council'/><category scheme='http://www.blogger.com/atom/ns#' term='Urban agriculture'/><title type='text'>Carrot City: Creating Places for Urban Agriculture</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.newswise.com/legacy/image.php?image=/images/uploads/2011/09/27/110914CarrotCity-HiRes.jpg&amp;amp;width=320&amp;amp;height=240" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="160" src="http://www.newswise.com/legacy/image.php?image=/images/uploads/2011/09/27/110914CarrotCity-HiRes.jpg&amp;amp;width=320&amp;amp;height=240" width="200" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;&lt;strong&gt;Source:&lt;/strong&gt;        &lt;span id="articlesource"&gt;  &lt;a href="http://www.newswise.com/institutions/view/1367/"&gt;Ryerson University&lt;/a&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Everyone knows they should eat lots of fruits and vegetables. But the  produce we eat doesn’t have to come from distant farmlands; it can be  cultivated in the heart of the city. A new book by three Ryerson  University researchers shows that urban agriculture can lead to visually  striking and artistically interesting design solutions which in turn  help foster communities and provide residents with immediate access to  fresh, healthful ingredients. &lt;br /&gt;&lt;br /&gt;&lt;i&gt;Carrot City: Creating Places for Urban Agriculture&lt;/i&gt;  (The Monacelli Press), which was released this month, is one of the  first books of its kind to study the complementary relationship between  urban agriculture and design. The book, intended for architects, design  students and food-policy makers, presents strategies to enable  sustainable food production and reintroduce urban agriculture to cities.  &lt;br /&gt;&lt;br /&gt;&lt;i&gt;Carrot City&lt;/i&gt; was written by Mark Gorgolewski, professor of  architectural science and director of the Canada Green Building  Council; June Komisar, professor of architectural science and a member  of the Toronto Food Policy Council; and Joe Nasr, an instructor in the  certificate program in food security offered by Ryerson’s G. Raymond  Chang School of Continuing Education, and a co-ordinator at MetroAg:  Alliance for Urban Agriculture. All three authors are associates at  Ryerson’s Centre for Studies in Food Security, which promotes food  security through research, dissemination, education, community action  and professional practice.&lt;br /&gt;&lt;br /&gt;“Urban agriculture provides  city-dwellers with easy access to fresh veggies and cultural foods,”  says Komisar.  “It also teaches children about the importance of eating  vegetables, and provides more nutritious food than the produce that is  trucked in from great distances.”&lt;br /&gt;&lt;br /&gt;While agriculture was once part  of the urban landscape, it was eventually pushed out by municipal  governments and the globalization of food production. Gorgolewski notes  that a shift is underway. “In the late 20th century, people began to  take notice of food issues and the growing importance of agriculture in  urban design. Now, people ask ‘why don’t we create a green roof?’”&lt;br /&gt;&lt;br /&gt;Showcasing the best in current design, &lt;i&gt;Carroty City&lt;/i&gt;  features more than 40 innovative projects, both conceptual and  realized, that explore creative approaches to making space for urban  food production. Ranging from ambitious urban plans to simple measures  for growing food at home, the projects demonstrate what happens when  city planning and architecture consider food production a requirement of  design. The spectacular results include more community gardens,  greenhouses that are tucked under raised highways, walls that bring  greenery into dense city blocks, and green roofs on schools and large  apartment buildings that can be tended and harvested by students and  residents alike.&lt;br /&gt;&lt;br /&gt;&lt;i&gt;Carrot City&lt;/i&gt; grew out of an ongoing  collaboration among Gorgolewski, Komisar and Nasr. With their  overlapping interests in urban agriculture and sustainable design, the  trio eventually came together and developed a 2008 Ryerson symposium on  the role of food and agriculture in the design of buildings and cities.&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-5537158114823706566?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/5537158114823706566/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/carrot-city-creating-places-for-urban.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5537158114823706566'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5537158114823706566'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/carrot-city-creating-places-for-urban.html' title='Carrot City: Creating Places for Urban Agriculture'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-1355341540411960054</id><published>2011-09-16T09:15:00.000+10:00</published><updated>2011-09-16T09:16:15.793+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Urbanism'/><category scheme='http://www.blogger.com/atom/ns#' term='JASMAX'/><category scheme='http://www.blogger.com/atom/ns#' term='Auckland'/><category scheme='http://www.blogger.com/atom/ns#' term='Christchurch'/><category scheme='http://www.blogger.com/atom/ns#' term='Alistair Ray'/><category scheme='http://www.blogger.com/atom/ns#' term='New Zealand'/><title type='text'>A Tale of Two Cities - Contrasting Challenges for NZ's Two Largest Cities</title><content type='html'>&lt;br /&gt;&lt;div class="WordSection1"&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t2.gstatic.com/images?q=tbn:ANd9GcSqnXhqgXxVc8hRm2JXDxGtD5Ms8Ge7pdTxuDgRjlTY_ePBI4QHTg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t2.gstatic.com/images?q=tbn:ANd9GcSqnXhqgXxVc8hRm2JXDxGtD5Ms8Ge7pdTxuDgRjlTY_ePBI4QHTg" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;2010/2011 saw contrastingfortunes for New Zealand’s two largest cities. &lt;br /&gt;&lt;br /&gt;For Auckland, the amalgamationof 7 small local authorities into one “super-sized” Council, making it one ofthe largest city councils in the world, has finally given the city theopportunity to comprehensively and holistically plan for its future. The new“super-city” mayor has set out on an ambitious journey to prepare a 30 year“spatial plan” with the intention of making Auckland the world’s “most liveablecity”. &lt;br /&gt;&lt;br /&gt;Meanwhile, New Zealand’s second largest city faced a completelycontrasting scenario – one of grief, loss and devastation following two majorearthquakes. The soon to follow Japanese disaster simply added to the emergingdebate over what constitutes an appropriate 21st Century New Zealand urbanism.&lt;br /&gt;&lt;br /&gt;Each of these cities is having to recognise the fragile nature of our planet,whilst under pressure to create a resilient, sustainable and adaptable city,one that is able to deal with issues such as population change (either rapidgrowth or potential decline), economic prosperity, safe location, foodproduction, water conservation, energy, transportation – and the impact of allthese issues on our patterns of behaviour. &lt;br /&gt;&lt;br /&gt;This presentation will look forlessons learned from the approaches each of these cities is taking in dealingwith extremely topical and pressing global and national issues, but faced withvastly contrasting circumstances.&lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Mr Alistair Ray,Associate Director, Senior Urban Designer, JASMAX New Zealand, a presentation at the &lt;a href="http://urbandesignaustralia.com.au/"&gt;International Urban Design Conference&lt;/a&gt; in 2011&lt;/div&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;&lt;br clear="all" style="mso-break-type: section-break; page-break-before: always;" /&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-1355341540411960054?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/1355341540411960054/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/tale-of-two-cities-contrasting.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/1355341540411960054'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/1355341540411960054'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/tale-of-two-cities-contrasting.html' title='A Tale of Two Cities - Contrasting Challenges for NZ&apos;s Two Largest Cities'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-6597217066460677100</id><published>2011-09-16T09:06:00.006+10:00</published><updated>2011-09-16T12:49:47.859+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='Angela Koepp'/><category scheme='http://www.blogger.com/atom/ns#' term='Urban agriculture'/><category scheme='http://www.blogger.com/atom/ns#' term='Roberts Day'/><title type='text'>Making the Pea Change</title><content type='html'>The overlapping trends of population growth, rezoning of agricultural land and fresh food price increases will be a national crises by 2050 unless comprehensive action is taken today.&lt;br /&gt;&lt;br /&gt;Our challenge is increasing local agricultural productivity efficiently and without further compromising the natural environment or encouraging sprawl. By designing communities with the capacity to produce fresh food we are future- proofing the community from a reliance on external food sources and the insecurity associated with that.&lt;br /&gt;&lt;br /&gt;The inherent ability for communities to contribute to fresh food production will counteract not only the rising cost of food as a consequence of fuel or freight, but will also contribute to healthier people and reduced medical costs. Our efforts over the past decade to create new, compact, sustainable development on the fringe has robbed the Australian farmer of his workplace.&lt;br /&gt;&lt;br /&gt;Historically, food production has been limited to rural agricultural lands. Alternatively, this presentation will explore how the low-tech, original green solution of designing food producing neighbourhoods must be part of the solution. This productive overlay can be applied at varying levels; from urban agriculture where cities are retrofitted to grow food, through to agrarian urbanism where an entire society is dedicated to growing food.&lt;br /&gt;&lt;br /&gt;We can no longer afford to develop under the guise of smart growth while depleting our most valuable natural resource- agricultural land. Understanding the various models for neighbourhood food production contributes to a community’s resilience toward the effects of climate change, issues of food security and affordability, depleting land supply and health on a physical and social scale.&lt;br /&gt;&lt;br /&gt;Ms Angela Koepp, Senior Urban Designer, Roberts Day - a poster presentation at the International Urban Design Conference 2011&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-6597217066460677100?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/6597217066460677100/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/making-pea-change.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6597217066460677100'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6597217066460677100'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/making-pea-change.html' title='Making the Pea Change'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-4134102248324996444</id><published>2011-09-16T08:52:00.003+10:00</published><updated>2011-09-16T12:51:26.446+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Dr Meenakshi Arora'/><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='University of Melbourne'/><category scheme='http://www.blogger.com/atom/ns#' term='Waste Management'/><title type='text'>Future Urban Water Security</title><content type='html'>&lt;div class="WordSection1"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://t3.gstatic.com/images?q=tbn:ANd9GcS4y-ymD7i0dNjc8AzLFDTAL2LynoXhA-6hEVqj-S382u2bh52M-w" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://t3.gstatic.com/images?q=tbn:ANd9GcS4y-ymD7i0dNjc8AzLFDTAL2LynoXhA-6hEVqj-S382u2bh52M-w" /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Sustainable Water Supply and Sewage collection is one of the most significant services and needs careful planning and management, not only in terms of infrastructure development, but also to maintain the minimal standard and continuity of the service. &lt;br /&gt;&lt;br /&gt;Water scarcity facing many regions around the world is also critical to Australia. With rapid population growth and resulting urbanization, water demand is on rise, hard pressing the available resources. &lt;br /&gt;&lt;br /&gt;Climate change adds further complexity by reducing the water quantity and accessibility and therefore increases the energy inputs and associated emissions to access and treat water. As Melbourne expands and existing areas are redeveloped, energy consumption associated with water distribution will also increase. &lt;br /&gt;&lt;br /&gt;In the past decade, the stream flows supplying water to Melbourne have reduced by 40 to 60%. This trend is expected to continue for most major cities in Australia. Action is being taken to counter such changes. For example, the Australian Government recently committed to reducing Australia’s greenhouse gas emissions by 60 per cent below 2000 levels by 2050. However, solutions will require much thought, smarter design and innovative implementation.&lt;br /&gt;&lt;br /&gt;Therefore, the water authorities need to re-evaluate the traditional approach which considers water supply, sewage disposal and stormwater drainage separately and to seek alternative ways to minimise the impact of urban planning on environment. This can be achieved by a more holistic view allowing all three components of water cycle, energy usage &amp;amp; GHG emissions and their interactions to be considered together throughout the various stages of urban water cycle. Recycling and reuse is the key to future proof our urban water security. &lt;/div&gt;&lt;div class="MsoNormal"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal"&gt;Dr Meenakshi Arora, Lecturer, University of Melbourne&lt;/div&gt;&lt;/div&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 11pt; line-height: 115%;"&gt;&lt;br clear="all" style="mso-break-type: section-break; page-break-before: always;" /&gt; &lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-4134102248324996444?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/4134102248324996444/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/future-urban-water-security.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4134102248324996444'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4134102248324996444'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/future-urban-water-security.html' title='Future Urban Water Security'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-6729065450158255694</id><published>2011-09-16T08:45:00.004+10:00</published><updated>2011-09-16T12:52:13.527+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='Arup'/><category scheme='http://www.blogger.com/atom/ns#' term='Dr Ryan Falconer'/><category scheme='http://www.blogger.com/atom/ns#' term='Cycling'/><title type='text'>Active Reform: improving opportunities for cycling in Perth, Western Australia</title><content type='html'>Many Australian cities are currently pursuing policies and strategies to increase rates of cycling.&lt;br /&gt;&lt;br /&gt;This is in response to a transport reform agenda given increasing concern about fossil fuel dependence, greenhouse gas emissions and the quality (or lack thereof) of the urban environment. Moreover, there is growing understanding that increased rates of cycling could make a significant contribution to the public health agenda as a form of preventative treatment. &lt;br /&gt;&lt;br /&gt;This is because cycling stimulates all major muscle groups, promotes good cardiovascular health and can treat health risk factors such as overweight/ obesity. However, while there is significant discussion around possible health benefits, there is inertia in actually delivering ‘cycleable’ environments. &lt;br /&gt;&lt;br /&gt;This paper is arranged in three parts. First, it outlines the opportunities for promoting public health through cycle planning and facilitation. Second, it examines the current debate regarding the suitability of different cycling infrastructure including on-street lanes, shared paths, shared urban boulevards and Copenhagen-style paths. Tt identifies that while ‘no one approach fits all’, a relatively dense network plan that can link origins and nearby destinations (including transit stations), makes users feel safe, is legible and supported by good route information and end-of-trip facilities is likely to be the most successful. &lt;br /&gt;&lt;br /&gt;Third, it discusses some current examples of where comprehensive cycle networks are being developed as part of integrated land use and transport plans in Perth, Western Australia.&lt;br /&gt;&lt;br /&gt;Dr Ryan Falconer, Senior Transport Planner, Arup, at the &lt;a href="http://urbandesignaustralia.com.au/"&gt;International Urban Design Conference&lt;/a&gt; in 2011&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-6729065450158255694?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/6729065450158255694/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/active-reform-improving-opportunities.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6729065450158255694'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6729065450158255694'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/active-reform-improving-opportunities.html' title='Active Reform: improving opportunities for cycling in Perth, Western Australia'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-2455326630664111309</id><published>2011-09-16T08:31:00.001+10:00</published><updated>2011-09-16T09:31:31.635+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='Dr Gillian Menzies'/><category scheme='http://www.blogger.com/atom/ns#' term='Michael Laird Architects'/><category scheme='http://www.blogger.com/atom/ns#' term='embodied carbon'/><title type='text'>Embodied Carbon of Commonly Specified Materials in Architecture</title><content type='html'>&lt;div class="separator" style="clear: both; text-align: left;"&gt;&lt;a href="http://www.responsible-investor.com/images/uploads/articles/Co2_chimney_image.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="199" src="http://www.responsible-investor.com/images/uploads/articles/Co2_chimney_image.jpg" width="200" /&gt;&lt;/a&gt;&lt;span style="font-family: inherit; font-size: small;"&gt;Buildings consume 50% of the world’s energy resources. Much attention has been devoted to operational energy use in buildings with increasingly stringent legislation, guidance and standards over the last two decades. Energy efficiency is a commonly used term which is now familiar to most home owners. &lt;br /&gt;&lt;/span&gt;&lt;span style="font-family: inherit; font-size: small;"&gt;Less well understood is the concept of Embodied Energy (EE); the energy needed to transform raw materials in the ground into a completed building, including raw material extraction, processing and manufacturing, transportation, and construction. &lt;br /&gt;&lt;br /&gt;It is the energy which has been constructed into a building and which cannot be recovered during the lifetime of the building, regardless of operational efficiencies. Architects and designers are currently handicapped by a lack of usable information in the right form, which can be used to quickly and effectively assess the energy, carbon and/or environmental impact of materials specified. As progress is made towards zero carbon buildings, research shows that the embodied energy of a building will increase both in absolute and percentage terms. &lt;br /&gt;&lt;br /&gt;By 2019 embodied carbon, in theory, will make up 100% of a building’s footprint. This paper describes the status quo in embodied energy of materials: its research, policy status and application within the built environment. The paper also describes how the authors adapted current published embodied energy and carbon values, materials ratings and environmental product information into a useable set of pro formas for architectural specification in new build and retrofit projects. A number of commonly specified materials are discussed, and examples of how low carbon design information can be used to inform projects are given. &lt;br /&gt;&lt;br /&gt;To advocate truly sustainable and low carbon architecture requires skilled designers to champion low carbon building design issues, and ensure that data is easily applied and information presented in a useable format.&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="WordSection1" style="font-family: inherit;"&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 10pt;"&gt;&lt;span style="font-family: Calibri; font-size: small;"&gt;Dr Gillian Menzies Lecturer - Environment and Climate Change Michael Laird Architects - speaker at the &lt;a href="http://urbandesignaustralia.com.au/"&gt;International Urban Design Conference in 2011&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Calibri&amp;quot;,&amp;quot;sans-serif&amp;quot;; line-height: 115%;"&gt;&lt;br clear="all" style="mso-break-type: section-break; page-break-before: always;" /&gt; &lt;/span&gt;&lt;/div&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-2455326630664111309?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/2455326630664111309/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/embodied-carbon-of-commonly-specified.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/2455326630664111309'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/2455326630664111309'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/09/embodied-carbon-of-commonly-specified.html' title='Embodied Carbon of Commonly Specified Materials in Architecture'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-4315041554448812432</id><published>2011-08-17T16:41:00.007+10:00</published><updated>2011-09-15T08:06:41.571+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4th International Urban Design Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='Reslience in Urban Design'/><title type='text'>4th International Urban Design Conference 2011</title><content type='html'>&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;The 4th International Urban Design Conference 2011&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;21st to 23rd of September, Surfers Paradise Marriott Resort and Spa, Queensland&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;b&gt;&lt;span style="font-family: Arial;"&gt;Full program now available on the &lt;a href="http://www.urbandesignaustralia.com.au/"&gt;conference website&lt;/a&gt;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Resilient Cities will need to address density, flexibility, and diversity in building types, and public spaces.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Our cities will need to engage communities by encouraging walkable streets that are supported by innovative and energy efficient public transport.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt; &lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Resilient Cities protect and enhance their natural and urban resources while managing the impact of climate change and population growth.Â This also translates to promoting the local economy,Â resources and products.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: Arial,Helvetica,sans-serif;"&gt;Our cities' infrastructure, transport, construction, and communication systems must evolve to become more adept at being energy efficient and carbon neutral, to reduce the impact of climate change, adverse weather conditions and rising sea levels.&lt;br /&gt;&lt;br /&gt;Resilient Cities need to have effective measures in place to mitigate natural disasters and implement effective recovery plans.&lt;br /&gt;&lt;br /&gt;Our cities need to recognise the need for flexible urban growth to create resilient vibrant communities, which also promote a city's sense of place through the retention of cultural and historical markers unique to each locality.&lt;br /&gt;&lt;br /&gt;Resilient Cities will do all this while absorbing the impact of rapidly    increasing populations.&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-4315041554448812432?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://urbandesignaustralia.com.au' title='4th International Urban Design Conference 2011'/><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/4315041554448812432/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/08/4th-international-urban-design.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4315041554448812432'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4315041554448812432'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/08/4th-international-urban-design.html' title='4th International Urban Design Conference 2011'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-4486604134233497525</id><published>2011-07-24T20:14:00.002+10:00</published><updated>2011-07-24T20:16:11.043+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Sheldon Jacobson'/><category scheme='http://www.blogger.com/atom/ns#' term='urban planning strategy'/><category scheme='http://www.blogger.com/atom/ns#' term='University of Illinois'/><title type='text'>Is the City you live in killing you?</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://c0365781.cdn2.cloudfiles.rackspacecloud.com/datas/5005/original/sheldon-jacobson-portrait.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="176" src="http://c0365781.cdn2.cloudfiles.rackspacecloud.com/datas/5005/original/sheldon-jacobson-portrait.jpg" width="120" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Sheldon Jacobson&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;A &amp;nbsp;new study by Sheldon Jacobson of the University of Illinois looks at the connection between automobile use and obesity.&lt;br /&gt;&lt;br /&gt;Here is excerpt: &lt;br /&gt;&lt;br /&gt;If a causal link could be established, the association between driving and obesity may provide opportunities to reverse their rise. Achieving such a goal would require transportation and public health experts to look at these problems through a collaborative lens and recognize that problems in one ﬁeld may be best addressed through the skills from another, just as Gawande (2007) notes several medical problems that arise out of non-medical issues and have non-medical solutions.&lt;br /&gt;&lt;br /&gt;"The time may be ripe to recognize that it may be impossible to treat one problem without considering the other. Government agencies and private foundations in the United States are making substantial investments to reduce obesity rates by promoting healthy food choices and more physical activity. While personal choices—such as replacing the choices to drive to nearby locations and using elevators with healthier activities such as walking and cycling, and climbing stairs—certainly play a part, realizing a meaningful impact on both obesity and energy consumption will require a societal shift in how we arrange and operate our lives.&lt;br /&gt;&lt;br /&gt;A better strategy to curb both energy consumption and obesity rates may be to carve out a national energy policy, a national transportation strategy, an urban planning strategy, and a national public health obesity strategy using the same stroke of the pen."&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-4486604134233497525?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/4486604134233497525/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/07/is-city-you-live-in-killing-you.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4486604134233497525'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4486604134233497525'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/07/is-city-you-live-in-killing-you.html' title='Is the City you live in killing you?'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-6935891714755283369</id><published>2011-07-06T12:21:00.000+10:00</published><updated>2011-07-06T12:21:02.851+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4th International Urban Design Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='Michael A. Cohen'/><category scheme='http://www.blogger.com/atom/ns#' term='Governance and Leadership'/><title type='text'>Michael A. Cohen, Speculating on Change: Four Paradoxes of Our Urban Future</title><content type='html'>&lt;iframe frameborder="0" height="300" src="http://player.vimeo.com/video/9833340?title=0&amp;amp;byline=0&amp;amp;portrait=0" width="400"&gt;&lt;/iframe&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-6935891714755283369?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/6935891714755283369/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/07/michael-cohen-speculating-on-change.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6935891714755283369'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/6935891714755283369'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/07/michael-cohen-speculating-on-change.html' title='Michael A. Cohen, Speculating on Change: Four Paradoxes of Our Urban Future'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-5029495772824586727</id><published>2011-06-26T10:58:00.000+10:00</published><updated>2011-06-26T10:58:43.707+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4th International Urban Design Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='HASSELL'/><category scheme='http://www.blogger.com/atom/ns#' term='Adam Davies'/><title type='text'>Is it time? A National Policy on Architecture and Urban Design</title><content type='html'>Smart nations are recognising the role of national architecture and built environment policies as fundamental instruments in securing a better future. Statements of intent and actions are guiding decisions that shape the cultural, social, environmental and economic quality of life for their citizens. Surprisingly, in Australia we don’t have a unifying national policy, however the debate about the role of a national design agenda is progressing. The time is right to explore the how, what and why of architecture and built environment policies to inform the Australian debate. &lt;br /&gt;&lt;br /&gt;It will include discussion on:&lt;br /&gt;_Leadership and delivery;&lt;br /&gt;_Education, skills and advocacy;&lt;br /&gt;_Sustainability, accessibility and inclusive design; and&lt;br /&gt;_Cultural context and built heritage.&lt;br /&gt;&lt;br /&gt;This paper will outline:&lt;br /&gt;_The role and importance of architecture and built environment policies at a national level;&lt;br /&gt;_An analyses of international case studies; and&lt;br /&gt;_Explore a theoretical framework and case for the adoption of an Australian policy on architecture and the built environment.&lt;br /&gt;&lt;br /&gt;Mr Adam Davies, Principal, HASSELL&lt;br /&gt;&lt;h2&gt;&lt;span style="font-size: small;"&gt;&lt;a href="http://urbandesignaustralia.com.au/"&gt;The 4th International Urban Design Conference 2011&lt;/a&gt;&lt;/span&gt;&lt;span style="font-size: small;"&gt;&lt;br /&gt;21st to 23rd of September, Surfers Paradise Marriott Resort and Spa, Queensland&lt;/span&gt;&lt;/h2&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-5029495772824586727?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/5029495772824586727/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/06/is-it-time-national-policy-on.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5029495772824586727'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/5029495772824586727'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/06/is-it-time-national-policy-on.html' title='Is it time? A National Policy on Architecture and Urban Design'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-4793684398948149732</id><published>2011-06-19T14:34:00.001+10:00</published><updated>2011-06-19T14:54:17.881+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4th International Urban Design Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='Bushire Resilience'/><category scheme='http://www.blogger.com/atom/ns#' term='University of Melbourne'/><category scheme='http://www.blogger.com/atom/ns#' term='Dr Alan March'/><title type='text'>Towards Fire Resilience in Suburban Morphology</title><content type='html'>&lt;table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"&gt;&lt;tbody&gt;&lt;tr&gt;&lt;td style="text-align: center;"&gt;&lt;a href="http://www.art-museum.unimelb.edu.au/resources.ashx/events/116.500.190.0.0.85/Featured_Image/A133CBD0CB6741E020C11ED1B21D115A/image.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"&gt;&lt;img border="0" height="200" src="http://www.art-museum.unimelb.edu.au/resources.ashx/events/116.500.190.0.0.85/Featured_Image/A133CBD0CB6741E020C11ED1B21D115A/image.jpg" width="133" /&gt;&lt;/a&gt;&lt;/td&gt;&lt;/tr&gt;&lt;tr&gt;&lt;td class="tr-caption" style="text-align: center;"&gt;Dr Alan March&lt;/td&gt;&lt;/tr&gt;&lt;/tbody&gt;&lt;/table&gt;Australian settlements have a long history of interactions with the natural processes of bushfire.&lt;br /&gt;&lt;br /&gt;However, fires are highly variable in terms of their direction, intensity and impacts due to variations in weather, vegetation, terrain and other local circumstances such as active defence. Further, the nature of fires’ interactions with human settlements are impacted upon significantly by the nature of settlements themselves. Accordingly, it is not surprising that core principles of urban morphology relating to bushfire attack have not been developed.&lt;br /&gt;&lt;br /&gt;This paper will report the results of analysis into urban morphology factors relating to the impacts of fire in suburban edge settings. A methodology for analysing key built form elements relating to bushfire is established, with reference to extant design principles in Australia and overseas. A brief overview of the Bendigo 2009 fire is then provided to illustrate the broader features of the ways fire commonly interacts with the urban edges.&lt;br /&gt;&lt;br /&gt;Based on case study and statistical analysis of key urban form features, results are then set out, arguing that density, site coverage and settlement form have influenced outcomes relating to house loss in bushfire events. It is argued that particular forms of settlement may significantly increase the risks associated with exposure to wildfire interface areas, although caution is required to ensure that the site specific nature of fire risks are taken into account.&lt;br /&gt;&lt;br /&gt;The paper draws conclusions to consider the results’ in terms of urban design principles for residential subdivisions in bushfire-prone areas. This appraisal has considerable implications for the design of residential subdivisions in bushfire-prone areas, as well as the potential for remedial actions to improve bushfire risks in existing areas&lt;br /&gt;&lt;br /&gt;Dr Alan March, Senior Lecturer, University of Melbourne&lt;br /&gt;&lt;br /&gt;&lt;a href="http://urbandesignaustralia.com.au/"&gt;The 4th International Urban Design Conference 2011, &amp;nbsp;&lt;/a&gt;&lt;br /&gt;21st to 23rd of September, Surfers Paradise Marriott Resort and Spa, Queensland&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-4793684398948149732?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://urbandesignaustralia.com.au' title='Towards Fire Resilience in Suburban Morphology'/><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/4793684398948149732/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/06/towards-fire-resilience-in-suburban.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4793684398948149732'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/4793684398948149732'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/06/towards-fire-resilience-in-suburban.html' title='Towards Fire Resilience in Suburban Morphology'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-8189678970378605799</id><published>2011-06-03T20:51:00.000+10:00</published><updated>2011-06-03T20:51:02.885+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='4th International Urban Design Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='Phillip Roös'/><category scheme='http://www.blogger.com/atom/ns#' term='Sinclair Knight Merz'/><category scheme='http://www.blogger.com/atom/ns#' term='Melbourne Metro Underground Rail Project.'/><title type='text'>Integrated Approach of Sustainability and Climate Change Adaptation in a Metro Project</title><content type='html'>Designing a metro system in the age of climate change provides the opportunity to go way beyond standard specifications and compliance, creating exceptional sustainable and climate resilient design outcomes.&lt;br /&gt;&lt;br /&gt;This paper will review the methodology used to integrate environmentally sustainable principles and climate change adaptation designs, within the concept development phase of the Melbourne Metro Underground Rail Project.&lt;br /&gt;&lt;br /&gt;The initial brief requested that all aspects of work should give consideration to the minimization of environmental and social impacts of construction, operation and maintenance, and that the design needs to consider future impacts of climate change.&lt;br /&gt;&lt;br /&gt;The problem here was that the technical advisory team were asked to provide solutions within the project for an issue that had no clear definition. The team could have addressed minimal requirements for the sake of policy, however the team chose a more comprehensive impactful approach, and in so doing set new industry benchmarks.&lt;br /&gt;&lt;br /&gt;Plus, to address all the sustainability opportunities in a job of this magnitude it is important to consider the broader impact on communities, using the triple bottom line approach as a fundamental principle, because in reality this is not just an underground rail project connecting the west of Melbourne to South Yarra Station. It impacts the cityscape, social activities, economy and urban development, businesses and the quality of ambient environment space around stations. There is also the positive legacy for the life of the network to be considered, 100 years hence, for future generations.&lt;br /&gt;&lt;br /&gt;There were a number of challenges. Challenges where changed into opportunities, and the sustainable design outcomes are unprecedented in any previous metro, underground or infrastructure projects in the world. Achieving this outcome required a totally new innovative way of thinking, making sure that consideration was given to sustainable design and the resilience to climate change.&lt;br /&gt;&lt;br /&gt;Mr Phillip Roös, Sustainable Design Practice Leader, Sinclair Knight Merz&lt;br /&gt;&lt;br /&gt;&lt;a href="http://urbandesignaustralia.com.au/"&gt;The 4th International Urban Design Conference 2011 &lt;/a&gt;&lt;br /&gt;21st to 23rd of September, Surfers Paradise Marriott Resort and Spa, Queensland&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-8189678970378605799?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/8189678970378605799/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/06/integrated-approach-of-sustainability.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/8189678970378605799'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/8189678970378605799'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/06/integrated-approach-of-sustainability.html' title='Integrated Approach of Sustainability and Climate Change Adaptation in a Metro Project'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-2128650619713739384</id><published>2011-05-20T10:02:00.000+10:00</published><updated>2011-05-20T10:02:09.532+10:00</updated><title type='text'>The resilience of our major cities in the national context</title><content type='html'>&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: #006100; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-AU; mso-hansi-font-family: Calibri;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;Since the establishment of the Major Cities Unit three years ago, the Australian Government has become increasingly involved in cities. What impact will its policies have on planning and urban design in Australia, and what is the role of urban design professionals in this context? &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: #006100; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-AU; mso-hansi-font-family: Calibri;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;The centrepiece of the Australian Government’s contribution is the National Urban Policy, which establishes a national approach to urban development and investment in our cities. The central premise of the policy is the need to address complex challenges such as population growth and demographic change; the security of our water, energy and food; keeping up with advances in technology and communication; maintaining our productivity and prosperity within the global-socioeconomic context; and reducing our vulnerability to environmental hazards, climate-change and human-induced events. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: #006100; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-AU; mso-hansi-font-family: Calibri;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;We need to continually work to maximise the opportunities our cities present, and to also adapt and minimise the exposure of our cities and regions to risks. The National Urban Policy sets out the framework for addressing this within the national context. The Council of Australian Governments, which is made up of the Australian Government and each of the State and Territory governments, has agreed that by 2012 all capital cities will have nationally-agreed strategic planning systems in place. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;br /&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="margin: 0cm 0cm 0pt;"&gt;&lt;span style="color: #006100; mso-ascii-font-family: Calibri; mso-bidi-font-family: Calibri; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: EN-AU; mso-hansi-font-family: Calibri;"&gt;&lt;span style="color: black;"&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;The objective of these reforms is ‘to ensure Australian cities are globally competitive, productive, sustainable, liveable and socially inclusive and are well placed to meet future challenges and growth.’ The report is due to be submitted to COAG in December this year. One of the nine criteria agreed to by COAG is that the strategic planning systems must ‘encourage world-class urban design and architecture.’ As part of the Commonwealth’s contribution to this criterion, it has been developing an Australian Urban Design Protocol in partnership with government, industry professionals, academics and community stakeholders.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style="color: black; font-family: Verdana, sans-serif;"&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: Verdana, sans-serif;"&gt;&lt;strong&gt;Ms Sara Stace, Director National Urban Policy, Major Cities Unit&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style="color: #38761d; font-family: Verdana;"&gt;&lt;a href="http://www.blogger.com/goog_30016194"&gt;4th International Urban Design Conference&lt;/a&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;&lt;span style="color: #38761d; font-family: Verdana;"&gt;&lt;a href="http://www.urbandesignaustralia.com.au/"&gt;21 - 23 September 2011 - Surfers Paradise Marriott Resort and Spa&lt;/a&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-2128650619713739384?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.urbandesignaustralia.com.au/' title='The resilience of our major cities in the national context'/><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/2128650619713739384/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/05/resilience-of-our-major-cities-in.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/2128650619713739384'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/2128650619713739384'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/05/resilience-of-our-major-cities-in.html' title='The resilience of our major cities in the national context'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-7493311260251295212</id><published>2011-05-04T14:31:00.000+10:00</published><updated>2011-05-04T14:31:32.528+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Urban Design Australia'/><category scheme='http://www.blogger.com/atom/ns#' term='4th International Urban Design Conference'/><category scheme='http://www.blogger.com/atom/ns#' term='Kim Gyr'/><category scheme='http://www.blogger.com/atom/ns#' term='Climate Change'/><category scheme='http://www.blogger.com/atom/ns#' term='Resilience in urban design'/><category scheme='http://www.blogger.com/atom/ns#' term='Public Spaces'/><category scheme='http://www.blogger.com/atom/ns#' term='Infrastructure'/><category scheme='http://www.blogger.com/atom/ns#' term='City Design'/><title type='text'>Building the World's first 100% Sustainable Global Infrastructure</title><content type='html'>&lt;span style="font-family: &amp;quot;Arial&amp;quot;, &amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-AU; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-no-proof: yes;"&gt;We are on the brink of a mandatory paradigm shift in everything we do, provoked by the imminent disappearance of petroleum and the requirement that we slow and reverse global climate change! We must convert from petroleum to 100% sustainable and renewable energy sources, starting with our cities, which will rapidly die without the food sourced by the 95% petroleum inputs that our current system requires! Why not consider linear cities that provide a far greater perimeter than our roughly circular cities, which have the minimum that is mathematically possible. These differences are compounded when you stack floors on top of each other to create vertical cities, which become impossible when all their inhabitants must walk into fields to grow their own crops because there is no more petroleum to produce the food and bring it to where people can eat it! Linear Cities can be built at right angles to prevailing wind directions, where everyone can walk into fields to grow their own food, and to supply those who are still stuck in existing cities, and towers! They can both power, and be supplied by high-, medium and low-speed speed rail, which are the only form of transportation outside of ships and electric vehicles that can be driven by wind, and which use only about 1/3 of the energy/passenger mile of cars and aircraft. Wind turbines along the top edge of the north to south linear city capture the energy of the wind that has accelerated as it passes over its 3 – 5 stories. Our current motorways can be used to deliver building materials to the cities just alongside them, and we can start by installing conventional wind turbines first, followed by both high-speed rail and a “high temperature” superconducting induction track/grid in the roadway to drive electric vehicles.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;, &amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-AU; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-no-proof: yes;"&gt;&lt;strong&gt;Mr Kim Gyr, Green Millennium, United States of America&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;, &amp;quot;sans-serif&amp;quot;; mso-ansi-language: EN-AU; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-no-proof: yes;"&gt;&lt;a href="http://www.urbandesignaustralia.com.au/"&gt;&lt;span style="color: #38761d;"&gt;4th International Urban Design Conference - 22 - 23 September 2011&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-7493311260251295212?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='related' href='http://www.urbandesignaustralia.com.au/' title='Building the World&apos;s first 100% Sustainable Global Infrastructure'/><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/7493311260251295212/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/05/building-worlds-first-100-sustainable.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/7493311260251295212'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/7493311260251295212'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/05/building-worlds-first-100-sustainable.html' title='Building the World&apos;s first 100% Sustainable Global Infrastructure'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-3186918935094975887</id><published>2011-04-21T15:47:00.000+10:00</published><updated>2011-04-21T15:47:44.859+10:00</updated><category scheme='http://www.blogger.com/atom/ns#' term='Vital Places'/><category scheme='http://www.blogger.com/atom/ns#' term='Robert Prestipino'/><category scheme='http://www.blogger.com/atom/ns#' term='Resilience in urban design'/><category scheme='http://www.blogger.com/atom/ns#' term='City Design'/><title type='text'>Local Ecommerce &amp; the Shape of Places</title><content type='html'>2011 may be remembered for some dramatic natural disasters and their impacts on our urban environments but, another tipping point is underway that may well be even more dramatic as it provides a ‘once in a generational’ opportunity to transform regional settlements. &lt;br /&gt;&lt;br /&gt;Local Ecommerce has arrived and it is driven by the passionate embrace of all consumers (city &amp;amp; bush) of purchasing goods and services over the internet.&lt;br /&gt;&lt;br /&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="http://1.bp.blogspot.com/_GU_ypLmXDiU/RxxIXTqZPlI/AAAAAAAAACc/wxLA89Xe2Ok/S211/Web+Portrait.JPG" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="200" i8="true" src="http://1.bp.blogspot.com/_GU_ypLmXDiU/RxxIXTqZPlI/AAAAAAAAACc/wxLA89Xe2Ok/S211/Web+Portrait.JPG" width="133" /&gt;&lt;/a&gt;&lt;/div&gt;The remarkable and unheralded penetration of smart phones and social media has created a new consumer force that is reshaping the sustainability of urban communities. This is a verdant expression of the new power of consumers as we move from a transactional economy to one of relationships and reputation. Businesses who miss this trend will fail and urban design that ignores this shift will provide urban form that is irrelevant to the future and condemn communities to economic and social decline. &lt;br /&gt;&lt;br /&gt;This paper will draw from current practice to explore and reveal the latest insights to how urban design needs to respond and shape places to nurture a new economy based on knowledge and experience.&lt;br /&gt;&lt;br /&gt;Robert &lt;span style="font-family: inherit;"&gt;Prestipino&lt;/span&gt;,Director, Vital Places &lt;br /&gt;&lt;span style="font-family: inherit; font-size: small;"&gt;&lt;a href="http://urbandesignaustralia.com.au/"&gt;The 4th International Urban Design Conference 2011&lt;/a&gt; - &lt;strong&gt;&lt;em&gt;Resilience in Urban Design&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;&lt;span style="font-family: inherit; font-size: small;"&gt;22nd and 23rd of September, Surfers Paradise Marriott Resort and Spa, Queensland&lt;/span&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/1554119795965336177-3186918935094975887?l=urbandesignconference.blogspot.com' alt='' /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://urbandesignconference.blogspot.com/feeds/3186918935094975887/comments/default' title='Post Comments'/><link rel='replies' type='text/html' href='http://urbandesignconference.blogspot.com/2011/04/local-ecommerce-shape-of-places.html#comment-form' title='0 Comments'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/3186918935094975887'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/1554119795965336177/posts/default/3186918935094975887'/><link rel='alternate' type='text/html' href='http://urbandesignconference.blogspot.com/2011/04/local-ecommerce-shape-of-places.html' title='Local Ecommerce &amp; the Shape of Places'/><author><name>Urban Design Australia</name><uri>http://www.blogger.com/profile/16460856728684219041</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='32' src='http://3.bp.blogspot.com/_AkmJIMsTsro/TSrd2pDU8TI/AAAAAAAAABk/rCIySZBZ5cc/s1600-R/UD_logo_SMALL_bigger.png'/></author><media:thumbnail xmlns:media='http://search.yahoo.com/mrss/' url='http://1.bp.blogspot.com/_GU_ypLmXDiU/RxxIXTqZPlI/AAAAAAAAACc/wxLA89Xe2Ok/s72-c/Web+Portrait.JPG' height='72' width='72'/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-1554119795965336177.post-6266118927750621498</id><published>2011-04-14T13:07:00.000+10:00</published><updated>2011-04-14T13:07:23.829+10:00</updated><title type='text'>The ultimate test in urban design resilience - Christchurch's Earthquake</title><content type='html'>On 22 February 2011, Christchurch was struck by an earthquake. Already damaged from earthquakes in September 2010 and December 2010, as well as numerous aftershocks, the city was then faced with a massive rebuilding task.&lt;br /&gt;&lt;br /&gt;This paper will outline what measures were put in place, both in terms of legislation and in other ways to deal with the aftermath of the earthquakes and the rebuilding. It will also look at what was done to ensure resilience of urban design, including the redesign of the CBD and other areas, and the steps to ensure building resistance to future earthquakes. The integral issue following the earthquake was how will the CBD be rebuilt and can and should a new design be mastered? &lt;br /&gt;&lt;br /&gt;This paper&amp;nbsp;will look&amp;nbsp;at whether these things were achieved and what changes, if any, will occur to the design of the city.&lt;br /&gt;&lt;br /&gt;Amanda Douglas, Partner, WynnWilliams &amp;amp; Co, Christchurch NZ&lt;br /&gt;&lt;br /&gt;&lt;a href="http://urbandesignaustralia.com.au/"&gt;The 4th International Urban Design Conference 2011&lt;/a&gt;&amp;nbsp; &lt;br /&gt;22nd and 23rd of September, Surfers Paradise Marrio
