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	<title>The Designers Atlas of Sustainability</title>
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	<description>Thursdays designer-friendly guide to sustainability</description>
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		<title>Crash course in eco-literacy</title>
		<link>http://www.designers-atlas.net/archives/449</link>
		<comments>http://www.designers-atlas.net/archives/449#comments</comments>
		<pubDate>Thu, 23 May 2013 21:47:14 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[basic principles]]></category>
		<category><![CDATA[big picture]]></category>

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		<description><![CDATA[Eco-literacy, like numeracy and literacy, is the idea that we should all have a basic fluency in ecological ideas. We should have a sense of the ecological in personal and social life. how do the energy and materials we use connect to the ecosysems around us? With each passing year, I hoped that my university...]]></description>
			<content:encoded><![CDATA[<p>Eco-literacy, like numeracy and literacy, is the idea that we should all have a basic fluency in ecological ideas. We should have a sense of the ecological in personal and social life.</p>
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" alt="" /><br />
<em>how do the energy and materials we use connect to the</em><br />
<em>ecosysems around us?</em></p>
<p>With each passing year, I hoped that my university students would turn up with more ecological literacy. After all, isn&#8217;t sustainability being introduced in elementary and high school curricula? The answer is surprisingly, not that much. Few of my college and even graduate level design students, whether in architecture or product design, had eco-literacy. I found I was often in &#8220;catch up&#8221; mode. Here&#8217;s how I approach it using my book, <em>The Designer&#8217;s Atlas of Sustainability.</em></p>
<p>Eco-literacy has two dimensions (at least) with one being based on scientific and systems knowledge. The other dimension is more spiritual and psychological.</p>
<p>In the book  I profile the science/systems side of ecoliteracy in part two, with short, heavily illustrated chapters on &#8220;design and the ecosphere.&#8221; (for a further glimpse inside, see &#8220;<a title="inside the designer's atlas of sustainbility" href="http://www.designers-atlas.net/home-5" target="_blank">inside the book</a>&#8220;). I describe how designers can relate to the science behind unsustainability &#8212; speed, scale and location of resource use&#8211;and the science behind nature&#8217;s ultimate sustainability&#8211;eco-structures and functions and their resilience.</p>
<p><img 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alt="" width="495" height="299" /><br />
<em>a diagram from </em>The Designer&#8217;s Atlas of Sustainability<em>, showing the makeup of the ecosphere</em></p>
<p>In my teaching guide for the book (download it free <a title="Designers Atlas teaching guide" href="http://www.designers-atlas.net/teaching-resources" target="_blank">here</a>) there&#8217;s a range of design briefs and exercises that help students digest the ideas in real terms. For example one exercise asks students to research answers to a bioregional quiz that deepens their knowledge of their ecological surroundings. Other exercises asks students to examine how materials are &#8220;invisible.&#8221; Students research and then find ways to visualize the normally invisible chemical or material footprint of a typical artifact found in their discipline (e.g. a shirt, tool, structure or landscape).</p>
<p><img 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" alt="" /><br />
<em>a diagram from </em>The Designer&#8217;s Atlas of Sustainability<em>, showing what we take out and put in to each component of the ecosphere</em></p>
<p>The book deals with the second dimension of eco-literacy in part four, in a chapter on nature and culture. The theme here includes how nature is woven into culture but also how nature is woven into our psychological makeup and serves as a core element of mental health.</p>
<p>The teaching guide offers a set of exercises in which students attempt to forge a personal, even mystical, connection to nature through some of the practices of deep ecology. The aim with these exercises is to recognize that design might separate us from nature but that we can take experiential steps to rebuild our own connection with nature in order to better use design as a process for helping others reconnect to nature.</p>
<p>So if you have to offer a crash course on eco-literacy use part 2 of the <em>Designer&#8217;s Atlas</em> and the chapter on Nature as Culture from part 4. Then choose a few of the exercises and briefs from the teaching guide and you&#8217;re on your way.</p>
<p>Have you ever had to give an eco-literacy carsh course? What was the biggest challenge? Share in the comments.</p>
<p>If you find these Thursday posts useful, please pass them on through email, facebook, twitter and other channels.</p>
<p>Also, I&#8217;m currently looking for examples of successful &#8220;live projects&#8221; or &#8220;design interventions&#8221; that you&#8217;ve seen written up, either online or in print&#8211;your own or other peoples&#8217;. Email me or leave a note in the comments.</p>
<p>&nbsp;</p>
<p>UPDATE 25 May 2013</p>
<p>Aha&#8230;I just picked up on this <a title="article on new science standards" href="http://www.nytimes.com/2013/04/10/science/panel-calls-for-broad-changes-in-science-education.html?pagewanted=all&amp;_r=0" target="_blank">NYT article</a> that explains:</p>
<p>&#8220;Educators unveiled new guidelines on Tuesday that call for sweeping  changes in the way science is taught in the United States — including,  for the first time, a recommendation that <a title="Recent and archival news about global warming." href="http://topics.nytimes.com/top/news/science/topics/globalwarming/index.html?inline=nyt-classifier">climate change</a> be taught as early as middle school.&#8221;</p>
<p>Further explanation&#8230;&#8221;States are not required to adopt them, but 26 states have committed to <em>seriously considering</em> the guidelines.&#8221; Seriously? Just Considering?</p>
<p>Crash courses in eco-literacy at the college level destined to continue!</p>
<p>&nbsp;</p>
]]></content:encoded>
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		<item>
		<title>Multi-tasking design features</title>
		<link>http://www.designers-atlas.net/archives/430</link>
		<comments>http://www.designers-atlas.net/archives/430#comments</comments>
		<pubDate>Fri, 17 May 2013 10:25:18 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[basic principles]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=430</guid>
		<description><![CDATA[A hallmark of sustainable is a system where components serve more than one purpose.  This observation, whether treated as a question or a requirement, can be built into student projects of any design discipline, either as the basis for a design brief or of a critical essay. Here are a few examples to inspire discussion....]]></description>
			<content:encoded><![CDATA[<p>A hallmark of sustainable is a system where components serve more than one purpose.  This observation, whether treated as a question or a requirement, can be built into student projects of any design discipline, either as the basis for a design brief or of a critical essay.  Here are a few examples to inspire discussion.<br />
<br />
PACKAGING<br />
<br /><a title="colalife" href="http://www.colalife.org/" target="_blank">ColaLife’s</a> Kit Yamoyo which arranges “free” transport for diarrhea medicine kits in the shipping cartons of coke bottles. Read more about developers <a title="Simon and Jane Berry" href="http://www.treehugger.com/green-architecture/green-roofs-are-changing-architecture-kowloon-rail-terminus.html" target="_blank">Simon and Jane Berry</a>.  <img class="alignnone size-full wp-image-83379" src="http://www.architizer.com/blog/wp-content/uploads/2013/04/colalife.jpg" alt="colalife packaging" width="384" height="374" /><br />
<br />
ARCHITECTURE </p>
<p>Twenty eight “light eyes” in the proposed Stuttgart main station, designed by German <a title="Ingenhoven architects" href="http://www.ingenhovenarchitects.com/en/projects/main-station-stuttgart.html" target="_blank">Ingenhoven Architekten</a>, multi-task by providing daylighting to the underground station, expelling exhaust air, and passively removing smoke in an emergency.  (Architectural Record <a title="Zero effect article, ARchitectural Record" href="http://archrecord.construction.com/resources/conteduc/archives/0703edit-1.asp" target="_blank">covers this</a> and several other projects aiming for zero carbon)</p>
<p style="text-align: center;"><a href="http://www.designers-atlas.net/wp-content/uploads/2013/05/lighteye-frombelow.jpg"><img class="size-full wp-image-432 aligncenter" title="lighteye-frombelow" src="http://www.designers-atlas.net/wp-content/uploads/2013/05/lighteye-frombelow.jpg" alt="Stuttgart main station light eye from below" width="400" height="280" /></a></p>
<p style="text-align: center;"><img class="aligncenter size-full wp-image-433" title="lighteye" src="http://www.designers-atlas.net/wp-content/uploads/2013/05/lighteye.jpg" alt="stuttgart main station light eye from above" width="400" height="280" />photos Ingenhoven Architekten</p>
<p>
INTERIOR ARCHITECTURE<br />
<br />
The central staircase in Korean architect <a title="architect Moon Hoon" href="http://www.moonhoon.com/" target="_blank">Moon Hoon</a>’s house is &#8220;a multi-functional space which is a large staircase, bookshelves, casual reading space, home cinema, slide and much more…&#8221; (see <a title="spectacular stair domnates house, serves many functions" href="http://www.treehugger.com/interior-design/spectacular-stair-dominates-house-serves-many-functions.html" target="_blank">Lloyd Alter&#8217;s Treehugger article</a> for a view of <em>what&#8217;s under</em> the stairs)</p>
<div class="promo-image"><img class="slide" src="http://media.treehugger.com/assets/images/2013/04/panorama-1.jpg.662x0_q100_crop-scale.jpg" alt="stair " width="397" height="266" /></div>
<p></p>
<div class="promo-image"><img src="http://media.treehugger.com/assets/images/2013/04/panorama-theater.jpg.492x0_q85_crop-smart.jpg" alt="stair as home theatre" width="378" height="254" /></div>
<div class="promo-image">photos Moon Hoon</div>
<div class="promo-image">
</p>
<p>ROOFTOPS</p></div>
<div class="promo-image">Finally, the good old green roof also has multiple functions. It expands urban green space, but also lowers energy consumption, reduces the heat from urban congestion, cleans the air, reduces storm-water run-off, and can enable urban agriculture.</div>
</p>
<p>An example arises in another station proposal: The Express Rail Link &#8211; West Kowloon Terminus by <a href="http://www.aedas.com/Express-Rail-Link-West-Kowloon-Terminus-Hong-Kong">Aedas</a>, which will connect Hong Kong to the National High Speed Rail Network (Thanks again <a href="http://www.treehugger.com/green-architecture/green-roofs-are-changing-architecture-kowloon-rail-terminus.html" target="_blank">Lloyd at Treehugger</a>!)</p>
<div class="promo-image"><img src="http://media.treehugger.com/assets/images/2012/04/wkt01.jpeg.492x0_q85_crop-smart.jpg" alt="West Kowloon Terminus" width="394" height="269" /></div>
<div class="promo-image">photo courtesy Aedas</div>
<div class="promo-image">
<br />
YOUR FAVORITES</div>
<div class="promo-image">Help me out here. What are some of your favorite multi-tasking feature examples for products?</div>
<div class="promo-image">
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]]></content:encoded>
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		<item>
		<title>Green &amp; Living buildings: How should students prepare?</title>
		<link>http://www.designers-atlas.net/archives/399</link>
		<comments>http://www.designers-atlas.net/archives/399#comments</comments>
		<pubDate>Fri, 10 May 2013 09:50:14 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[energy]]></category>
		<category><![CDATA[living/restorative design]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=399</guid>
		<description><![CDATA[If you&#8217;re working with architecture and landscape architecture students, are you introducing them to Living Buildings and the Living Building Challenge? This post lays the groundwork for you to get them talking and thinking about Living Buildings: given the history of the green buiding movement, what have we learned about moving forward constructively? Living Buildings...]]></description>
			<content:encoded><![CDATA[<p>If you&#8217;re working with architecture and landscape architecture students, are you introducing them to Living Buildings and the Living Building Challenge?</p>
<p>This post lays the groundwork for you to get them talking and thinking about Living Buildings: given the history of the green buiding movement, what have we learned about moving forward constructively? Living Buildings are the cutting edge now, but where do we go  after living buildings? City wide approaches? What about the retrofitting problem?</p>
<p>Stay tuned to the end of the post to find a bonus question about a central component to Living Buildings that often isn&#8217;t talked about.</p>
<p><strong>Living Building Certification</strong></p>
<p><img src="http://living-future.org/sites/default/files/styles/marquee/public/Hi_res_Ethnobotanical-Rain-Garden%2C-Credit-Benjamin-Benschneider.jpg?itok=InXIXlch" alt="" width="375" height="NaN" /><br />
The Bertschi School Science Wing, Seattle</p>
<p>Despite its name, the challenge is actually a performance system like LEED, the US Green Building Council&#8217;s rating system for energy and environmental performce in buildings. <a title="intro to green buildings" href="http://ny.curbed.com/archives/2013/05/01/an_introduction_to_the_ecotastic_world_of_green_buildings.php" target="_blank">Here&#8217;s</a> an article from Curbed that talks about both systems. Students will have to juggle both legacy rating systems like LEED but also handle current and emerging certifications like Living Building.</p>
<p>Living Buildings goes further than the top LEED rating requirements, calling for the building to generate all its own energy through renewable sources, capture and treat all its own water and incorporate only sustainable (in the widest sense of the term) materials.</p>
<p>The <a title="Int'l Living Future Institute" href="http://living-future.org/lbc" target="_blank">International Living Future Institute</a> that oversees the Living Building Challenge is based in Seattle). No coincidence, perhaps, that two Seattle-area buildings are involved with Living Building certification:</p>
<p>1. <a title="Bertschi School Science Programs" href="http://www.bertschi.org/who-we-are/our-campus/science-wing/" target="_blank">Bertschi School Living Building Science Wing</a><br />
achieved Living Building Status&#8211;the world&#8217;s 4th fully-certified Living Building and the first on the West Coast<br />
architecture: <a title="KMD architects" href="http://www.kmdarchitects.com/pressroom/2013/04/" target="_blank">KMD Architects Restorative Design Collective</a><br />
construction: <a title="skanska" href="http://www.usa.skanska.com/" target="_blank">Skanska</a><br />
news article in <a title="digital construction" href="http://www.constructiondigital.com/green_building/seattle-school-is-first-living-building-on-west-coast" target="_blank">Digital Construction</a></p>
<p>2. <a title="the bullitt center" href="http://bullittcenter.org/" target="_blank">The Bullitt Center</a></p>
<p><a href="http://blogs.edf.org/energyexchange/files/2013/05/Miller-Hull-Partnership.jpg"><img class="size-medium wp-image-4100" src="http://blogs.edf.org/energyexchange/files/2013/05/Miller-Hull-Partnership-300x194.jpg" alt="" width="300" height="194" /></a><br />
The Bullitt Center courtesy Miller Hull Partnership<br />
building opened on Earth Day 2013, but must operate one year with full occupancy to acheive Living Building status<br />
architecture: <a title="miller hull architects" href="http://www.millerhull.com/html/home.htm" target="_blank">Miller Hull Partnership</a><br />
construction: <a href="http://www.schuchart.com/company" target="_blank">Schuchart</a><br />
article in the <a title="new york times" href="http://www.nytimes.com/2013/04/03/realestate/commercial/the-bullitt-center-in-seattle-goes-well-beyond-green.html?pagewanted=all&amp;_r=0" target="_blank">New York Times</a></p>
<p><strong>Living Building Tech</strong></p>
<p>So far attention on the Living Building Challenge has been strongest in the US, but recently BIQ House in Hamburg Germany opened as the world&#8217;s first algae-powered buliding (news article: <a title="inhabitat article on BIQ building" href="http://inhabitat.com/splitterwerk-architects-design-worlds-first-algae-powered-building-for-germany/" target="_blank">inhabitat</a>). Designed by Arup (in conjunction with Splitterwerk Architects and SSC Strategic Science Consultants) to use bioreactors, the buiding launched as part of the International Building Exhibition in Hamburg.</p>
<p><a rel="attachment wp-att-508404" href="http://www.designers-atlas.net/?attachment_id=508404"><img class="alignnone size-large wp-image-508404" title="BIQ House by Arup" src="http://assets.inhabitat.com/wp-content/blogs.dir/1/files/2013/04/Preview_BIQ_Opening_Credits-IBA-Hamburg-GmbH-Johannes-Arlt_001-537x391.jpg" alt="BIQ House, Hamburg, BIQ House opens, International Building Exhibition, self-sufficient living buildings, Arup, SSC Strategic Science Consultant, Splitterwerk Architects, jet-powered maintenance robots, high-rise farms, photovoltaic paint, the future of green building, bio-reactor facade, biomass, solar thermal heat, algae power, algae as shade, algae as insulator" width="430" height="313" /><br />
</a>Hamburg&#8217;s BIC House powered by algae<a rel="attachment wp-att-508404" href="http://www.designers-atlas.net/?attachment_id=508404"><br />
</a></p>
<p>What technologies will be next in green buildings? Arup&#8217;s report, <a title="It's Alive! report from arup about living buildings" href="http://www.arup.com/News/2013_02_February/4_Feb_New_report_predicts_the_future_of_buildings_in_2050" target="_blank">&#8220;It&#8217;s Alive!&#8221;</a> documents other ideas about the future of living buildings. Construction Manager has a few ideas in the article &#8220;<a title="living building tech" href="http://www.construction-manager.co.uk/agenda/innovation-special-creating-living-building/" target="_blank">Innovation Special: Creating the &#8216;living&#8217; building</a>.&#8221; Alongside algae powered bioreacotors, the article cites solar panels built into building materials, surface materials as air filters, and new materials to replace plastic as its source material of oil and gas become scarce. Think transparent concrete&#8230;</p>
<p>These new materials and new buildings offer a lot of inspiration, but still leave us with a huge stock of existing inefficient and often poorly constructed buildings.</p>
<p><strong>Bonus question: the social side of living buildings</strong></p>
<p>What is the social side of Living Buildings and where is the designer&#8217;s role in that? Do living buildings fit into the &#8220;social design&#8221; terminology discussed in the <a title="social design debate" href="http://www.designers-atlas.net/archives/364" target="_blank">last post</a>?</p>
<p>Let me know how in the comments how your students are preparing for Living Buildings and beyond.</p>
<p>&nbsp;</p>
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		<title>Definitions of social design: get them debating</title>
		<link>http://www.designers-atlas.net/archives/364</link>
		<comments>http://www.designers-atlas.net/archives/364#comments</comments>
		<pubDate>Fri, 03 May 2013 00:37:44 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[debates in sustainable design]]></category>
		<category><![CDATA[teaching resources]]></category>

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		<description><![CDATA[Need to get students talking about the &#8220;social&#8221; aspects of sustainability? Try asking about definitions. In the Designers Atlas of Sustainability I wrote, &#8220;From our history of human activity, such as language, technology, beliefs, and values—what do we want to sustain over the long term? In some ways it’s easier to identify things we don’t...]]></description>
			<content:encoded><![CDATA[<p>Need to get students talking about the &#8220;social&#8221; aspects of sustainability? Try asking about definitions. In the <em>Designers Atlas of Sustainability</em> I wrote, &#8220;From our history of human activity, such as language, technology, beliefs, and values—what do we want to sustain over the long term? In some ways it’s easier to identify things we don’t want to maintain—wars, injustice, poverty, racism, and disease are a few examples.&#8221;</p>
<p>Easier to identify what it isn&#8217;t.</p>
<p>Recently we&#8217;ve seen the rise of &#8220;social&#8221; design and there&#8217;s a struggle over how to define it. John Carey and Gilad Meron recently <a title="social design glossary" href="http://www.good.is/posts/a-good-design-glossary-to-decode-the-jargon">compiled a glossary</a> of what they call &#8220;social impact design terminology&#8221; and it leads to a great question for students: in what way, if any, are struggles for these types of definitions useful?</p>
<p>Does it get you thinking about how design can contribute to social or cultural sustainability? Or does it bog you down in unhelpful, murky detail?</p>
<p>The illustration is by <em><a rel="nofollow" href="http://www.good.is/members/jessica-de-jesus" target="_blank">Jessica de Jesus</a></em></p>
<p><a href="http://awesome.good.is/infographics/a-good-design-glossary-to-decode-the-jargon/450"><img class="alignleft size-full wp-image-365" title="social impact design terminology" src="http://www.designers-atlas.net/wp-content/uploads/2013/05/social-design-jargon.jpg" alt="" width="450" height="572" /></a></p>
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		<title>Re-use: hierarchies of recycling in theory and practice</title>
		<link>http://www.designers-atlas.net/archives/355</link>
		<comments>http://www.designers-atlas.net/archives/355#comments</comments>
		<pubDate>Fri, 26 Apr 2013 01:45:18 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[lifecycle topics]]></category>
		<category><![CDATA[teaching resources]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=355</guid>
		<description><![CDATA[Re-use is useful as both an applied and a conceptual topic, so you can make a design brief or an essay topic out of re-use. Conceptually we often see scales like the one below prepared for Terra20. As students start to think about the higher levels in the chart above, it quickly becomes apparent that...]]></description>
			<content:encoded><![CDATA[<p>Re-use is useful as both an applied and a conceptual topic, so you can make a design brief or an essay topic out of re-use. Conceptually we often see scales like the one below <a title="terra20 reuse hierarchy" href="http://www.terra20.com/economics/7315/recycled-and-upcycled-goods-unique-products-to-give-and-to-cherish/" target="_blank">prepared for Terra20</a>.</p>
<p style="text-align: center;"><img class="wp-image-7316 aligncenter" title="rethinkwaste" src="http://www.terra20.com/wp-content/uploads/2013/04/rethinkwaste-820x1024.png" alt="" width="402" height="502" /></p>
<p style="text-align: left;">As students start to think about the higher levels in the chart above, it quickly becomes apparent that the best place to address re-use is at the beginning of the design process. Terra20 also features a number of recycled consumer products. The &#8220;rebound&#8221; effect suggests a dilemma, that we sometimes consume more if we feel the mode of consumption is greener&#8211;in some cases this increased consumption might be fueled by &#8220;eco- savings&#8221; (such as through energy efficiency) but in others it is as though we&#8217;ve somehow earned the &#8220;right&#8221; to consume more if our consumption is greener.</p>
<p style="text-align: left;">In applied terms, there are some interesting examples in the architecture and building arenas. For example, House of Card is an Australian company making <a title="house of card" href="http://www.swide.com/art-culture/design/house-of-card-australian-sustainable-design-for-events/2013/3/28" target="_blank">portable buildings</a> from &#8220;entirely recyclable cardboard, plywood and shipping pallets.&#8221; The design started out as shelter for disaster relief but has evolved to serve artisanal brands at festivals and other events.  <img src="http://www.swide.com/binaries/content/gallery/swide2/article-inside/2013/03/27/house-of-card-australian-sustainable-design-for-events/house-of-card-sustainable-design-the-creative-and-the-planner-inside4.jpg" alt="House of Card Australian sustainable design for events" width="515" height="302" /></p>
<p style="text-align: left;">&nbsp;</p>
<p style="text-align: left;">Going higher on the reuse scale, Public Architecture has produced a downloadable <a title="reuse primer" href="http://www.publicarchitecture.org/reuse/" target="_blank">Design for Reuse Primer</a> that profiles 15 successful reuse projects.</p>
<p style="text-align: left;"><img src="http://www.publicarchitecture.org/reuse/images/primer.png" alt="Design For Reuse Primer" /></p>
<p style="text-align: left;">In another inventive project, <a href="http://www.reragrug.blogspot.se" target="_blank">Re Rag Rug</a>, Swedish students make modern style rag rugs out of &#8220;<span style="font-family: Times New Roman;">T-shirts and woollen sweaters from the Salvation Army&#8217;s chain of second hand stores.&#8221; The group declares &#8220;</span><span style="font-size: large;"><span style="font-family: Times New Roman;">By working in a free and experimental manner the goal is to create rag rugs so innovative in design and technique, that the fact they are made out of re-cycled materials is a bonus.&#8221;</span></span></p>
<p style="text-align: left;"><span style="font-family: Times New Roman;"><a href="http://www.designers-atlas.net/wp-content/uploads/2013/04/Re-Rag-Rug-IV-.jpg"><img class="alignleft size-medium wp-image-356" title="Re Rag Rug IV" src="http://www.designers-atlas.net/wp-content/uploads/2013/04/Re-Rag-Rug-IV--250x300.jpg" alt="" width="250" height="300" /></a><br />
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<div class="img-left"><a href="http://www.designers-atlas.net/wp-content/uploads/2013/04/Re-Rag-Rug-III-pepita.jpg"><img class="size-medium wp-image-357 alignnone" title="Re Rag Rug III pepita" src="http://www.designers-atlas.net/wp-content/uploads/2013/04/Re-Rag-Rug-III-pepita-225x300.jpg" alt="" width="225" height="300" /></a></div>
<div class="img-left">These applied projects circle us back to the conceptual question we started with&#8211;what are some of the viable, long term approaches for reuse? Let&#8217;s have the students grapple with that in theory and practice.</div>
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		<title>Wind me up: hands-on energy lab</title>
		<link>http://www.designers-atlas.net/archives/347</link>
		<comments>http://www.designers-atlas.net/archives/347#comments</comments>
		<pubDate>Fri, 19 Apr 2013 13:19:24 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[energy]]></category>
		<category><![CDATA[teaching resources]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=347</guid>
		<description><![CDATA[I like to develop hands-on &#8220;labs&#8221; where students can try things out. An example is the biomimicry lab. It involves simple things like carrots, pine cones, and soap bubbles, but it makes some of the principles of biomimicry easy to see and understand (and it&#8217;s described in my teaching guide which you can download freely)....]]></description>
			<content:encoded><![CDATA[<p>I like to develop hands-on &#8220;labs&#8221; where students can try things out. An example is the biomimicry lab. It involves simple things like carrots, pine cones, and soap bubbles, but it makes some of the principles of biomimicry easy to see and understand (and it&#8217;s described in my teaching guide which you can<a href="http://www.designers-atlas.net/teaching-resources"> download freely</a>).</p>
<p>My next lab is definitely going to be wind up power and I think these images will show you why:</p>
<p><a href="http://www.pegadesign.com/en/news.html"><img src="http://www.pegadesign.com/images/tc_1303n01-5.jpg" alt="chair with wind-up USB charger" width="378" height="252" /></a><br />
Taiwanese <a href="http://www.pegadesign.com/en/news.html" target="_blank">Pega D&amp;E</a> showed this Windup chair with USB charger at the 2012 Milan furniture fair</p>
<p><a href="http://assets.inhabitat.com/wp-content/blogs.dir/1/files/2013/04/WindUp-Chair-PegaDesign-4.jpg"><img class="decoded" src="http://assets.inhabitat.com/wp-content/blogs.dir/1/files/2013/04/WindUp-Chair-PegaDesign-4.jpg" alt="chair with wind-up USB charger in use" width="357" height="243" /></a></p>
<p>&nbsp;</p>
<p>Wind up-powered products arguably came to popularity with the freeplay radio in the early 1990s and since then flashlights, chargers and lanterns have been designed.</p>
<p>In my biomimicry lab there were a series of stations that students rotated through. In my windup lab I would have a series of stations as well, but I&#8217;d start with everyone getting their hands on a simple windup device (possibly toys) to be studied from the inside out. This would be accompanied by an introduction on how it works, including conversion to electricity. From there my stations might include:</p>
<p>1. a few more complex wind up mechanisms, such as the freeplay radio shown below, with working parts exposed. Students might diagram these in terms of how they work.</p>
<p><img src="data:image/jpeg;base64,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" alt="" /><br />
An older verion of the freeplay radio</p>
<p>2.  wind up mechanisms available for students to hack together very basic windup chargers.</p>
<p>3. a &#8220;science&#8221; station where various level of power are examined in relation to how much power can be gained from windup mechanisms. For example there might be a hair dryer, a radio, a mobile phone, a hand blender and an electric mixer. The idea would be to explore how much power is generated by different windup configurations and which variables you can affect through design.</p>
<p>4. a &#8220;global&#8221; station that brings examples from the developing world showing the particular relevance of windup to that context (ideally this might be a 10 minute video that students watch)</p>
<p>4. brainstorming station where students explore where windup technology might go next &#8211;particularly in their own country contexts&#8211;and consider some of the strengths and weaknesses of different applications.</p>
<p>Would this kind of lab work for you students? If this kit were available to borrow or buy, would you be interested?</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
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		<title>Cheap in a good way: flat pack and beyond</title>
		<link>http://www.designers-atlas.net/archives/341</link>
		<comments>http://www.designers-atlas.net/archives/341#comments</comments>
		<pubDate>Wed, 10 Apr 2013 23:17:42 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[debates in sustainable design]]></category>
		<category><![CDATA[teaching resources]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=341</guid>
		<description><![CDATA[Constant cost cutting can make things “cheap” in a bad way, but recently we’ve seen examples of making things cheap in a good way. Flat pack furniture might be one, possibly arguable, example where things are made cheaper in a good way. Another example is Professor Manu Prakash’s  $0.50 microscope—the “Foldscope” that is printed on...]]></description>
			<content:encoded><![CDATA[<p>Constant cost cutting can make things “cheap” in a bad way, but recently we’ve seen examples of making things cheap in a good way. Flat pack furniture might be one, possibly arguable, example where things are made cheaper in a good way.</p>
<p>Another example is Professor Manu Prakash’s  <a title="foldscopes" href="http://alumni.stanford.edu/get/page/magazine/article/?article_id=58626" target="_blank">$0.50 microscope—the “Foldscope”</a> that is printed on paper, shipped flat, and folded into shape in minutes. Professor Prakash is committed to frugal science. The foldscopes will contribute to the infrastructure for attacking diseases like malaria, which strike areas where few resources are available for testing and treatment.</p>
<p><img src="http://alumni.stanford.edu/get/file2/publication/article/SAAMAG/58626/pending/FR_RN_Manu-Prakash_James-Duncan-Davidson_225px.jpg" alt="Prakash" /><br />
<a title="Manu Prakash" href="http://alumni.stanford.edu/get/page/magazine/article/?article_id=58626" target="_blank">Stanford Professor Manu Prakash</a> and the<br />
&#8220;foldscope&#8221; Photo: James Duncan Davidson</p>
<p>Flat packing and flat microscopes both preserve functionality but make goods more accessible. That accessibility can be important in sustainability terms for improving well-being and possibly reducing ecological damage Although if accessibility speeds up consumption, ecological impact might not be reduced.</p>
<p>This topic would make a good essay subject, class discussion or brief. With these examples you could start by investigating “flatness” but the broader discussion might consider the question of “cheapness.” When is cheaper better and how do designers achieve “good” cheapness? What are the tensions between cheapness and accessibility on the one hand and increases in the pace and scale of consumption on the other?</p>
<p>Please let me know in the comments&#8211;what cases can you think of where redesign made something cheap in a good way?</p>
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		<title>Transparency: can we make sustainability visible?</title>
		<link>http://www.designers-atlas.net/archives/323</link>
		<comments>http://www.designers-atlas.net/archives/323#comments</comments>
		<pubDate>Thu, 04 Apr 2013 22:37:21 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=323</guid>
		<description><![CDATA[A key problem we often address through sustainable design is transparency. For example, we&#8217;d like to make it more transparent how the materials in your products connect to the natural environment (both as raw materials and as waste). We&#8217;d like to make it possible for people to see and understand buildings and products in new...]]></description>
			<content:encoded><![CDATA[<p style="text-align: left;">A key problem we often address through sustainable design is transparency. For example, we&#8217;d like to make it more transparent how the materials in your products connect to the natural environment (both as raw materials and as waste). We&#8217;d like to make it possible for people to see and understand buildings and products in new ways.</p>
<p style="text-align: left;">Maybe seeing inside enables you to repair and maintain these things for longer. Maybe seeing inside shows you what can be salvaged if something breaks or gets outdated. Transparency, we hope, adds new layers of meaning that ultimately change behavior.</p>
<p style="text-align: center;"><img class="size-medium wp-image-325 aligncenter" title="transparent speaker" src="http://www.designers-atlas.net/wp-content/uploads/2013/04/transparent-speaker-300x196.jpg" alt="" width="300" height="196" /><br />
transparent speaker by <a href="http://www.peoplepeople.se/transparent-speaker/" target="_blank">People People</a></p>
<p>So why not run an exercise with students asking how they can apply the idea of transparency to a current design problem. In a literal example, Swedish company People People&#8217;s <a title="inhabitat-transparent speaker" href="http://inhabitat.com/people-peoples-transparent-speaker-is-a-crowdfunded-diy-megahit/" target="_blank">transparent speaker</a> shows that a transparent casing can have aesthetic as well as environmental benefits.</p>
<p>Ask students to think about where else this literal transparency is beneficial, but also how design decisions add transparency. An example might be the decision for a designer to seek a certain label or rating, such as a building rating, or a system that lets end users track materials and processes that went into production.</p>
<p>In the <em>Designers Atlas of Sustainability</em> there&#8217;s a section on the many ways that materials are invisible, for example through the sheer scale of material use that we don&#8217;t see, and through the lack of knowledge we have about what materials are made of. Thinking about invisibility can also help guide students on where we need more transparency.</p>
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		<title>learn about sustainable design by playing cards</title>
		<link>http://www.designers-atlas.net/archives/309</link>
		<comments>http://www.designers-atlas.net/archives/309#comments</comments>
		<pubDate>Thu, 21 Mar 2013 11:19:48 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[Uncategorized]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=309</guid>
		<description><![CDATA[Hey! good news for people teaching sustainable design! I&#8217;m converting this blog into a resource for ideas, tips and inspiration for your teaching. I&#8217;ll post on Thursdays and send out a newsletter once per month with these posts and some bonuses. Sign up for your inspiration over in the sidebar. When I was doing a...]]></description>
			<content:encoded><![CDATA[<p>Hey! good news for people teaching sustainable design! I&#8217;m converting this blog into a resource for ideas, tips and inspiration for your teaching. I&#8217;ll post on Thursdays and send out a newsletter once per month with these posts and some bonuses. Sign up for your inspiration over in the sidebar.</p>
<p>When I was doing a lot of teaching I faced constant pressure to find relevant materials and approaches to use in my class. There was never enough time to search through or vet as many resources as I would have liked.</p>
<p>What would have been helpful was to have someone feeding me consistent, regular news and ideas that I could grab as needed. It often doesn&#8217;t help when people present you with a whole program or an integrated approach, becuase let&#8217;s face it, your teaching materials have to fit into uniqe time frames and learning objectives. You&#8217;ve got to put your own spin on it. Usually you just need kernels you can work up as needed.</p>
<p>So here&#8217;s the first installment&#8230;</p>
<p>I read recently over on Inhabitat about <a title="cards about sustainable design" href="hhttp://inhabitat.com/eco-innovators-design-play-cards-are-a-fun-way-to-learn-more-about-sustainable-design/ttp://" target="_blank">a new card deck</a> that helps you learn about sustainability. It&#8217;s the latest deck in a history of design-oriented card decks. I&#8217;ve written about them as <a href="http://designactivism.net/archives/161" target="_blank">activist tools</a>, but here I&#8217;m suggesting them as a teaching resource.</p>
<p>Here are three to consider:<a href="http://www.designers-atlas.net/wp-content/uploads/2013/03/design-play-cards.jpg"><img class="size-medium wp-image-311 alignright" title="design play cards" src="http://www.designers-atlas.net/wp-content/uploads/2013/03/design-play-cards-237x300.jpg" alt="" width="166" height="210" /></a></p>
<p><strong>1. Eco Innovator&#8217;s <a href="http://www.designplaycards.com/" target="_blank">Design Play Cards</a> </strong>are aimed at helping people learn about sustainabilty for design by taking &#8220;players&#8221; through defining the problem, exploring solutions, and applying strategies for sustainability.  You can <a href="http://www.designplaycards.com/#!where-to-get-them/c497" target="_blank">download the cards for free</a>, or order a printed set. These could be used for a short exercise, or as prompts through a longer brief.</p>
<p>&nbsp;</p>
<p><strong>2. Dan Lockton&#8217;s Design with Intent toolkit </strong>contains 101 Cards, each with a pattern for influencing behavior through design. Here the aim is to become more conscious of how designers can influence behavior to <a href="http://www.designers-atlas.net/wp-content/uploads/2013/03/Packofcards2.jpg"><img class="size-medium wp-image-310 alignright" title="Packofcards2" src="http://www.designers-atlas.net/wp-content/uploads/2013/03/Packofcards2-300x191.jpg" alt="" width="270" height="172" /></a>address social and environmental issues. These cards are available for <a title="design with intent main page" href="http://www.danlockton.com/dwi/Main_Page" target="_blank">free download</a>, but you can also order printed cards. The cards offer 8 lenses through which to see influence, ranging from architecture and errorproofing to interaction and cognitive. As an example, the strategies under &#8220;architecture&#8221; include:</p>
<p>Angles | Converging &amp; diverging | Conveyor belts | Feature deletion | Hiding things | Material properties | Mazes | Pave the cowpaths | Positioning | Roadblock | Segmentation &amp; spacing | Simplicity</p>
<p>Like the first set, these could be used for a short exercise, or as prompts through a longer brief. In an exercise, different groups could work with different lenses on the same brief and report back to the group.</p>
<p>&nbsp;</p>
<p><strong>3. Jane Wolff&#8217;s hand drawn Delta Primer Playing Cards </strong>available from <a href="http://www.stoutbooks.com/cgi-bin/stoutbooks.cgi/62494" target="_blank">William Stout Publishers</a> analyze and describe the competing interests among  water, land and people in the delta, where the <img class="alignright" style="border: 0px none;" src="http://designactivism.net/wp-content/uploads/2009/03/fish-and-truck-card.jpg" border="0" alt="fish and truck card.jpg" width="346" height="218" />Sacramento and San  Joaquin Rivers meet in California. These cards (I&#8217;ve written more detail <a href="http://designactivism.net/archives/165" target="_blank">here</a>) would suit a class exploring urban and rural landscape and long term landscape evolution and environmental conservation. They could work well as a guide for students conducting their own layered, complex analysis of a site or landscape.</p>
<p>&nbsp;</p>
<p>Have any card decks to recommend? Let us know in the comments!</p>
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		<title>two reports on sustainability in Higher Education</title>
		<link>http://www.designers-atlas.net/archives/300</link>
		<comments>http://www.designers-atlas.net/archives/300#comments</comments>
		<pubDate>Fri, 11 May 2012 12:15:55 +0000</pubDate>
		<dc:creator>Ann Thorpe</dc:creator>
				<category><![CDATA[big picture]]></category>
		<category><![CDATA[teaching resources]]></category>

		<guid isPermaLink="false">http://www.designers-atlas.net/?p=300</guid>
		<description><![CDATA[Both from the UK, but useful frameworks none-the-less. Both links below are for downloading the reports directly (PDFs): 1. Future-fit Framework An introductory guide to teaching and learning for sustainability in HE, by Professor Stephen Sterling from the Centre for Sustainable Futures, Plymouth University –    some guidance on the nuts and bolts of ESD; –   ...]]></description>
			<content:encoded><![CDATA[<p>Both from the UK, but useful frameworks none-the-less. Both links below are for downloading the reports directly (PDFs):</p>
<p>1. <a title="future fit report" href="www.universitiesuk.ac.uk/Publications/Documents/FutureFit.PDF">Future-fit Framework</a> An introductory guide to teaching and learning for sustainability in HE, by Professor Stephen Sterling from the Centre for Sustainable Futures, Plymouth University</p>
<p>–    some guidance on the nuts and bolts of ESD;<br />
–    a digest of key ideas;<br />
–    some pointers on next steps and resources.</p>
<p>Trying to answer the question&#8211;what&#8217;s in it for me? and why bother?</p>
<p>2. Education for sustainable development and holistic curriculum change: A review and guide<a href="http://www.designers-atlas.net/wp-content/uploads/2012/05/Ed-for-sust-HEA.pdf"> (Ed-for-sust-HEA</a>) by Dr Alex Ryan, Associate Director of Sustainability at the University of Gloucestershire, is based on an international review and three UK case studies of work towards curriculum change in this area.</p>
<p>The guide is for educators and managers who want to improve teaching and learning institution-wide on Education for Sustainable Development (ESD).</p>
<p>&nbsp;</p>
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