tag:blogger.com,1999:blog-61623507681985159802024-03-19T04:41:12.361+01:00ReSUrbianResearch on Sustainable Urbanism
Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.comBlogger16125tag:blogger.com,1999:blog-6162350768198515980.post-43638067063182761752014-05-15T00:57:00.000+02:002014-05-15T19:18:44.617+02:00 LILAC- low impact living affordable community<span style="color: #990000;"><b>Avagy alacsony környezeti terhelést jelentő, megfizethető közösségi lakások nyomában. Fókuszban </b></span><span style="font-family: inherit;"><span style="font-size: small;"><span style="color: #990000;"><b>Bramley, West Leeds</b></span></span></span><br />
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<span style="font-family: inherit;"><span style="font-size: small;">Pár fogalom tisztázásra szorul, mielőtt fejest ugornánk a lila(c) ködbe. Szóval mit is jelent a nehezen magyarra fordítható <i>"co-housing"</i> szó?</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">A co-housing egy olyan lakhatási forma, melyben a lakók aktívan részt vesznek a lakókörnyezet kialakításnak tervezésében, illetve annak fenntartásáért is ők felelnek. A lakók tehát mind elkötelezetten "közösségben" szeretnének élni és ezért hajlandóak is tenni. Közös tevékenységekkel, közös érdekek mentén (pl. a lakókörnyezet tisztaságának megőrzése, vagy egy játszótér kialakítása a közös használatú területen) az egyének és a családok egy közösséggé formálódnak. Ráadásul maguk az épületek is úgy vannak kialakítva, hogy a közösségi
életformát lehetővé tegyék, vagyis </span></span><span style="font-family: inherit;"><span style="font-size: small;"><span style="font-family: inherit;"><span style="font-size: small;">az így megépülő lakónegyedekben</span></span> jellemzően nagy arányban találhatóak
közös használatú terek , miközben a lakók ugyanúgy rendelkeznek a hagyományos háztartásokra jellemző lakásokkal, saját használatú terekkel. </span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">A másik fogalom, ami a LILAC kapcsán gyakran felmerül, az az "<i>ecovillage</i>", vagyis ökofalu. Ez nem jelent mást, mint olyan városi vagy vidéki lakóközösséget, melynek tagjai igyekeznek a támogató társadalmi környezet mellet, alacsony környezeti terhelést okozó életet élni. Ennek elérése érdekében többek között ökológikus tervezési elveket, megújuló energiaforrásokat hasznosító technológiákat és természeti környezethez közeli megoldásokat alkalmaznak. </span></span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: inherit;"><span style="font-size: small;">Helyszínrajz (még nagyobb felbontásért <a href="http://www.lilac.coop/images/stories/lilac-pics/siteplan-aug-2011.jpg">klikk</a>)</span></span></td></tr>
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<span style="font-family: inherit;"><span style="font-size: small;"> A <a href="http://www.lilac.coop/" rel="nofollow">LILAC</a> az
Egyesült Királyság első megfizethető ökológikus co-housing projektje,
mely 20 háztartás lakóit formálja egy lakóközösséggé, West Leeds, <a href="https://www.google.co.uk/maps/place/Leeds/@53.806277,-1.580143,7400m/data=%213m1%211e3%214m2%213m1%211s0x487958d34a45e49f:0xab189a5f1ab7d24a" rel="nofollow">Bramley</a> negyedében. A fentiek alapján tehát a lakóközösség három jelszót tűzött a zászlajára: alacsony környezeti terhelés, közösség és megfizethetőség. </span></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMWF3z2-H-DclA6aJlhERONVUZKNIgvuDshRG99Zpnv3xSmcnFf5f29tS1ccvUBus1ldu2vGEtfp7zcOIUNwl5bFHfLuufB3E6m_i0rR_HpnHSv1aM19VwEt-lRxR0-nSjbbYD62pQRQ/s1600/lilac03.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMWF3z2-H-DclA6aJlhERONVUZKNIgvuDshRG99Zpnv3xSmcnFf5f29tS1ccvUBus1ldu2vGEtfp7zcOIUNwl5bFHfLuufB3E6m_i0rR_HpnHSv1aM19VwEt-lRxR0-nSjbbYD62pQRQ/s1600/lilac03.jpg" height="240" width="320" /></a><span style="font-family: inherit;"><span style="font-size: small;"> A gyakorlatban, az alacsony környezeti terhelést jelentő életmód (low impact living) a LILAC lakói számára azt jelenti, hogy minden épületet karbonsemlegesen igyekeztek kialakítani- ami nem is olyan meglepő, ha tudjuk, hogy az Egyesült Királyság <a href="https://www.gov.uk/government/policies/improving-the-energy-efficiency-of-buildings-and-using-planning-to-protect-the-environment" target="_blank">környezeti irányelvei</a> alapján 2019-re minden új építésű épületnek karbonsemlegesnek kell lennie. A LILAC épületei ráadásul az év során megtermelt többlet energiájukat visszatáplálják a hálózatra. Ezen túlmenően a tervezéskor elsősorban helyi építőanyagokat választottak, illetve egy speciális panel-elemes burkolatot is használtak. Ez a Modcell névre hallgató előregyártott panel két fa tábla között préselt szalmabálát tartalmaz, ami nagyon jó hőszigetelési tulajdonságokkal rendelkezik. Így egy ház, ahelyett, hogy négyzetméterenként 385 kg </span><span style="font-size: small;"> széndioxiddal terhelné a környezetet a kivitelezése során,- mint ahogy ezt egy hagyományos lakóház esetében megállapították (Pacheco-Torres, 2014); </span><span style="font-size: small;"> a LILAC becslései szerint állítólag 12,25 tonna szén-dioxidot köt meg. Bár ezek az adatok nem visszaellenőrizhetőek, <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtpz8ryPpHtZiKNuCF0NgkJpqD8XzaYlqgkueqJ5bQ2MUVLRQ0Jchvb0Qm1lOs-C0oKSE4bSJnaEhXXKx1eiATqDUhhLg5cb9nVsp9Tuf_lzrm82sdL8lFELiRIpOgtmHYMreX2S1wjQ/s1600/lilac08.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhtpz8ryPpHtZiKNuCF0NgkJpqD8XzaYlqgkueqJ5bQ2MUVLRQ0Jchvb0Qm1lOs-C0oKSE4bSJnaEhXXKx1eiATqDUhhLg5cb9nVsp9Tuf_lzrm82sdL8lFELiRIpOgtmHYMreX2S1wjQ/s1600/lilac08.jpg" height="213" width="320" /></a>de már több nemzetközi kutatás is foglalkozott az alacsony környezet terhelésű épületekkel, amelyek mind bizonyítják ezen házak létjogosultságát. Gonzalez (2011) tanulmányában például arra az eredményre jut, hogy </span></span><span style="font-family: inherit;"><span style="font-size: small;"><span style="font-family: inherit;"><span style="font-size: small;">egy-egy épület kivitelezése során </span></span>környezetbarát építőanyag választással akár 73,54 kg/m<sup>2</sup> CO<sub>2</sub> kibocsátás csökkentés is elérhető egy hagyományos épülethez képest. Az , anyaghasználat mellett, természetesen a LILAC pallettájáról a passzív szolár tervezési elvek sem maradhatnak le (téli hőtárolás, nyári napvédelem biztosítása passzív építészeti eszközökkel), csakúgy mint autómegosztási rendszer (car-sharing), illetve a helyi növénytermesztés sem. </span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMWF3z2-H-DclA6aJlhERONVUZKNIgvuDshRG99Zpnv3xSmcnFf5f29tS1ccvUBus1ldu2vGEtfp7zcOIUNwl5bFHfLuufB3E6m_i0rR_HpnHSv1aM19VwEt-lRxR0-nSjbbYD62pQRQ/s1600/lilac03.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><br /></a></span></span>
<span style="font-family: inherit;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHoX0CCEG3sFNWnMJ0RQss7hWH8yvTJ6vgiJOLal3fF9q_FR6a_ol4cmBkzX7qoLB4eetJQGK3BOgyjtu9xuyTic5YSr7uTHIp4iBrZq5-SX9UpVwUzTJriQIzDqHt5U6dm1DLCAKqgA/s1600/lilac04.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiHoX0CCEG3sFNWnMJ0RQss7hWH8yvTJ6vgiJOLal3fF9q_FR6a_ol4cmBkzX7qoLB4eetJQGK3BOgyjtu9xuyTic5YSr7uTHIp4iBrZq5-SX9UpVwUzTJriQIzDqHt5U6dm1DLCAKqgA/s1600/lilac04.jpg" height="213" width="320" /></a></span><span style="font-size: small;">A közösségi jelleg jegyében a lakónegyed olyan közös használatú területekkel rendelkezik, mint konyha, nappali, mosókonyha, vendégváró szoba, illetve multifunkcionális terem, amely elsősorban workshopok lebonyolítására alkalmas. </span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">Amitől pedig igazán izgalmas lesz a projekt, az a modell gazdasági alapjait megadó különleges bérleti rendszer. Az elmúlt évtizedben még az Egyesült Királyságban is úri mulatsággá vált a lakásvásárlás. Erre válaszul találtak ki a LILAC-lakók az MHOS-t (Mutual Home Ownership Society), ami magyarul Közöstulajdonú Lakásszövetkezet jelent és valójában egy sajáttőke-hányadon alapuló bérleti rendsze</span><span style="font-size: small;">r. Az MHOS biztosítja, hogy a lakások árai tartósan megfizethetőek maradjanak és ne kövessék a lakáspiaci árak ingadozásait. </span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBoZgIrva5O3D8EBpqhBW8r4RMay3l-yyKlyLg18zfQ7_BUbUOAa9fUUZUjWm_T233nWEfQBPtP1Nps4P4yE2xnRjukBOJ3zpO8NuqMkiesFORbEkAE0dKlCH7TFqgyqP5iUFcJeSGJQ/s1600/lilac07.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBoZgIrva5O3D8EBpqhBW8r4RMay3l-yyKlyLg18zfQ7_BUbUOAa9fUUZUjWm_T233nWEfQBPtP1Nps4P4yE2xnRjukBOJ3zpO8NuqMkiesFORbEkAE0dKlCH7TFqgyqP5iUFcJeSGJQ/s1600/lilac07.jpg" height="213" width="320" /></a>A lakásokat nem a lakók birtokolják egyénileg, hanem azok MHOS- tulajdonát képzik, ami valójában egy szövetkezet., amit a lakók irányítanak. Működését a lakók havi befizetéseiből finanszírozzák, ami minden háztartás esetében nettó jövedelmének 35%-át jelenti. Minden lakó rendelkezik bérletjoggal, amely segítségével a LILAC egy adott házára vagy lakására igényt tarthat. A kezdeti beruházás költsége (telek költség, építési költség) az MHOS-é, amit törzsrészvényekre osztottak (£1,000 névértékkel). Az egyes lakók részvényeinek száma attól függ, hogy mennyit engedhetnek meg maguknak, illetve, amennyi otthonuk építési költsége volt. Amennyiben egy lakó jövedelme növekszik, több részvény birtokosa lehet. Ha a jövedelme valami miatt visszaesik, ahelyett, hogy elveszítené a lakását, a részvényeikből adhat el a potenciálisan fellépő vevőknek. Ha munkanélkülivé válik, akkor részvényét egyszerű bérleti jogra válthatja. Annak érdekében, hogy a modell fenntartható legyen, a törzsrészvényesi részesedés nem térhet el az adott lakás építési költségétől 10%-nál nagyobb mértékben. Abban az esetben, ha egy lakó kiköltözne LILAC-i otthonából még azelőtt, hogy három évet élt volna ott, a részvényeit csak azok eredeti értékén adhatja el, míg ha három évnél több ideig élt a lakásban, akkor a lakóterület átlagos jövedelmének változásával arányos áron értékesítheti. </span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">A lakók igényeik és jövedelmük változásával (például egy fiatal házaspár gyermekvállalás esetén) költözhetnek egyik lakásból a másikba, mindaddig, amíg az összes részvényt képesek finanszírozni a lakók. Még több infóért <a href="http://www.lilac.coop/about-lilac/faqs.html" target="_blank">klikk</a>, illetve a <a href="https://www.youtube.com/watch?v=WUpRHUDcqLI" target="_blank">TED</a>-es video sem maradhat el!</span></span></div>
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<span style="font-family: inherit;"><span style="font-size: small;">Mivel a projekt még kezdeti fázisban van, ezért a modell sikeréről egyenlőre még nem tudok beszámolni, minden esetre egy érdekes kezdeményezés, aminek </span><span style="font-size: small;">magyar viszonylatba ültetéséről érdemes lehet elgondolkodni, persze csak egy közösség részeként, közösen. </span></span></div>
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<br />Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-79714998147458681932014-05-08T13:00:00.003+02:002014-05-13T18:23:25.219+02:00Fiktív lakók fiktív közösségi lakhelyeken egy kutatási projektben, ami nem csak fikció!<div class="separator" style="clear: both; text-align: left;">
<span style="color: #990000;"><b>Avagy egy érdekes kísérlet azoknak, akiket érdekel a co-housing és a participatív tervezés. </b></span></div>
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A BME Lakóépülettervezési Tanszéke Holcim Hungária Otthon Alapítvánnyal és a
Városkutatás Kft-vel közösen egy 1 éves kutatást indít, melynek fókuszában egy lehetséges csoportházas közösségi lakóhely (<a href="http://www.cohousing.org/what_is_cohousing" rel="nofollow" target="_blank">co-housing</a>) létrehozása áll. </div>
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A kutatás lényegében egy co-housing létrehozásának folyamatát kívánja lemodellezni (lakók összegyűjtése, közös tervezés stb.)<span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;"> mindezt a zöld mezős városi agglomerációban</span></span>, <span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">kompakt építészeti megoldásokkal és kooperáción alapuló közösségi lakhatási formákkal történő benépesítéssel, </span></span>alternatívát kínálva <span style="background-color: transparent; color: black; font-style: normal; font-variant: normal; font-weight: normal; text-decoration: none; vertical-align: baseline; white-space: pre-wrap;"><span style="font-family: inherit;">az extenzív területfelhasználáson alapuló családi házas beépítési móddal szemben. </span></span>A projekthez lelkes fiktív lakókat keresnek, akarom mondani önkénteseket, akik többek között a fiktív helyszín keresésben, a fiktív közösségi szabályok
meghatározásában, a csoportház
építészeti kialakításának közös tervezésében és havonta egy fiktív lakóközösségi találkozón kell részt vennie. Akinek felkeltette az érdeklődését a téma, azok még többet olvashatnak <a href="http://kozossegbenelni.blogspot.hu/2014/04/csoporthazas-kozossegi-lakohely.html" target="_blank">itt</a> és <a href="http://kozossegbenelni.blogspot.hu/" target="_blank">itt</a>. Akik pedig már most tudják, hogy fiktív lakóvá szeretnének előlépni és nem szeretnék, ha a kutatás fikció maradna, azoknak klikk i<a href="https://docs.google.com/forms/d/1C1AOLHKw9cplU7c4sHp6SFIlOR-5RnI061RyQiQUQj0/viewform" target="_blank">de</a>. </div>
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Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-3483473886254036002014-04-22T21:51:00.000+02:002014-05-13T18:24:53.997+02:00Közlekedési minták Budapest belvárosában<b><span style="color: #990000;">Avagy a városi fenntarthatóság az épületenergetikán túl</span></b><br />
<b><span style="color: #990000;"> </span></b>Kaphatunk-e élhetőbb, netalán kisebb energiafelhasználású városrészeket kiegyensúlyozott városi térszerkezet
létrehozásával – vegyes területhasználattal és az ezzel összehangolt
közlekedési rendszer kialakításával?<br />
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A
fenntarthatóság környezeti aspektusának egyik lényeges eleme az
energiahasználat, a városok pedig természetüknél fogva az
energiafogyasztás gyújtópontjai. A város morfológiája jelentős hatással
van mind az épületekben felhasznált, mind a közlekedési
energiahasználatra. A közlekedési energia figyelembevétele több
szempontból is nélkülözhetetlen egy-egy városrész energiahasználatának
vizsgálatakor. Egyrészt azért, mert a városi energiahasználatnak
jelenleg is jelentős részét adja-, körülbelül 20-50%-a annak. Budapest
esetében ez az arányszám 21%-ot jelent (SEAP, 2009), de ez a település mérete, a
városforma, a város beépítési sűrűség függvényében változhat. Ráadásul a
jelenlegi trendek szerint<a href="http://epp.eurostat.ec.europa.eu/cache/ITY_OFFPUB/KS-PC-08-001/EN/KS-PC-08-001-EN.PDF"> a közlekedésre fordított energiafelhasználás növekszik a legnagyobb mértékben</a> a városi energiahasználat elemei
közül. Magyarország közlekedési energiahasználata 2005-ről 2006-ra
11%-kal nőtt, miközben az építőipari szektor energiafelhasználása nem
változott, a szolgáltatások és ipar energiafelhasználása pedig 6%-kal
csökkent.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqOPx17JKYkbHsBLZrVHh39B_KVidvVqDpSDyY7FSVr3elYaZm8wI3CpWU9FbeUA3uJsTC8CfV-Ndc2zMkFpZQUrerbWTg9Wctwdywrt1dqmDY5LqY-ABrFaxJd0ro1GLQiDJMZKplQg/s1600/k%25C3%25B6rcikk.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqOPx17JKYkbHsBLZrVHh39B_KVidvVqDpSDyY7FSVr3elYaZm8wI3CpWU9FbeUA3uJsTC8CfV-Ndc2zMkFpZQUrerbWTg9Wctwdywrt1dqmDY5LqY-ABrFaxJd0ro1GLQiDJMZKplQg/s1600/k%25C3%25B6rcikk.jpg" height="177" width="400" /></a></div>
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<tr><td class="tr-caption" style="text-align: center;"><span class="TextRun SCX87959604" style="color: windowtext; font-family: Calibri,Sans-Serif; font-size: 9pt; font-weight: bold; line-height: 16px;"><span class="NormalTextRun SCX87959604" style="background-color: inherit;">A városi energiahasználat összetétele (<span style="color: windowtext;">Adatf</span>orrás: <a href="http://www.rrojasdatabank.info/statewc08093.4.pdf" target="_blank"> Világ, Európa</a>, <a href="http://www.terport.hu/webfm_send/247" target="_blank">Magyarország</a>, <a href="http://www.google.hu/url?sa=t&rct=j&q=&esrc=s&source=web&cd=1&ved=0CDEQFjAA&url=http%3A%2F%2Fbudapest.hu%2FDocuments%2F20111118_energia_akcioterv_SEAP.docx&ei=rMZWU6X7OMGZtAa7roG4BA&usg=AFQjCNG2CWVeRZRxIf6Yk6YfQCxcjKL3-g&sig2=iT1JSf4zWldMSb8xmnOqUw&bvm=bv.65177938,d.Yms" target="_blank">Budapest</a>) </span></span></td></tr>
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<span style="font-family: inherit;">A város térbeli eloszlásának és a közlekedés energiahatékonyságának
kapcsolatát már több összefüggésben vizsgálták. Newman és Kenworthy a
városi sűrűség és közlekedési energiafelhasználás közötti kapcsolatokat,
Bertaud és Malpezzi (2003) pedig a város térbeli elterülése és a
közlekedési eszközök energiahatékonysága között összefüggéseket tárta
fel. Az előbbi vizsgálatot ért legnagyobb kritika az, hogy a különböző
tevékenységek és háztartások térbeli eloszlását, vagyis az
otthon-munka-hely-szolgáltatások relatív elhelyezkedését figyelmen kívül
hagyta, annak ellenére, hogy ezek a tényezők mind hatással vannak az
utak hosszára. Vagyis az utak hossza és ez által a város beépítési
sűrűségének vizsgálata önmagában nem alkalmas a közlekedési energia
fogyasztásának leírására. A városforma a különböző gazdasági funkciók és
társadalmi kapcsolatok térbeli eloszlása is alapvetően befolyásolja a
közlekedési energia nagyságát és összetételét, hiszen a mindennapok
közlekedési igényeit meghatározó, domináns területhasználatot a
lakófunkció és a gazdasági funkció (munkahelyi és kereskedelmi funkciójú
területek együttese) testesíti meg. </span><br />
<br />
<span style="font-family: inherit;">A kutatás keretében Budapest három belvárosi tömbjében kérdőíves felmérést végeztem. A vizsgált területek: </span><br />
<span style="font-family: inherit;">- VI. kerület, a Belső-Terézváros tömbje: Nagymező-Ó-Zichy Jenő-Jókai utcák által határolt tömb, a későbbiekben BT6-tömb </span><br />
<span style="font-family: inherit;">-
VIII. kerület, a Belső Józsefváros tömbje: Baross-Szentkirályi-Krúdy
Gyula-Mária utcák által határolt tömb, a későbbiekben BJ8-tömb </span><br />
<span style="font-family: inherit;">jellemző karaktere: a civil szervezetek, oktatási és kulturális intézmények magas száma </span><br />
<span style="font-family: inherit;">- IX. kerület, a Belső-Ferencváros tömbje: a Lónyay-Mátyás-Ráday-Erkel utcák által határolt tömb, a későbbiekben BF9-tömb. </span><br />
<br />
<span class="WACImageContainer BlobObject SCX27350825" contenteditable="false" style="height: 273px; width: 206px;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiubfClCIIvhpWceNiQ_03y9NDTJaqL6ZydHWI3FB-VrBl9eBilYWLKXPD33Jm9dBjaaK_ZmWNNyyR9TdyxzyR59IqVgewIxb4f5pDwX1cA0Mr04b59F4g7nwrn5Jc8cAL51rRyfXINzA/s1600/01.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiubfClCIIvhpWceNiQ_03y9NDTJaqL6ZydHWI3FB-VrBl9eBilYWLKXPD33Jm9dBjaaK_ZmWNNyyR9TdyxzyR59IqVgewIxb4f5pDwX1cA0Mr04b59F4g7nwrn5Jc8cAL51rRyfXINzA/s1600/01.jpg" height="240" width="320" /></a><span style="font-family: inherit;">A felmérés során többek között a következő információkat gyűjtöttem: a
munkahelyre/oktatási intézménybe- különböző szolgáltatásokhoz
(élelmiszer bolt, kulturális kikapcsolódás, sport tevékenység stb.) és
zöldfelületekhez való eljutás módja (gyalog, kerékpárral, valamilyen
tömegközlekedési eszközzel vagy személygépkocsival), gyakorisága, iránya
(melyik kerület), hossza, időtartama. Ezen túlmenően az egyéni és
közösségi közlekedési módokkal, csakúgy mint a különböző
szolgáltatásokkal való elégedettségre is irányultak kérdések. </span></span><br />
<br />
<span style="font-family: inherit;">A vizsgálat során tehát feltérképeztem,hogy milyen távolságba
történik a munkahelyre/oktatási intézménybe, illetve a szolgáltatás
igénybevételének helyére történő utazás, vagyis a mindennapok
közlekedési igényeit meghatározó, domináns területhasználati mozgás-a
lakófunkció és a gazdasági funkció (munkahelyi és kereskedelmi funkciójú
területek együttese) között. Mindkét esetben igen kedvező a kép, hiszen
a megkérdezett lakók utazásaik 50-70%-át a lakókörnyezetben végzik. A
megkérdezett egyéb tevékenységek (szolgáltatások igénybevétele,
zöldfelület/közterület használat, szociális kapcsolatépítés) nagy része,
minden tömb esetében, a lakóhely 500m-es sugarában zajlik, illetve a
lakók 45,6%-a (BT6), 58,0% (BJ8), 49,3%-a (BF9), 500m-en belül jár
dolgozni, azaz gyalogos távolságon belül. Mivel a vizsgált tevékenységek
közül egyértelműen a munkahelyre való eljutás jelenti a leggyakoribb
tevékenységet, a munkahelyek eloszlása kulcskérdés az energetikai
vizsgálatoknál. </span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3aMZljZftvNjyOEdw8c6yqcUpjDMfxVtOI_mCWj5GpMSjby4AsNEXSSMlXv9Eo4N0TZV3o_juGKT_6u_F04a6TgcDBq4JwFOwC-9aZ5oBvUpHyJXsJhtGpzZ_udgCbU5XWQwDazRKNw/s1600/02.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj3aMZljZftvNjyOEdw8c6yqcUpjDMfxVtOI_mCWj5GpMSjby4AsNEXSSMlXv9Eo4N0TZV3o_juGKT_6u_F04a6TgcDBq4JwFOwC-9aZ5oBvUpHyJXsJhtGpzZ_udgCbU5XWQwDazRKNw/s1600/02.jpg" height="200" width="150" /></a><span style="font-family: inherit;">A felmérés során az is kiderült, hogy a
megkérdezett lakók a tömegközlekedési mennyiségi tényezőivel (pl.
járatsűrűség, utak lefedettsége stb.) elégedettebbek, mint a minőségi
aspektusokkal (közlekedési járművek állapota, gyalogos és biciklis utak
állapota, biztonságérzet stb.) Emellett a vizsgálattal az is
nyilvánvalóvá vált, hogy a felmérésben részt vettek esetében a
személygépkocsi használat a munkahelyre/oktatási intézménybe való
eljutás során nem tekinthető jelentősnek, akárcsak a kerékpáros
közlekedés. Ennek azonban a jó városi pozíción túl, anyagi okai is
vannak, valamint a munkahely és lakhely távolságának növekedésével a
lakók gépkocsi használati hajlandósága is megnő. </span><br />
<br />
<span style="font-family: inherit;">A
kérdőíves felmérés adatainak segítségével a vizsgált tömbök
közlekedési-energiafelhasználásának összetétele is meghatározhatóvá
vált. A tömegközlekedésre fordított, illetve a személygépkocsi
használatból fakadó havi közlekedési energiája a három tömb esetében rendre a
következő: BT6 16,03 kWh illetve 58,4 kWh, BJ8 6,82 kWh illetve
113,4 kW/hó, BF9 9,79 kWh és 135,3 kWh háztartásonként. </span><br />
<br />
<span style="font-family: inherit;">Az
eredményekből jól látható, hogy a három vizsgálati tömb közlekedési
energia felhasználása alacsony és a személygépkocsi használat jelentős
hányadát teszi ki- annak ellenére, hogy a munkahely-lakhely távolság a
megkérdezettek körülbelül 70%-a esetében kevesebb mint 2500 m.
Ugyanakkor a munkahelyre/oktatási intézménybe való eljutás a
leggyakoribb a havi tevékenységek körében. Az összefüggés tehát a
következő: a munkahely-és lakhely egymáshoz képesti helyzete és relatív
távolsága alapvetően befolyásolja a közlekedési energiafelhasználást.
Tehát a történeti tömbök jó városi pozíciójuk révén kedvező lehetőséget
teremtenek a lakók számára, hiszen a közelben tudnak dolgozni és
szolgáltatásokat igénybe venni. Ennek köszönhetően kevesebben ülnek
kocsiba. A vegyes területhasználat korszerű keretei megvannak
(elsősorban mennyiségi tényezők), ugyanakkor a szolgáltatások,
zöldfelületek minőségén még bőven van mit javítani. A képet ugyanakkor
finomítani kell a társadalmi helyzettel is. Hiszen, aki nem rendelkezik
elég magas jövedelemmel, hogy egy személygépkocsit
megvegyen/fenntartson, annak lehetősége sincs személygépjárművel utazni
minden nap, függetlenül attól, hogy milyen távolságba kell utaznia. </span><br />
<br />
<span style="font-family: inherit;">A
történeti városrészek kompaktságuknak és meglévő differenciált
területhasználatuknak köszönhetően nem pusztán épületállományukban,
hanem városszerkezeti struktúrájában is energetikai potenciált
hordoznak. Hiszen a „kis távolságok városa” elvre alapozva minél kisebb a
lakhe-lyek-munkahelyek-szolgáltatások-zöldfelületek egymáshoz képesti
távolsága annál kevesebb energiát fordítanak a lakók közlekedésre.
Ráadásul ennek társadalmi előnye is van, hiszen minél kevesebb időt
fordítanak a lakosok utazásra, annál több időt spórolnak meg és
fordítanak családjukra, szabadidős tevékenységekre. </span><br />
<br />
<span style="font-family: inherit;">A cikk a Metszet folyóirat 2014/02-es számában jelent meg.</span><br />
<br />
<br />Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com2tag:blogger.com,1999:blog-6162350768198515980.post-54015885049474374252014-04-02T21:15:00.001+02:002014-04-02T21:21:17.931+02:00ÖKO-CITY <span style="color: #660000;"><b>Avagy jövőnk kötelezettségei, a jelen lehetőségei városi és épület léptékben</b></span><br />
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Sok-sok előadás, interaktív bemutatók, alkalmazástechnikai megoldások várják a <a href="http://www.construma.hu/index.php?">Construmára</a> látogatókat április 2- 6. között az Öko-city standjánál. A fókuszban a fenntarthatóság áll majd: lesz szó a városenergetikai vizsgálatoktól kezdve, a hely specifikus
tervezésen keresztül, az épületszimulációkon át a klímavédelmi
stratégiákig mindenről. Részletes program <a href="http://www.energiabarat.hu/oko-city-programok/394/oko-city-programok?npage=1">itt</a> található.<br />
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" 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" 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Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-78498847483206640332014-03-01T12:14:00.002+01:002014-03-01T12:22:27.730+01:00Gábor Dénes-díj átadási ünnepség 2013. december 19.<div class="separator" style="clear: both; text-align: center;">
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A <a href="http://www.novofer.hu/alapitvany/tartalom/menu/1" style="font-weight: bold;">Novofer Alapítvány</a>
által 1989-ben létrehozott díj a műszaki-szellemi alkotások, a mérnöki
munka, a technológiai fejlesztés terén nyújtott kiemelkedő
teljesítményeket ismeri el évente.<span style="font-family: inherit;"> <span style="background-color: white; line-height: 16px;"><span style="font-family: inherit;">Az alapítvány a szakmai elismeréssel kívánja kifejezni, hogy a társadalmi fejlődés csak magas szinten képzett alkotó emberek közreműködésével biztosítható, ezért társadalmi érdek a kutató, fejlesztő, feltaláló, oktató szakemberek kiemelkedő teljesítményének elismerése és sikereik példaként állítása. </span></span></span></div>
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<span style="font-family: inherit;">A díj névadója Gábor Dénes, t<span style="background-color: white; line-height: 16px; text-align: justify;">ermészettudós, villamosmérnök, Nobel-díjas feltaláló. </span><span style="background-color: white; line-height: 16px; text-align: justify;">A második világháborút követő években kezd az elektronmikroszkópiával és általában a szabad elektronok külső térbeli mozgatásával foglalkozni. Kutatásai során érinti az elektron- és ionfizikát, optikát, információelméletet és mind eközben még a holográfiát is van ideje</span><span style="background-color: white; line-height: 16px; text-align: justify;"> </span><span style="background-color: white; line-height: 16px; text-align: justify;">felfedezi, melyért nem mellékesen 1971-ben Nobel-díjat kap. </span><span style="background-color: white; line-height: 16px; text-align: justify;">A holográfia felhasználásában rejlő lehetőség, elsősorban abból fakad, hogy a hologramban tárolt információsűrűség nagyságrendekkel meghaladja a hagyományos számítógép-memóriákban tárolható információ sűrűségét, ráadásul az információ is sokkal gyorsabban előhí</span><span style="background-color: white; line-height: 16px; text-align: justify;">vható.</span></span></div>
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2013-ban a következő kutatók részesültek elismerésben:</div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPfuXe_kQeO36EeETW6YS_dwI7wRcUSg7t8mRRer1ZOnck0f_uQOy8_EPDrE8buqVTeC9e9hSLWg673FJUgult1BCMjsxalKew9i8XiJJcIzShyphenhyphen9oZjPUQ-gRBbUoOQpPZ15jR7LOdLQ/s1600/image1389094710.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPfuXe_kQeO36EeETW6YS_dwI7wRcUSg7t8mRRer1ZOnck0f_uQOy8_EPDrE8buqVTeC9e9hSLWg673FJUgult1BCMjsxalKew9i8XiJJcIzShyphenhyphen9oZjPUQ-gRBbUoOQpPZ15jR7LOdLQ/s1600/image1389094710.jpg" height="265" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Gábor Dénes-díj 2013-as díjazottjai</td></tr>
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<span style="font-family: inherit;"><strong>Gyenge Csaba</strong>: gépészmérnök, a Kolozsvári Műszaki Egyetem emeritusz professzora. Gépipari technológiák optimalizálásáért és fejlesztéséért, a felsőoktatásban és a doktoranduszképzésben vállalt több évtizedes tevékenységéért vehette át a Gábor Dénes Életműdíjat.</span></div>
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<span style="font-family: inherit;"><strong>Szabó Ervin József</strong>: gépészmérnök, a Szent István Egyetem címzetes egyetemi docense, mezőgazdasági gépek fejlesztése terén nyújtott, több mint fél évszázados sikeres alkotó és oktató tevékenységéért szintén Gábor Dénes Életműdíjat kapott.</span></div>
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<span style="font-family: inherit;"><strong>Madarász László</strong>: villamosmérnök, a Kassai Műszaki Egyetem professzora és az egyetem magyarországi kapcsolatainak koordinátora, bonyolult, hierarchikus felépítésű rendszerek irányítási módszereinek vizsgálata, modellezése, diagnosztizálása és tervezése során elért eredményeiért vehette át a Gábor Dénes-díjat.</span></div>
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<span style="font-family: inherit;"><strong>Csernátony Zoltán</strong>: orvos, a Debreceni Egyetem docense, az Ortopédiai Klinika igazgatója a több évtizedes, kiemelkedő színvonalú kutatás és orvosi eszközfejlesztési tevékenységéért, a tudományos-szakmai közéletben vállalt szerepéért kapta az elismerést.</span></div>
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<span style="font-family: inherit;"><strong>Dinnyés András</strong>: állatorvos, a Szent István Egyetem tanárának a testi sejtek genetikai újraprogramozásában elért tudományos munkásságáért, a betegspecifikus őssejtek, szívizomsejtek és idegsejtek előállítási technológiájának kidolgozásában nyújtott közreműködéséért és Magyarország egyetlen sejtmagátültetéses klónozó csoportjának megszervezéséért díjazták.</span></div>
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<span style="font-family: inherit;"><strong>Gyimóthy Tibor</strong>: informatikus, a Szegedi Tudományegyetem tanszékvezető egyetemi tanárát egyebek mellett a szoftverkarbantartás területén a minőségi mutatókon alapuló szoftverelemzési módszer kidolgozásáért, a gyakorlatban alkalmazható dinamikus programszeletelési algoritmus fejlesztéséért tüntették ki az elismeréssel.</span></div>
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<span style="font-family: inherit;"><strong>Pavelka Tibor</strong>: fizikus, a Semilab Zrt. vezérigazgatója többek között a félvezető- és napelemiparban alkalmazott anyagvizsgáló és folyamatellenőrző berendezések fejlesztésében nyújtott közreműködésért, az ágazat új technológiáinak magyarországi meghonosításáért és sikeres vezetői tevékenységéért kapott díjat.</span></div>
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<span style="font-family: inherit;"><strong>Tóth Miklós</strong>: akadémikus, biológia-kémia szakos középiskolai tanár, az MTA ATK Növényvédelmi Intézet kutató professzorának az új, szelektív növényvédelmi irányzatok kidolgozásában, a kémiai ökológia kutatásában elért eredményeiért és az MTA ATK Növényvédelmi Intézet feromon-csapdacsaládjának kialakításában vállalt alkotó közreműködéséért.</span></div>
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<span style="font-family: inherit;"><strong>Mátyus Péter</strong>: vegyészmérnök, a Semmelweis Egyetem tanárának kimagaslóan innovatív gyógyszerkutatási tevékenységét, a Parkinson betegség gyógyszeres kezelése szempontjából ígéretes molekulacsoport kifejlesztésében tanúsított alkotó közreműködését díjazták az elismeréssel.</span></div>
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<span style="font-family: inherit;"><strong>Erol Gelenbe:</strong> egyetemi tanár, az Imperial College London professzora, az MTA tiszteleti tagja In Memoriam Gábor Dénes elismerést kapott. Nemzetközileg is meghatározó szerepet tölt be a számítástudományi algoritmusok és a számítógépes, távközlő hálózatok modellezése, illetve analízise területén.</span></div>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiozkA4lNhoYBaG5FbZs87derwM4mjzckJzDk-j51WkYC5dj04geEPCed4-6_Asdxb7yJPwRHJoEwBXlYnlYY9ernwC3-Uc5DVbZIZw0Ls9WT2e5gs74OqQn8LWvMHrd6X5INImnjI2bA/s1600/013_6465.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiozkA4lNhoYBaG5FbZs87derwM4mjzckJzDk-j51WkYC5dj04geEPCed4-6_Asdxb7yJPwRHJoEwBXlYnlYY9ernwC3-Uc5DVbZIZw0Ls9WT2e5gs74OqQn8LWvMHrd6X5INImnjI2bA/s1600/013_6465.jpg" height="212" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Köszönetnyilvánítás a Parlamentben</td></tr>
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<span style="font-family: inherit;">És hogy egy-kis öndicséret is helyet kapjon a blogon, <span style="background-color: white; line-height: 21px;"> </span><span style="background-color: white; line-height: 21px;">Sűrűn beépített történeti városrészek fenntarthatósága című Tudományos Diákköri (TDK) dolgozatomért én is helyet kaptam a rangos névsorban és a Gábor Dénes Tudományos Diákköri ösztöndíjban részesültem. Ami a hatalmas megtiszteltetésen túl külön öröm, hogy díjazottak csokrában képviselhettem a gyengébbik nemet és az építészet ismét bekerült a díjazott szakterületek közé. Ugyanis</span></span><span style="background-color: white; line-height: 16px; text-align: justify;"> az átadó ünnepségeken elég ritka madár az építész. 2011-ben Losonczi Áronnak elsőként sikerült kiérdemelni a díjat, mint építészmérnök, a <a href="http://www.litracon.hu/">fényáteresztő beton</a> f<span style="font-family: inherit;">eltalálásáért és </span></span><span style="background-color: white; line-height: 16px;"><span style="font-family: inherit;">továbbfejlesztése során végzett alkotó tevékenységéért.</span></span><br />
Remélem 2014-ben több női kutató és még több építészmérnök képviseli majd a szakmáját a díjátadón!<br />
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Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-31104879014340448982013-11-27T17:29:00.002+01:002013-11-27T17:29:39.675+01:00NKP-Kutatók éjszakája<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZMevkuyFXOZAhwZluEat7HtOY0grO3AbpaGp6mQzLSXnq6Ot4d98WpWF_Pa7Z4gpChhV7OHuF2pDpGluYnSm3ojtEOexJLm3-zp-sTRTM6CW-YiFOimvBoUyyoiEtEXm38XFfoPSLVw/s1600/IMG_1887_Kerekasztal.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="225" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZMevkuyFXOZAhwZluEat7HtOY0grO3AbpaGp6mQzLSXnq6Ot4d98WpWF_Pa7Z4gpChhV7OHuF2pDpGluYnSm3ojtEOexJLm3-zp-sTRTM6CW-YiFOimvBoUyyoiEtEXm38XFfoPSLVw/s400/IMG_1887_Kerekasztal.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Merza Katalin, Lagzi István László, Gelybó Györgyi és Tóth Réka</td></tr>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLJo_K_spfWBpvNYPZuNJz-25QxIymD1BmzxfJHarYKwjV3HARG1rZy5sCeEzT4V7r7JLoAWgmAAbq_RoPWsHTeuk5mFaY3AVeOf1y2Ext2kMh5YI5Pk04gFZn5TBb0P3bBTMaZ8Zy5w/s1600/IMG_1839_Reka(2).jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLJo_K_spfWBpvNYPZuNJz-25QxIymD1BmzxfJHarYKwjV3HARG1rZy5sCeEzT4V7r7JLoAWgmAAbq_RoPWsHTeuk5mFaY3AVeOf1y2Ext2kMh5YI5Pk04gFZn5TBb0P3bBTMaZ8Zy5w/s320/IMG_1839_Reka(2).jpg" width="213" /></a><span style="font-size: small;"><span style="font-family: inherit;"><span>A Nemzeti Kiválósági Program a Tempus Közalapítvánnyal
együttműködve is szervezett programot a Kutatók éjszakájára. A menetrend
szerint három blokkban kaptak lehetőséget a bemutatkozásra a
támogatottak. Az első blokkban Tudomány kicsiknek és nagyoknak címmel több
előadás hangzott el. Különösen népszerű volt Kiss Balázs "Tűzhányók
kitörésben – Robban vagy ömlik?" játékos vulkánkísérlete. Ezt követte
a kerekasztalbeszélgetés, melyben háromfiatal ösztöndíjas kutató és
jómagam beszélgettünk.<br />
Annak ellenére, hogy a résztvevők kutatási területe jelentősen eltért
egymástól, meglepően hasonlóan vélekedtünk a "kutatói" pálya
szépségéről és nehezségeiről. Merza Katalin (DE) gyermekkorban bántalmazott és
nem bántalmazott borderline személyiségzavarban szenvedő páciensek
tünetprofiljának felmérésével és összehasonlításával foglalkozik, Gelybó
Györgyi (ELTE)<br />
a mezőgazdasági területek proaktivitásán, míg Dr. Lagzi István László (BME) a
nanotudományok világát kutatja.</span></span></span></div>
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<span style="font-size: small;"><span style="font-family: inherit;"><span>A „Tudomány nagyobbaknak” című záróblokkban két
előadást hallhattak az érdeklődők: Dr. Szűts Zoltán (KJF) az internet és a
bölcsészet, valamint a tudományok összefüggéseiről, Dr. Kertész Szabolcs (SZTE)
pedig a víztisztítás technológiájáról és a tiszta víz értékeiről tartott
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<![endif]-->Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-10645714079084641352013-11-02T10:05:00.000+01:002013-11-02T10:05:08.620+01:00Bátorság kontra meggondolatlanság<b><span style="color: #990000;">Mérleg három vizsgálati tömb lakossági felmérése után.</span></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGWmIRV4kfycapWm4nr-CX_f0PwsXvZOSv1UrQakLe9oE0BQqyTmaQoBII3ZtZuYOF9fCvIG7FckNOxwy0lcTG8u7yrbX0gpc28E22Zq-NcyjbQTJY5y-_VHxB4NVwGNvx3rGzN6xZVw/s1600/16595509_e816cb7fd099ed0341ea6e162d0ed588_m.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="224" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgGWmIRV4kfycapWm4nr-CX_f0PwsXvZOSv1UrQakLe9oE0BQqyTmaQoBII3ZtZuYOF9fCvIG7FckNOxwy0lcTG8u7yrbX0gpc28E22Zq-NcyjbQTJY5y-_VHxB4NVwGNvx3rGzN6xZVw/s320/16595509_e816cb7fd099ed0341ea6e162d0ed588_m.jpg" width="320" /></a></div>
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És akkor következzen az elmúlt hetek egyenlege:<br />
<ul>
<li> 187 db kérdőív</li>
<li>1001 mély levegővétel minden egyes kopogtatás előtt </li>
<li>kutya elől futás a körfolyosón</li>
<li>bentragadás a lezárt körfolyosón,majd átmászás a biztonsági rácson</li>
<li>1 db ajándék könyv a Prima Primissima díjas Vathy Zsuzsannától (ezúton is köszönet érte)</li>
<li>15ször egy pohár vízzel kínálás (+1db ajándék alma)</li>
<li>2db randira hívás (mindkét esetben visszautasítva)</li>
<li>rengeteg szabadkozás a kupi miatt</li>
<li>minimum 10 óra bejárati ajtó előtt ácsorgás-csengetés-kérés-kagylólecsapás</li>
<li>temérdek visszautasítás</li>
<li>de a temérdeknél több kedves szó</li>
</ul>
Azt hiszem, egyetlen percre se gondoltam, hogy kérdőíves felmérést
készíteni egyszerű lesz. De egészen biztosan nem mértem fel, hogy
ennyire nem lesz az. Az első napok sokkolóan hatottak, minden sokkal
lassabban, körülményesebben indult, mint vártam. Az igazat megvallva nem tudom még most sem mi a jól bevált recept, ha az ember "házalásra" adja a fejét. Egyetlen egy dolognak azonban biztosan szerepelnie kell az összetevők között, amiből tízszer annyi kell mint bátorságból és meggondolatlanságból összesen. Ez pedig nem más, mint az empátia. Akárhonnan is nézem 187 család, pár, magányos lakó bizalmat szavazott és betekintést engedett az életébe, ami a TÁRKI 2009-es <a href="http://www.tarki.hu/hu/research/gazdkult/osszefoglalo_kepviselok_091026.pdf"><i>Bizalomhiány, normazavarok, igazságtalanságérzet és paternalizmus a magyar társadalom értékszerkezetében</i></a> című kutatását olvasva, különösen szívderítő eredmény. Ennek tükrében még egyszer szeretném megköszönni mindenkinek, aki válaszaival segítette a kutatást! Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-84964502776084847352013-09-23T19:37:00.001+02:002013-09-23T21:03:36.452+02:00Kutatók éjszakája 2013<b>Bódító kíváncsiságot és részegítő tudományt mindenkinek!</b><br />
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Idén újra lehetőséget kap a nagyközönség, hogy bepillantást nyerjen a kutatók munkájába. Pénteken ugyanis ismét nyitva állnak majd a kutatók és kutatóintézetek kapui. A <a href="http://www.kutatokejszakaja.hu/2013/programok/">programkínálat</a> igen széles és ráadásul nemcsak Budapesten lesz lehetőség kíváncsiskodni. Érdemes odafigyelni, hogy a programok egy része regisztrációköteles, amit csütörtök 2 óráig van lehetőség megtenni.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp9WYIjO2KIUwDd7z_wCNmBIe5OFw6cYrPj0w0QWD5CWJih0A8twLmT-bALHsZ5SImAZ7VitoV5RFbGo8jbentY0LcySVCgE6MMWYfmfReVJlrJ7wi8EEwoQ-NPDt23hHv4XGCm09mXQ/s1600/kutatok_ejszakaja_2013-0.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="110" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp9WYIjO2KIUwDd7z_wCNmBIe5OFw6cYrPj0w0QWD5CWJih0A8twLmT-bALHsZ5SImAZ7VitoV5RFbGo8jbentY0LcySVCgE6MMWYfmfReVJlrJ7wi8EEwoQ-NPDt23hHv4XGCm09mXQ/s400/kutatok_ejszakaja_2013-0.jpg" width="400" /></a></div>
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Aki zenei műveltségét szeretné tudományos alapokra helyezni, annak az A38 hajón lesz erre bőven lehetősége, akit az emberi agy tekervényeinek működése érdekel, azt vá<span style="font-size: small;">rja a <span class="bg_title3">Budapest - Országos Klinikai Idegtudományi Intézet, aki pedig az égbe meredve keresné csillagok titkait, azt a Bajai Csillagvizsgáló várja egy Naprendszer-túrával. De természetesen minden szentnek maga felé hajlik a keze, úgyhogy két programot különösen ajánlok. Az egyik az <a href="http://www.kutatokejszakaja.hu/2013/esemenynaptar/esemeny.php?id=1898&menu_id=4">Odoo</a>, amely a BME udvarán található napenergiával működő ház. A hallgatói projekt, melynek keretében 2012-ben megvalósult a ház én is tagja voltam. A másik pedig a központi program rendezvény kerekasztal beszélgetése a Dürer-kertben, melyen személyesen is részt veszek. A program 20.30-kor indul, úgyhogy munka után még mindenki odaérhet:)!</span></span><br />
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<span style="font-size: small;"><span class="bg_title3">Segítségképpen íme egy </span></span><a href="http://www.kutatokejszakaja.hu/2013/esemenynaptar/terkep.php">térkép</a>, ami mindenki használhat a péntek délutáni/esti program tökéletesítéséhez!<br />
<h2>
<span style="font-size: small;"><span style="font-weight: normal;">Egy klasszikus Albert Eisten idézet átalakításával, pedig üzenem: jöjjön mindenki, aki azt érzi, hogy nem különösebben tehetséges, csak éppen szenvedélyesen kíváncsi!</span></span></h2>
Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-28037508989818842082013-09-08T22:55:00.000+02:002013-11-27T17:40:10.533+01:00Lakossági felmérés a Józsefvárosban!Elérkeztem a felmérés következő és egyben utolsó állomásához a Mária_Baross_Szentkirályi_Krúdy Gyula utcák által határolt tömbhöz. Előre is köszönöm minden lakónak, hogy válaszaival segíti a munkámat!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU8VW-IAUa3AMseGWdifCEPXqxQTAFb52UQkrR3q6oQr5Wc5-hLGiG1Yr3acbWTnLc9QincTUCr_k0TWlImzHSEwMh4D3lxJaxXRhx9ycS4qLpJE72p-uWLr50ykQJgosDqbz7gYXlXQ/s1600/HIRDET%C3%89S_v%C3%A9gs%C5%9102_8ker_vegso.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhU8VW-IAUa3AMseGWdifCEPXqxQTAFb52UQkrR3q6oQr5Wc5-hLGiG1Yr3acbWTnLc9QincTUCr_k0TWlImzHSEwMh4D3lxJaxXRhx9ycS4qLpJE72p-uWLr50ykQJgosDqbz7gYXlXQ/s640/HIRDET%C3%89S_v%C3%A9gs%C5%9102_8ker_vegso.jpg" width="456" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com2tag:blogger.com,1999:blog-6162350768198515980.post-91089805789426860692013-09-02T17:31:00.001+02:002013-09-03T12:31:16.186+02:00Népszerű tudomány<b><span style="color: #990000;">Az online média és a tudomány kísérleti randevúja.</span></b><br />
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<div data-canvas-width="449.6800097465515" data-font-name="g_font_p0_1" dir="ltr" style="left: 64.252px; top: 565.864px; transform-origin: 0% 0% 0px; transform: scale(0.893996, 1);">
<span style="font-family: inherit;">Mikor először hallottam a tudománykommunikáció szót, őszintén szólva elsőre szkeptikus belső hangom szólalt meg, fölényes győzelmet aratva belátó énem felett. Azt gondoltam ismét egy hangzatos, de a valóságban mégis inkább üres tartalmú fogalomról van szó. Ha valójában belegondolunk a média és a tudomány viszonya inkább plátói szerelem, mint jól működő párkapcsolat. És ahogyan az a kapcsolatokban lenni szokott, itt is kettőn áll a vásár. A média képviselőinek nemegyszer el kellene a segítség egy-egy téma mélyebb feldolgozása és megértése érdekében, ugyanakkor a tudósoknak is meg kellene tanulniuk érthetően átadni ismereteiket, egy olyan világban, ahol éles verseny folyik a figyelem minden morzsájáért.</span></div>
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<span style="font-family: inherit;"><span style="font-family: inherit;">A
Nemzeti Kiválósági Program keretében a támogatott kutatók lehetőséget
kapnak, hogy bebizonyítsák nem csak elméleti tudásukkal versenyképesek,
hanem kommunikációs képességeikkel is. A<a href="http://www.nemzetikivalosag.hu/web/guest/muszaki-tudomanyok"> honlapon</a>
több tudományterület képviselőjének blogjához találnak linket. Ki-ki
kedvére eldöntheti,kinek mennyire megy a "tudománykommunikáció".</span></span></div>
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<span style="font-family: inherit;"></span><br />Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-20472349869987049572013-08-23T18:08:00.000+02:002013-08-23T18:08:41.886+02:00Lakossági felmérés a Ferencvárosban!Hétvégén folytatódik a lakossági felmérés! A helyszín ezúttal a Lónyay_Erkel_Ráday_Mátyás utcák által határolt tömb. Ezúton is
kérek minden lakót, hogy válaszaival segítse a munkámat!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO_X4ygeEKgQjUiNL0ZoHKRCXLhDQoH_7a5xYKqYUhVhHV7uU5djqPKWYuS2MUoV9EqpqLbhrqDBG4k3bb1Us3LS1KnzUwtYhxu7MpzjsIxeXyBXcn0GZV3K7xyi117Y6lE2qTKM3MQw/s1600/HIRDET%C3%89S_v%C3%A9gs%C5%9102_9ker_c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgO_X4ygeEKgQjUiNL0ZoHKRCXLhDQoH_7a5xYKqYUhVhHV7uU5djqPKWYuS2MUoV9EqpqLbhrqDBG4k3bb1Us3LS1KnzUwtYhxu7MpzjsIxeXyBXcn0GZV3K7xyi117Y6lE2qTKM3MQw/s640/HIRDET%C3%89S_v%C3%A9gs%C5%9102_9ker_c.jpg" width="456" /></a></div>
Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-30354938626638595442013-08-20T21:44:00.001+02:002013-08-23T16:55:37.139+02:00Mi fán terem a fenntartható városépítészet?<span style="color: #990000;"><b>Avagy hogyan definiálható a fenntarthatóság városi/városépítészeti léptékben és mi dolga a várostervezőknek, ha fenntarthatóságra törekszenek.</b></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOkFwxTJNZhE-GHCNROIrVOAuRaLkTNMK2Ma_7jQdJkOSaCexv9vhwfXTk5roX30KrrkL_18PUh-Lc_g5YS-PG5mL3T-CM94Y4dXed00AEj45XXgT3qcBeUzvbf6vEzzzpv67ej2NgKw/s1600/fenntarthat%C3%B3s%C3%A1g.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="222" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOkFwxTJNZhE-GHCNROIrVOAuRaLkTNMK2Ma_7jQdJkOSaCexv9vhwfXTk5roX30KrrkL_18PUh-Lc_g5YS-PG5mL3T-CM94Y4dXed00AEj45XXgT3qcBeUzvbf6vEzzzpv67ej2NgKw/s400/fenntarthat%C3%B3s%C3%A1g.jpg" width="400" /></a></div>
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Nehéz eldönteni, hogy mi folyik többet a csapból: a zöld, az öko vagy a fenntartható címkével ellátott termékek/szolgáltatások/tervek sora. Lassan annyi mindent nevezünk már fenntarthatónak, hogy sokszor már a szó hallatán is, önkéntelenül szkeptikus mosoly húzódik az arcunkra. Nem tudom, hogy ennek az az oka, hogy az esetek többségében olyan dolgokat próbálnak eladni ezekkel a szavakkal, amik még gondolat szintjén sem fenntarthatóak vagy pusztán csak azért, mert pontosan nem is sejtjük mitől lehet az az adott dolog, a maga szintjén fenntartható. Valószínűleg már elég sokan találkoztak a fenntartható fejlődés fogalmával, avagy ami „kielégíti a jelen szükségleteit anélkül, hogy csökkentené a jövendő generációk képességét, hogy kielégítsék a saját szükségleteiket" (<a href="http://conspect.nl/pdf/Our_Common_Future-Brundtland_Report_1987.pdf"> Egyesült Nemzetek Szervezetének 1987-es Brundtland-jelentése szerint</a>). A 21. század elején a városok népessége magasabb mint valaha, a GHO <a href="http://www.who.int/gho/urban_health/situation_trends/urban_population_growth_text/en/">adatai szerint</a> 2010-ben a Föld népességének több mint fele élt városokban, míg 100 évvel ezelőtt csupán 20%-uk (összehasonlításképpen Magyarországon ez az arányszám 68,3% volt 2010-ben). A növekvő embertömeg többet és többet fogyaszt, egyre inkább szennyezi a környezetét, miköz ben életformája minden eddiginél több energiát és nyersanyag felhasználást követel meg. Ez az amit minden nap hallunk a TV-ben, olvasunk a neten és hallgatunk reggel a rádióban. Jó eséllyel még egy épület szintjén meg tudjuk mondani hellyel-közzel,
hogy az mitől lesz fenntartható, vagy legalábbis van valami
elképzelésünk róla, pár tippünk arról, hogyan használjuk fel benne kevesebb energiát, milyen anyagokat építsünk bele, de vajon mit jelent a fenntarthatóság egy-egy
városrész szintjén, idézőjelek nélkül....<br />
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A tisztán látás kedvért először nem ártana tisztázni, hogy a napjainkban a várostervezés milyen feladatokkal néz szembe, és maguk a várostervezők hogyan határozzák meg tevékenységüket. Általában a "várostervezést" az építészeti, a településgazdálkodási, a tájépítészeti és a mérnöki tervezés egységének tekintik, amely alapvetően a fizikai környezet alakítására irányul. Az amerikai és európai <i>urban design</i> terminológiája erősen eltér. Míg előbbi erősen a társadalmi változásokra koncentrál, figyelmen kívül hagyva a formát, az anyaghasználatot, a városi tipológiát; addig az utóbbi erősen technológia orientált és semmibe veszi a szociológiai és kulturális tényezőket (Hatuka 2007). Nem egységes tehát a nézőpont még magáról a várostervezésről sem és minden témában dolgozó a saját szájízének megfelelően csiszolja feladatait. Ebből következően nyilvánvalóan azzal kapcsolatban sincs egyetértés, mitől lenne egy városrész fenntartható és ezügyben kinek mi mindent kellene tennie.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG9YhkRY7ARd3w9vAFR_iqJTnrOaSjPMgbrX9oF-QlPWFKcOOR6uHiYdQPkr2ozynEk1tdZFmsds9unGdlUQETEocFmPd2IIo5dyauvs0HMTEgEkVlt3xAn-4CyIvVgFwc2mdPlokhTg/s1600/1236364084840.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiG9YhkRY7ARd3w9vAFR_iqJTnrOaSjPMgbrX9oF-QlPWFKcOOR6uHiYdQPkr2ozynEk1tdZFmsds9unGdlUQETEocFmPd2IIo5dyauvs0HMTEgEkVlt3xAn-4CyIvVgFwc2mdPlokhTg/s320/1236364084840.jpg" width="271" /></a>Ebben a bejegyzésben Douglas Farr gondolatai mentén szeretnék a témáról írni, hiszen szempontjai közel állnak a kutatásom alapfelvetéseihez.<i> Sustainable Urbanism , Urban design with nature</i> tanulmányában a következőképpen definiálta a fenntartható városrészeket: olyan magas teljesítményű épületállománnyal és infrastruktúra hálózattal rendelkező városrészek, melyek bejárhatóak és tömegközlekedéssel ellátottak. Ezentúl alapvető kritériumnak fogalmazza meg a sűrűséget és a természeti környezethez való elérhetőséget.<br />
Elsőként vegyük a sűrűséget. Farr meghatározása szerint 18-19 lakás hektáranként mindenképpen szükséges ahhoz, hogy gazdaságosan ki lehessen építeni a tömegközlekedést, a 37 lakás/hektár sűrűség elérésekor pedig már a felszíni kötött pályás rendszer, 54 lakás/hektár arányszám mellett már a metróhálózat működése és kiépítése is lehet hatékony. Ilyen szempontból tehát a budapesti belváros tökéletesen megfelel a fenntarthatósági követelménynek, hiszen a V., VI., VII., VIII., IX. kerület lakás/hektár sűrűsége 2011-ben a következő volt: sorban 74.52, 111.65, 176.77, 62.56, 31.52 (<a href="http://www.urb.bme.hu/segedlet/publikacio/BUDAPEST2050_TERC_20120530_SzaboArpad_46-57.pdf">Szabó 2011)</a>. Érdemes lenne azonban ezeket az arányszámokat a laksűrűséggel is összevetni, hiszen ha csak a budapesti belvárost tekintjük, hamar kiderül, hogy az említett kerületekben egy lakásban átlagosan 2 ember sem lakik.<br />
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<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhztig-v7Xfg5aR9irxAd3P8MdbxwBANwB8YLzpD5lJjbzQxHDM6eevkHgxhWrNUw9MbEYajSswXyL7LOsMbcr3aSA4Ksfichxeh-PGH6psXRzAf-XluWcW8zgdlS_g8FkMukzuHOLsYA/s1600/lakoss%C3%A1g.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="176" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhztig-v7Xfg5aR9irxAd3P8MdbxwBANwB8YLzpD5lJjbzQxHDM6eevkHgxhWrNUw9MbEYajSswXyL7LOsMbcr3aSA4Ksfichxeh-PGH6psXRzAf-XluWcW8zgdlS_g8FkMukzuHOLsYA/s400/lakoss%C3%A1g.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Forrás: A pesti belváros tömbjeinek sűrűsége (Szabó Árpád 2011)</td></tr>
</tbody></table>
Farr továbbá azt is kiemeli, hogy fenntartható városrészek kialakításakor törekedni kell olyan zónák kialakítására, ahol a lakhelyek és munkahelyek aránya 1:1. Azt hiszem nem szorul sok magyarázatra, hogy a lakhelyek és a munkahelyek közelsége miért tesz egy városrészt bejárhatóvá, a közlekedést hatékonyabbá.<br />
Szempontrendszerében fontos helyen szerepel a biofília, vagyis az élet szeretete. Farr értelmezése szerint a fenntarthatóság városi léptékében fontos tényező, hogy az emberek milyen könnyen tudják elérni a természetet. Például az a szennyvízhálózat, amely tápanyagokat von ki a vízből növények termesztéséhez, elősegíti, hogy kevesebb vegyszer rakódjon le a csatornában. De beszélhetnénk akár az élelmiszerek helyi előállításáról, illetve a lokális szintű hulladékgazdálkodásról is (pl. komposztálás), melyek szorosan kapcsolódnak a biofíliához.<br />
Természetesen szinte megkerülhetetlen, hogy ha fenntarthatóságáról van szó, akkor ne említsük meg az épületek energiahatékonyságát, értve ezalatt a passzív (tájolás, kompakt tömegalakítás, kevés lehűlő felület) és az aktív (gépészeti rendszerek hatékonysága, megújuló energiák használat stb.) megoldásokat. Ezentúl szót ejt az infrastruktúra jó teljesítményéről, vagyis a jól kiépített esővízgyűjtő hálózatról, az úthálózat jó kiépítettségéről, közműhálózat hatékonyságáról, valamint a város- és tájépítészeti elemek jelenlétéről.<br />
Farr alapvetően öt dolgot emel ki kisebb lakóterületek fenntarthatóságával kapcsolatban:<br />
1. beazonosítható a terület központja és a határai<br />
2. gyalog bejárható, ez körülbelül 16-81 hektárt jelent (kb. egy átlagos városi tömb 8-16 hektár)<br />
3. vegyes használatú, vagyis vannak munkahelyek, szolgáltatást nyújtó területek, lakóhelyek, bevásárló helyek a területen belül (ilyen szempontból a Budapest belváros igen kedvező képet mutat)<br />
4. egységes úthálózat, másképpen fogalmazva sok kereszteződés egy-egy utcán belül (a tömbök kerületet maximálisan 450m határozza meg), hogy minél többféleképpen el lehessen jutni a célállomásra<br />
5. közös használatú területek jelenléte, ami lehet park, játszótér, ahol a lakók találkozhatnak<br />
Az öt kiemelt szemponton túl megemlíti továbbá az autómentes tömböket (olyan lakótömbök, melyekben nem engedélyezett az utcában való parkolás), az autómegosztó programokat, a kiskereskedelmek jelenlétét és az adott tömegközlekedés hatékonyságára irányuló törekvéseket, mint a fenntarthatóság könyökfáit.<br />
Ezek az értékek a városrészek fenntarthatóságát elsősorban a fizikai környezet és energiahatékonyság szempontjából vizsgálják, ugyanakkor érdemes lehet egy olyan rendszert is tanulmányozni, melynek középpontjában az emberek jóléte, a társadalom fejlődése áll. De ezt majd csak egy másik bejegyzésben.Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-61311107958111532052013-08-11T19:23:00.003+02:002013-08-11T22:11:06.002+02:00Egy bécsi (tömb)szelet! <span style="color: #990000;"><b>Fenntartható tömbök Bécsben 1.rész: Mustersiedlung</b></span> <br />
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A bécsi lakásépítés egyik talán legtöbbet publikált példája a <a href="http://www.sargfabrik.at/">Sargfabrik</a>, a projekt, melynek neve szorosan összefonódott a participáció és a közösség szavakkal.(Bővebben a lakóegyüttesről és benne zajló programokról magyarul <a href="http://tarsas2010.blog.hu/tags/sargfabrik?_ts=20110726094136">itt</a> olvashatnak.) Azonban nem az egyetlen olyan kezdeményezés Bécsben, amely az összetartó lakóközösségek kialakulást lehetővé tevő építészeti programalkotásban látja a lakótömbök (fenntartható) jövőjét. Egy ilyen, egyébként "autómentes" címmel befutott projektet mutatok be ebben a bejegyzésben, ami nem más, mint az Autofrie Mustersiedlung.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp6W0JahFgLiDzKxVJO_Kv0xO8tmjR9M9rbRdAuo3aqe2KfeNuVIgNpj263fddLI-AU93ncnY9nVGtFo13sCm6HR3l07iR8GJjyfCSavVhNpw5PK_GabR1ZP23_qNrIfQLP0Q_kJf9lA/s1600/ams_c1-gross.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgp6W0JahFgLiDzKxVJO_Kv0xO8tmjR9M9rbRdAuo3aqe2KfeNuVIgNpj263fddLI-AU93ncnY9nVGtFo13sCm6HR3l07iR8GJjyfCSavVhNpw5PK_GabR1ZP23_qNrIfQLP0Q_kJf9lA/s320/ams_c1-gross.jpg" width="320" /></a>A házcsoport Bécs észak-keleti részén, a Duna innenső oldalán, a belvárosától, mintegy 7-9km-re <a href="https://maps.google.com/maps/ms?msid=205193490846564457541.0004e39f45bd66facc241&msa=0&ll=48.252434,16.416857&spn=0.003993,0.009903">található</a>. Összehasonlításképpen: Budapest belvárosához képest ekkora távolságra eső terület jócskán kívül esik a Könyves Kálmán-Hungária-Róbert Károly körúton. Bár valószínűleg itthon senkinek még csak eszébe sem jutna autómentesnek egyáltalán csak nevezni egy projektet, Bécsben ez másként van. Az autómentes lakóövezet kialakításának gondolata az osztrák fővárosban Christoph Chorherr 1993-as kezdeményezéséig nyúlik vissza. Bécs, Budapesthez hasonlóan, rendelkezik a világon az egyik legkiterjedtebb háború előtti lakásállománnyal és az ehhez kapcsolódó beépítési sűrűséggel, valamint korlátozott úthálózattal. Nem csoda, ha a kilencvenes években egyre gyakoribbakká váltak a forgalmi dugók, annak ellenére, hogy az osztrák főváros lakói kiemelkedően magas arányban mutattak már akkor is "autómentes" közlekedési mintákat. További érdekesség, hogy a majd kilencven évre visszanyúló szociálisház építésiprogramok ellenére, még 1996-ban is az 1930-ban kihirdetett egy lakásra jutó parkolóhely minimum követelményei voltak érvényben. Ha például egy lakóegyüttes megújításáról vagy netalán bővítéséről volt szó, biztosítani kellett ezt a minimumot, ami egy sűrű belvárosi negyed esetében általában mélygarázst, ezáltal óriási többletköltséget jelentett. A projekt megkezdésekor tehát első körben a jogi és politikai akadályokon kellett átvagdosnia magát a tervezőknek. Végül sikerült elérni az építési törvény módosítását, oly módon, hogy a tömegközlekedéssel kiválóan elérhető területek, a parkolási követelményekre vonatkozó előírások alól mentesülnek.<br />
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A projekt irányelveit három nagyobb témakörre fűzték fel, melyek a következők: közösség, energiahasználat, mobilitás. De mit is jelentenek ezek a gyakorlatban. A közösség elsősorban a lakók között létrejövő szoros kapcsolatokra utal, ami már a tervezés során megkezdődött, hiszen részt vehettek a programalkotásban, beleszólási joggal rendelkeztek lakásaik alaprajzával, illetve a közös használatú terek kialakításával kapcsolatban. Eközben persze megismerték egymást és megtanultak egy közös cél érdekében dolgozni. Ezentúl a területen internet kávézót, közös mosókonyhát, veteményes kerteket a tetőn, játszóteret és a fiatalok számára szórakozóhelyet alakítottak ki, melyek mindegyikét helyiek üzemeltetik. Az épületegyüttes ráadásul a fenntarthatósági irányelveknek megfelelően tájolásával is lehetővé teszi a napenergia minél nagyobb arányú passzív használatát, a szürke-szennyvíz helyszíni kezelését és wc-kben való újrahasznosítását. Ráadásul a felhasznált építőanyagok mindegyike környezeti hatásvizsgálatok után került kiválasztásra és a burkolt (nem vízáteresztő burkolat) területek aránya is minimális. Mobilitás tekintetében pedig sikerült elérni, hogy 250 parkolóhely helyett mindössze 25 található a területen, miközben 400 bicikli tárolása megoldott.</div>
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De amitől igazán különleges ez az épületegyüttes, ami talán a projekt sikerességének is kulcseleme, azok a benne lakó emberek, akik benépesítik a lakásokat. A lakosság összetétele meglehetősen fiatal, az itt élők durván háromnegyede 45 év alatti és a háztartások 61%-nak tagja 18 év alatti gyermek, úgy, hogy a háztartások majdnem felében hárman vagy annál többen laknak. Eközben a szakmák és jövedelmek eloszlását tekintve elég vegyes a kép. Ami pedig szinte mindenkire igaz ( 915-ből 1000 emberre), az az, hogy van biciklije.<br />
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A lakók mindössze 3,6%-ának van személygépkocsija, ugyanakkor 57%-uk tagja az autómegosztó programnak. ( Az érdeklődőknek egy <a href="http://www.ted.com/talks/robin_chase_on_zipcar_and_her_next_big_idea.html">TED-es video</a> az Amerikából induló autómegosztási programról.) Persze az igazsághoz az is hozzátartozik, hogy az ideköltözők nagy része már korábban is "autómentes" életet élt, amit az is bizonyít, hogy Mustersiedlungot nagyrészt (55%) pont emiatt választották lakhelyül. <br />
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Az 1999(!)-ben átadott lakóegyüttes és a rendkívül sokrétűen megalkotott program rengeteg érdekes kérdést vet fel hazai viszonylatban is. Lehet, hogy egy-egy belvárosi kerületben Budapesten is tudnánk mutatni olyan lakótömböt, ahol az ott lakók 92%-a nem rendelkezik személygépkocsival, de vajon olyat tudunk-e találni, ahol ez 90%-os gazdasági aktivitással és nem munkanélküliséggel és nyugdíjas lakókkal párosul?<br />
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Forrás: http://www.istp.murdoch.edu.au/ISTP/publications/jscheurer/urbanecology/pdf/ch16-7.pdf<br />
<br />Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-30657866587870576262013-08-02T18:23:00.002+02:002013-08-11T19:42:22.927+02:00Lakossági felmérés a Tervézvárosban!Hétfőn megkezdem a lakossági felmérést a Zichy Jenő_Nagymező_Dessewffy_Jókai utcák által határolt tömbben. Ezúton is kérek minden lakót, hogy válaszaival segítse a munkámat!<br />
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<br />Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-39588402278226160512013-07-30T19:03:00.002+02:002013-07-30T19:49:01.872+02:00Vigyázz, kész, research!<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Elindult a kutatóblogom. Az Eötvös Loránd Hallgatói Ösztöndíj egyik kutató hallgatójaként sűrűn beépített történeti városrészek fenntarthatóságával foglalkozom, elsősorban a városi energiahasználat szemszögéből. </span></span><!--[if gte mso 9]><xml>
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<![endif]--><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">A kutatás Budapest eklektikus belvárosi területeivel foglalkozik, ahol a város meglévő lakásállományának több mint egy harmada
található. Ezek a városrészek bár
bizonyos fenntarthatósági szempontból kedvezőek (sűrűn beépítettek,
tömegközlekedéssel könnyen megközelíthetőek, funkcionálisan vegyesek stb.),
megújításukat mégis nehezítik a meglévő adottságok: a jelenlegi beépítés
sokszor nincs tekintettel a tájolásra, átszellőzésre; a homlokzatok tagolása és
meglévő alaprajzok akadályozzák új technológiák telepítését. Ráadásul ezeket a
területeket fokozatos társadalmi leromlás és a lakások széttöredezett
tulajdonosi struktúrája jellemzi. Éppen ezért gondoltam, hogy izgalmas és hasznos ezen területek vizsgálata.</span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"> A blogon szó lesz tehát urbanisztikáról, városi közlekedésről, energetikáról, fenntartható építészetről és minden másról, ami kicsit is kapcsolódik a kutatási témámhoz. </span></span><br />
<h1 class="portlet-title">
<span class="portlet-title-text"><br /></span></h1>
Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0tag:blogger.com,1999:blog-6162350768198515980.post-54307852336843390232013-07-30T18:43:00.001+02:002013-09-02T18:23:27.901+02:00Grafika<span style="font-family: "Trebuchet MS",sans-serif;">A blog háttér garfikája Révai Virág munkája. Még több gyönyörű rajza látható <a href="http://www.behance.net/revaivirag">itt</a> és a holnap nyitó <a href="http://kaptarbudapest.hu/programok/bujkalo-reszletek-revai-viag-kiallitasa/">kiállításon.</a></span><br />
<br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyRs4IrBYwbwd3WgBMooBvDZ3TRlnq2AEESfTiLzBQ_9XQoi5LsZutv3dynOFOnRj37HafqZJl8QpkQ2Pv8ArF1XcgPdht0xUp82KW9SoVrFhGGRNGmimzsyh2J6hT0IUIUhKwbZ-NUg/s1600/c96568b6c85113b0e2f01c8cea15333f.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="293" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjyRs4IrBYwbwd3WgBMooBvDZ3TRlnq2AEESfTiLzBQ_9XQoi5LsZutv3dynOFOnRj37HafqZJl8QpkQ2Pv8ArF1XcgPdht0xUp82KW9SoVrFhGGRNGmimzsyh2J6hT0IUIUhKwbZ-NUg/s400/c96568b6c85113b0e2f01c8cea15333f.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Vízibusz, Duna</td></tr>
</tbody></table>
<div class="separator" style="clear: both; text-align: center;">
</div>
<span style="font-family: "Trebuchet MS",sans-serif;"> <table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgssBCbRSZkuETw1Mr7hzzWnN5deF4WxUgxf0phIirktmRHZ6jKNAp05jCVcZXUbpJhxAaYqdGzv5E7NGdtkrGislaAt66iAZNQGBF7vOxyUF96lcszxoFnQTFxsephExAX7bJ-hryG3Q/s1600/bunker.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="256" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgssBCbRSZkuETw1Mr7hzzWnN5deF4WxUgxf0phIirktmRHZ6jKNAp05jCVcZXUbpJhxAaYqdGzv5E7NGdtkrGislaAt66iAZNQGBF7vOxyUF96lcszxoFnQTFxsephExAX7bJ-hryG3Q/s400/bunker.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Hegyi bunkerek</td></tr>
</tbody></table>
</span>Anonymoushttp://www.blogger.com/profile/04601926150871204589noreply@blogger.com0Budapest, Magyarország47.497912 19.04023499999993947.154509499999996 18.394787999999938 47.8413145 19.68568199999994