{"id":13633,"date":"2026-08-31T11:47:01","date_gmt":"2026-08-31T08:47:01","guid":{"rendered":"https:\/\/arkitechglobal.com\/?p=13633"},"modified":"2026-08-31T11:51:09","modified_gmt":"2026-08-31T08:51:09","slug":"the-winding-path-of-heat-balancing-thermal-efficiency-and-structural-safety-in-cfs-framing","status":"publish","type":"post","link":"https:\/\/arkitechglobal.com\/tr\/the-winding-path-of-heat-balancing-thermal-efficiency-and-structural-safety-in-cfs-framing\/","title":{"rendered":"Is\u0131n\u0131n \u0130zledi\u011fi Yol: CFS \u0130skelet Sistemlerinde Is\u0131 Verimlili\u011fi ile Yap\u0131sal G\u00fcvenli\u011fin Dengelenmesi"},"content":{"rendered":"<div data-elementor-type=\"wp-post\" data-elementor-id=\"13633\" class=\"elementor elementor-13633\" data-elementor-settings=\"[]\">\n\t\t\t\t\t\t\t<div class=\"elementor-section-wrap\">\n\t\t\t\t\t\t\t<section class=\"elementor-section elementor-top-section elementor-element elementor-element-1eaf795 link-blue elementor-section-boxed elementor-section-height-default elementor-section-height-default\" data-id=\"1eaf795\" data-element_type=\"section\">\n\t\t\t\t\t\t<div class=\"elementor-container elementor-column-gap-default\">\n\t\t\t\t\t<div class=\"elementor-column elementor-col-100 elementor-top-column elementor-element elementor-element-5c80ca9\" data-id=\"5c80ca9\" data-element_type=\"column\">\n\t\t\t<div class=\"elementor-widget-wrap elementor-element-populated\">\n\t\t\t\t\t\t\t\t<div class=\"elementor-element elementor-element-5ae8a96 elementor-widget elementor-widget-text-editor\" data-id=\"5ae8a96\" data-element_type=\"widget\" data-no-translation=\"\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>.elementor-element-5ae8a96{display:none !important}<\/style>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-83b2bb7 elementor-widget elementor-widget-text-editor\" data-id=\"83b2bb7\" data-element_type=\"widget\" data-no-translation=\"\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>.elementor-element-83b2bb7{display:none !important}<\/style>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-08dedcc elementor-widget elementor-widget-text-editor\" data-id=\"08dedcc\" data-element_type=\"widget\" data-no-translation=\"\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>.elementor-element-08dedcc{display:none !important}<\/style>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b7a2440 elementor-widget elementor-widget-text-editor\" data-id=\"b7a2440\" data-element_type=\"widget\" data-no-translation=\"\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>.elementor-element-b7a2440{display:none !important}<\/style>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ec958ef elementor-widget elementor-widget-text-editor\" data-id=\"ec958ef\" data-element_type=\"widget\" data-no-translation=\"\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>.elementor-element-ec958ef{display:none !important}<\/style>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e29b244 elementor-widget elementor-widget-text-editor\" data-id=\"e29b244\" data-element_type=\"widget\" data-no-translation=\"\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t<style>.elementor-element-e29b244{display:none !important}<\/style>\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0cdbf28 elementor-widget elementor-widget-text-editor\" data-id=\"0cdbf28\" data-element_type=\"widget\" data-no-translation=\"\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<p>Dondurucu bir ocak g\u00fcn\u00fcnde Chicago&#8217;daki faal bir orta katl\u0131 yap\u0131 \u015fantiyesinde durdu\u011funuzu hayal edin. Termal g\u00f6r\u00fcnt\u00fcleme kameras\u0131ndan bak\u0131ld\u0131\u011f\u0131nda, binan\u0131n d\u0131\u015f duvarlar\u0131 parlayan bir g\u00f6\u011f\u00fcs kafesi gibi g\u00f6r\u00fcn\u00fcr. Her 16 in\u00e7te bir dikey olarak uzanan parlak k\u0131rm\u0131z\u0131 \u00e7izgiler, \u0131s\u0131n\u0131n tam olarak nereden ka\u00e7t\u0131\u011f\u0131n\u0131 ortaya \u00e7\u0131kar\u0131r. Bu, y\u00fcksek \u0131s\u0131 iletkenli\u011fine sahip \u00e7elik dikmelerin bo\u015fluk yal\u0131t\u0131m\u0131n\u0131 a\u015farak \u0131s\u0131 i\u00e7in k\u0131sa bir yol olu\u015fturdu\u011fu standart so\u011fuk \u015fekillendirilmi\u015f \u00e7elik (CFS) iskelet sistemlerindeki \u0131s\u0131 k\u00f6pr\u00fcs\u00fc ger\u00e7e\u011fidir.<\/p><p>Y\u0131llar boyunca bu enerji kayb\u0131na y\u00f6nelik standart \u00e7\u00f6z\u00fcm, yap\u0131 kabu\u011funu kesintisiz d\u0131\u015f yal\u0131t\u0131m levhalar\u0131yla kal\u0131nla\u015ft\u0131rmak olmu\u015ftur. Ancak belediyelerin enerji y\u00f6netmelikleri daha kat\u0131 h\u00e2le geldik\u00e7e, tasar\u0131m m\u00fchendisleri ve uygulay\u0131c\u0131lar iki se\u00e7enek aras\u0131nda kal\u0131r: Daha kal\u0131n duvar bile\u015fenleri nedeniyle kullan\u0131labilir alandan vazge\u00e7mek veya \u00e7elik elemanlar\u0131n \u0131s\u0131l direncini art\u0131racak bir \u00e7\u00f6z\u00fcm bulmak.<\/p><p>Bu noktada, do\u011frudan g\u00f6vdeye a\u00e7\u0131lm\u0131\u015f \u015fa\u015f\u0131rtmal\u0131 yar\u0131kl\u0131 perforasyonlara sahip yenilik\u00e7i bir CFS eleman\u0131 s\u0131n\u0131f\u0131 olan \u201ctermal dikme\u201d devreye girer. Bu yar\u0131kl\u0131 g\u00f6vdeler, ka\u00e7an enerjinin yolu \u00fczerine fiziksel olarak hava bo\u015fluklar\u0131 yerle\u015ftirerek \u0131s\u0131y\u0131 yar\u0131klar\u0131n \u00e7evresinde dolamba\u00e7l\u0131 ve k\u0131vr\u0131ml\u0131 bir yol izlemeye zorlar.<\/p><p>Ara\u015ft\u0131rmalar, bu geometrinin \u0131s\u0131 k\u00f6pr\u00fcs\u00fcn\u00fc kesintiye u\u011fratmada ne kadar etkili oldu\u011funu kan\u0131tlam\u0131\u015ft\u0131r. Yap\u0131 fizi\u011fi alan\u0131ndaki \u00f6nc\u00fc bir \u00e7al\u0131\u015fmada ara\u015ft\u0131rmac\u0131 Julianna Lipt\u00e1k-V\u00e1radi, yar\u0131kl\u0131 g\u00f6vdelerin \u201ce\u015f de\u011fer \u0131s\u0131l iletkenli\u011fini\u201d hesaplamak i\u00e7in bir y\u00f6ntem geli\u015ftirmi\u015ftir (Lipt\u00e1k-V\u00e1radi, 2011).<\/p><p>Bulgular\u0131, yar\u0131k geometrisinin optimize edilmesinin g\u00f6vde boyunca \u0131s\u0131 iletimini dolu g\u00f6vdeli dikmelere k\u0131yasla dikkat \u00e7ekici bi\u00e7imde %70 ila %80 azaltabildi\u011fini ortaya koymu\u015ftur (Lipt\u00e1k-V\u00e1radi, 2011; Sustain-DPL, 2020). Kararl\u0131 durum ko\u015fullar\u0131nda, uygun bi\u00e7imde yar\u0131kland\u0131r\u0131lm\u0131\u015f bir \u00e7elik g\u00f6vdenin e\u015fde\u011fer \u0131s\u0131l iletkenli\u011fi, dolu \u00e7eli\u011fin do\u011fal iletkenli\u011finin yaln\u0131zca %8,6\u2019s\u0131na kadar d\u00fc\u015febilir (Lipt\u00e1k-V\u00e1radi, 2011).<\/p><p>Ayr\u0131ca, Zhijian Yang ve yap\u0131 kabu\u011fu uzmanlar\u0131ndan olu\u015fan bir ekip taraf\u0131ndan Energies dergisinde yay\u0131mlanan 2023 tarihli bir \u00e7al\u0131\u015fma, yedi s\u0131ra yar\u0131\u011fa sahip dikmeler kullan\u0131lan bir CFS duvar\u0131n toplam \u0131s\u0131 ge\u00e7i\u015f katsay\u0131s\u0131n\u0131, dolu g\u00f6vdeli dikmelere sahip \u00f6zde\u015f bir duvara k\u0131yasla %38,59 azaltt\u0131\u011f\u0131n\u0131 g\u00f6stermi\u015ftir (Yang et al., 2023).<\/p><p>Bu de\u011fi\u015fkenlerin etkisini g\u00f6rselle\u015ftirmek i\u00e7in a\u015fa\u011f\u0131daki grafik, farkl\u0131 g\u00f6vde yar\u0131\u011f\u0131 parametrelerinin ve \u00e7elik kal\u0131nl\u0131klar\u0131n\u0131n so\u011fuk \u015fekillendirilmi\u015f \u00e7elik duvar bile\u015fenlerinin genel \u0131s\u0131l performans\u0131n\u0131 nas\u0131l etkiledi\u011fini kar\u015f\u0131la\u015ft\u0131rmaktad\u0131r:<\/p><p><img 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\" width=\"624\" height=\"503\" \/><\/p><p>\u015eekil 1: Dikme kal\u0131nl\u0131\u011f\u0131n\u0131n ve yar\u0131kl\u0131 g\u00f6vde konfig\u00fcrasyonlar\u0131n\u0131n CFS duvar\u0131n \u0131s\u0131l ge\u00e7irgenli\u011fi \u00fczerindeki parametrik etkisi.<\/p><p>Ancak her yap\u0131 m\u00fchendisinin bildi\u011fi gibi, yap\u0131 mekani\u011finde hi\u00e7bir kazan\u0131m kar\u015f\u0131l\u0131ks\u0131z de\u011fildir. Y\u00fck ta\u015f\u0131yan bir elemana yar\u0131k a\u011f\u0131 a\u00e7\u0131lmas\u0131, eleman\u0131n enkesit alan\u0131n\u0131 \u00f6nemli \u00f6l\u00e7\u00fcde azalt\u0131r ve belirgin bir yap\u0131sal tehlikeye, yani distorsiyonel burkulmaya kar\u015f\u0131 artan hassasiyete yol a\u00e7ar.<\/p><p>Steel Framing Alliance ve American Iron and Steel Institute (AISI) i\u00e7in NAHB Research Center taraf\u0131ndan haz\u0131rlanan kapsaml\u0131 bir deney raporunda, \u201cDeneyler, yar\u0131kl\u0131 g\u00f6vdeli dikmenin distorsiyonel burkulma moduna kar\u015f\u0131 \u00e7ok hassas oldu\u011funu g\u00f6stermi\u015ftir\u201d ifadesine yer verilmi\u015ftir (NAHB Research Center, 2002). Ger\u00e7ekle\u015ftirilen k\u0131sa kolon deneyleri, g\u00f6vde yar\u0131klar\u0131n\u0131n standart bir CFS dikmenin etkin y\u00fck ta\u015f\u0131ma alan\u0131n\u0131 br\u00fct alan\u0131n\u0131n yakla\u015f\u0131k %50\u2019sine d\u00fc\u015f\u00fcrebildi\u011fini ortaya koymu\u015ftur (NAHB Research Center, 2002).<\/p><p>Is\u0131l performans ile yap\u0131sal g\u00fcvenilirlik aras\u0131ndaki fark\u0131 kapatmak i\u00e7in ara\u015ft\u0131rmac\u0131lar kesin tasar\u0131m s\u0131n\u0131rlar\u0131 belirlemeye \u00e7al\u0131\u015fm\u0131\u015ft\u0131r. Journal of Constructional Steel Research dergisinde yay\u0131mlanan ayr\u0131nt\u0131l\u0131 bir \u00e7al\u0131\u015fmada m\u00fchendislik uzmanlar\u0131 Natalia Degtyareva ve Keerthan Poologanathan, yar\u0131kl\u0131 ve perfore CFS kiri\u015flere ait 432 sonlu eleman modelini de\u011ferlendiren bir analize \u00f6nc\u00fcl\u00fck etmi\u015ftir (Degtyareva &amp; Poologanathan, 2021). \u00c7al\u0131\u015fmalar\u0131, \u015fa\u015f\u0131rtmal\u0131 g\u00f6vde bo\u015fluklar\u0131n\u0131n yar\u0131k konfig\u00fcrasyonuna ba\u011fl\u0131 olarak bir eleman\u0131n nihai e\u011filme kapasitesini %23\u2019e kadar azaltabildi\u011fini g\u00f6stermi\u015ftir (Degtyareva &amp; Poologanathan, 2021).<\/p><p>G\u00fcvenli\u011fi sa\u011flamak amac\u0131yla de\u011fi\u015ftirilmi\u015f Do\u011frudan Dayan\u0131m Y\u00f6ntemi (DSM) form\u00fcllerini ba\u015far\u0131yla geli\u015ftirmi\u015f ve do\u011frulam\u0131\u015f; b\u00f6ylece m\u00fchendislere kapasiteyi tahmin etmek ve burkulmaya kar\u015f\u0131 tasar\u0131m yapmak i\u00e7in gerekli matematiksel ara\u00e7lar\u0131 sunmu\u015flard\u0131r (Degtyareva &amp; Poologanathan, 2021).<\/p><p>Bu y\u00fcksek performansl\u0131 elemanlar\u0131 uygulamak isteyen yap\u0131m profesyonelleri i\u00e7in ara\u015ft\u0131rmac\u0131lar, yap\u0131sal g\u00fcvenlikten \u00f6d\u00fcn vermeden \u0131s\u0131l verimlili\u011fi en \u00fcst d\u00fczeye \u00e7\u0131karan ideal bir tasar\u0131m noktas\u0131 belirlemi\u015ftir (Yang et al., 2023):<\/p><ul><li><strong>Dikme Kal\u0131nl\u0131\u011f\u0131:<\/strong> \u00c7elik profiller 1.0 mm ile 1.2 mm aras\u0131nda olacak \u015fekilde ince tutulmal\u0131d\u0131r; \u00e7\u00fcnk\u00fc kal\u0131nl\u0131\u011f\u0131n 0.5 mm azalt\u0131lmas\u0131 duvardaki \u0131s\u0131 kayb\u0131n\u0131 %18,63 d\u00fc\u015f\u00fcr\u00fcr (Yang et al., 2023).<\/li><li><strong>Yar\u0131k Konfig\u00fcrasyonu:<\/strong> Yar\u0131k uzunlu\u011fu 70 mm ile 80 mm, geni\u015fli\u011fi ise 2 mm ile 3 mm olacak \u015fekilde 5 ila 7 s\u0131ra yar\u0131k kullan\u0131lmal\u0131d\u0131r (Yang et al., 2023).<\/li><li><strong>Enine Aral\u0131k:<\/strong> \u00c7eli\u011fin daha geni\u015f dolu yollar\u0131 \u0131s\u0131 k\u00f6pr\u00fcs\u00fcn\u00fc art\u0131rd\u0131\u011f\u0131ndan, yar\u0131klara dik y\u00f6nde 6 mm ile 10 mm aras\u0131nda dar bir enine aral\u0131k korunmal\u0131d\u0131r (Yang et al., 2023).<\/li><\/ul><p>Ticari yap\u0131 sekt\u00f6r\u00fc, m\u00fchendislik esaslar\u0131na g\u00f6re tasarlanm\u0131\u015f bu yar\u0131kl\u0131 profilleri kullanarak CFS\u2019nin bilinen yap\u0131sal b\u00fct\u00fcnl\u00fc\u011f\u00fcn\u00fc korurken kat\u0131 enerji y\u00f6netmeliklerini kar\u015f\u0131layan projeler ger\u00e7ekle\u015ftirebilir.<\/p><p><strong>Kaynaklar<\/strong><\/p><p>NAHB Research Center. (2002). Etkili ve Enerji Verimli \u00c7elik \u0130skelet: Yar\u0131kl\u0131 G\u00f6vdeli \u00c7elik Duvar Dikmelerinin Yap\u0131sal Performans\u0131. American Iron and Steel Institute ve U.S. Department of Energy i\u00e7in haz\u0131rlanm\u0131\u015f ara\u015ft\u0131rma raporu.<\/p><p>Lipt\u00e1k-V\u00e1radi, J. (2011). Yar\u0131kl\u0131 G\u00f6vdeye Sahip \u00c7elik Kiri\u015flerin E\u015fde\u011fer Is\u0131l \u0130letkenli\u011fi. G\u00f6vde perforasyonlar\u0131n\u0131n \u0131s\u0131l modellenmesine ili\u015fkin ara\u015ft\u0131rma makalesi.<\/p><p>Degtyareva, N., &amp; Poologanathan, K. (2021). Yar\u0131kl\u0131 ve Perfore So\u011fuk \u015eekillendirilmi\u015f \u00c7elik Kiri\u015fler \u0130\u00e7in Yeni Distorsiyonel Burkulma Tasar\u0131m Kurallar\u0131. Journal of Constructional Steel Research.<\/p><p>Yang, Z., et al. (2023). Yar\u0131kl\u0131 Hafif \u00c7elik \u0130skeletli Kompozit Duvar\u0131n Is\u0131l Performans\u0131. Energies.<\/p><p>Sustain-DPL. (2020). Y\u00fck Ta\u015f\u0131mayan Hafif Kal\u0131nl\u0131kl\u0131 Yar\u0131kl\u0131 \u00c7elik Dikme Duvarlar\u0131n Is\u0131 Yal\u0131t\u0131m Performans\u0131. sustain-dpl.com.<\/p>\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t<\/div>\n\t\t\t\t\t\t\t<\/div>\n\t\t<\/section>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>","protected":false},"excerpt":{"rendered":"<p>Imagine standing on an active mid-rise construction site in Chicago during a freezing January. Through a thermal imaging camera, the building\u2019s exterior walls look like a glowing ribcage. Bright red lines run vertically every 16 inches, exposing exactly where heat is escaping. This is the reality of thermal bridging in standard cold-formed steel (CFS) framing,&hellip;&nbsp;<a href=\"https:\/\/arkitechglobal.com\/tr\/the-winding-path-of-heat-balancing-thermal-efficiency-and-structural-safety-in-cfs-framing\/\" class=\"\" rel=\"bookmark\">Daha fazlas\u0131n\u0131 oku &raquo;<span class=\"screen-reader-text\">Is\u0131n\u0131n \u0130zledi\u011fi Yol: CFS \u0130skelet Sistemlerinde Is\u0131 Verimlili\u011fi ile Yap\u0131sal G\u00fcvenli\u011fin Dengelenmesi<\/span><\/a><\/p>","protected":false},"author":5,"featured_media":13635,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"neve_meta_sidebar":"","neve_meta_container":"","neve_meta_enable_content_width":"","neve_meta_content_width":0,"neve_meta_title_alignment":"","neve_meta_author_avatar":"","neve_post_elements_order":"","neve_meta_disable_header":"","neve_meta_disable_footer":"","neve_meta_disable_title":""},"categories":[293],"tags":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v17.5 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Arkitech - The Winding Path of Heat: Balancing Thermal Efficiency and Structural Safety in CFS Framing<\/title>\n<meta name=\"description\" content=\"Imagine standing on an active mid-rise construction site in Chicago during a freezing January. 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