بزرگترین ساختمان انرژی صفر دنیا
برای اینکه یک ساختمان به عنوان ساختمان انرژی صفر لقب بگیرد بایستی مصرف انرژی خالص آن طی یکسال صفر باشد. بزرگترین ساختمان انرژی صفر دنیا در قلب صحرای آریزونا در آمریکا جای گرفته است. این ساختمان انرژی صفر بزرگترین ساختمانی از این دست است که تأییدیه مؤسسه بینالمللی آینده زندگی (International Living Future Institute) را دریافت کرده است.
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بزرگترین ساختمان انرژی صفر دنیا در قلب صحرای آریزونا در آمریکا جای
گرفته است. این ساختمان انرژی صفر بزرگترین ساختمانی از این دست است که تأییدیه
مؤسسه بینالمللی آینده زندگی (International Living Future
Institute) را دریافت کرده است.
این ساختمان، بزرگترین ساختمانی در جهان است که تأییدیهای از مؤسسه ILFI دریافت نموده است. این ساختمان سیمانی قدیمی با مساحتی در
حدود ۱۶۵۵۳ فوت مربع (۱۵۳۸ متر مربع) در سال ۱۹۷۰ میلادی ساخته شده بود و تغییر و
اصلاح الگوی مصرف و کارایی انرژی در این ساختمان نزدیک به ۱۰ ماه به طول انجامیده
است.
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)
تبدیل چنین ساختمانی به یک شاهکار در کارایی انرژی و خلق یک ساختمان انرژی صفر بسیار شگفت انگیز است. مجری طریح تبدیل این ساختمان قدیمی به یک ساختمان انرژی صفر معتقد است که تصور این موضوع برای بسیاری از صاحبان خانههای قدیمی بسیار دشوار است که بتوان یک ساختمان مخرویه را به یک ساختمان با معماری پایدار تبدیل نمود.
برای اینکه یک ساختمان به عنوان ساختمان انرژی صفر لقب بگیرد بایستی مصرف انرژی خالص آن طی یکسال صفر باشد. بزرگترین ساختمان انرژی صفر دنیا توسط شرکتهای DPR Construction و SmithGroupJJR طراحی و اجرا شده است. مشخصات این ساختمان بدین شرح است: مجهز به یک دودکش خورشیدی ۸۷ فوتی جهت ایجاد تهویه غیرفعال هوادارای ۹۰ پنجره قابل کنترل که به سیستم کنترل انرژی مجهز بوده و بر اساس دماهای داخل و خارج باز و بسته شدن پنجرهها را کنترل میکند.مجهز به ۸۲ لوله نوری خورشیدی جهت رساندن نور خورشید به داخل اتاقهاوجود ۱۲ دستگاه فن بسیار بزرگ که قطر هر یک ۲٫۵ متر میباشدیک سوییچ مخصوص برای حذف بارهای اضافی ساختمان به منظور کاهش میزان مصرفچهار دستگاه برج خنک کن تبخیری برای تأمین هوای خنک مورد نیاز ساختمانمجموعه از پنلهای خورشیدی به ظرفیت ۷۹ کیلووات که به صورت یک سایبان نیمی از فضای پارکینگ را نیز تأمین میکند.
منبع:دانیار
تبدیل چنین ساختمانی به یک شاهکار در کارایی انرژی و خلق یک ساختمان انرژی صفر بسیار شگفت انگیز است. مجری طریح تبدیل این ساختمان قدیمی به یک ساختمان انرژی صفر معتقد است که تصور این موضوع برای بسیاری از صاحبان خانههای قدیمی بسیار دشوار است که بتوان یک ساختمان مخرویه را به یک ساختمان با معماری پایدار تبدیل نمود.
برای اینکه یک ساختمان به عنوان ساختمان انرژی صفر لقب بگیرد بایستی مصرف انرژی خالص آن طی یکسال صفر باشد. بزرگترین ساختمان انرژی صفر دنیا توسط شرکتهای DPR Construction و SmithGroupJJR طراحی و اجرا شده است. مشخصات این ساختمان بدین شرح است: مجهز به یک دودکش خورشیدی ۸۷ فوتی جهت ایجاد تهویه غیرفعال هوادارای ۹۰ پنجره قابل کنترل که به سیستم کنترل انرژی مجهز بوده و بر اساس دماهای داخل و خارج باز و بسته شدن پنجرهها را کنترل میکند.مجهز به ۸۲ لوله نوری خورشیدی جهت رساندن نور خورشید به داخل اتاقهاوجود ۱۲ دستگاه فن بسیار بزرگ که قطر هر یک ۲٫۵ متر میباشدیک سوییچ مخصوص برای حذف بارهای اضافی ساختمان به منظور کاهش میزان مصرفچهار دستگاه برج خنک کن تبخیری برای تأمین هوای خنک مورد نیاز ساختمانمجموعه از پنلهای خورشیدی به ظرفیت ۷۹ کیلووات که به صورت یک سایبان نیمی از فضای پارکینگ را نیز تأمین میکند.
منبع:دانیار
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