![تدوین و ابلاغ آیین نامه روشنایی راهها تدوین و ابلاغ آیین نامه روشنایی راهها](/files/fa/news/1403/4/10/153159_298.jpg)
شرکت ساختمانی سیاره آبی سیدنی:
شرکت ساختمانی سیاره آبی (Blue Planet Buildings) که در سیدنی استرالیا مستقر است، با طراحی و ساخت یک ساختمان خورشیدی مدولار با قابلیت جابجایی، موفق به کسب جایزه کسب و کار استرالیا برای بهترین محصول سازگار با محیط زیست در سال ۲۰۱۳ گردید.
![](/files/fa/news/1392/7/10/1416_475.gif)
شرکت ساختمانی سیاره آبی (Blue Planet
Buildings) که در سیدنی استرالیا مستقر است، با طراحی و ساخت یک ساختمان
خورشیدی مدولار با قابلیت جابجایی، موفق به کسب جایزه کسب و کار استرالیا برای
بهترین محصول سازگار با محیط زیست در سال ۲۰۱۳ گردید.
![](data:image/jpeg;base64,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)
به گفته این شرکت، در ساختار
این سازه از پانل های خورشیدی بهره گرفته شده است که بر روی بام آن نصب شدهاند و
برق مورد نیاز تجهیزاتی مانند تهویه مطبوع، کامپیوترها و سیستم های آب گرم را فراهم
نموده و به همین دلیل، تولید کربن آن صفر است.
به گفته مدیر عامل شرکت ساختمانی سیاره آبی، ساخت و تأمین انبوه این ساختمان خورشیدی مدولار با قابلیت جابجایی برای شرکتهای ساختمانی، دستگاههای دولتی، معادن و مزارع در داخل و خارج از کشور استرالیا آغاز شده است. این ساختمان قابلیت استفاده به صورت متصل به شبکه (On grid) و مستقل از شبکه (Off grid) داشته و مجهز به سیستم ذخیره سازی (باتری) میباشد. نکته قابل توجه در این ساختمانها، قابلیت حمل و جابجایی آنها میباشد و این امکان وجود دارد که ظرف مدت حداکثر یکساعت در محل جدید نصب و آماده سکونت گردند. چنین ساختمانهایی علاوه بر اینکه یک ساختمان Net-Zero محسوب میگردند، برای استفاده در شرایط بحرانی از قبیل مناطق زلزله زده نیز بسیار کاربردی خواهند بود.
به گفته مدیر عامل شرکت ساختمانی سیاره آبی، ساخت و تأمین انبوه این ساختمان خورشیدی مدولار با قابلیت جابجایی برای شرکتهای ساختمانی، دستگاههای دولتی، معادن و مزارع در داخل و خارج از کشور استرالیا آغاز شده است. این ساختمان قابلیت استفاده به صورت متصل به شبکه (On grid) و مستقل از شبکه (Off grid) داشته و مجهز به سیستم ذخیره سازی (باتری) میباشد. نکته قابل توجه در این ساختمانها، قابلیت حمل و جابجایی آنها میباشد و این امکان وجود دارد که ظرف مدت حداکثر یکساعت در محل جدید نصب و آماده سکونت گردند. چنین ساختمانهایی علاوه بر اینکه یک ساختمان Net-Zero محسوب میگردند، برای استفاده در شرایط بحرانی از قبیل مناطق زلزله زده نیز بسیار کاربردی خواهند بود.
لینک کوتاه
از ارسال دیدگاه های نا مرتبط با متن خبر، تکرار نظر دیگران، توهین به سایر کاربران و ارسال متن های طولانی خودداری نمایید.
لطفا نظرات بدون بی احترامی، افترا و توهین به مسئولان، اقلیت ها، قومیت ها و ... باشد و به طور کلی مغایرتی با اصول اخلاقی و قوانین کشور نداشته باشد.
در غیر این صورت، «برق نیوز» مطلب مورد نظر را رد یا بنا به تشخیص خود با ممیزی منتشر خواهد کرد.