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Пояснительная записка к курсовой работе по архитектуре. Курсачело. 1. Исходные данные о районе, участке и объекте строительства 3
, и по формуле определим давления водяного пара Е, Па, в плоскости возможной конденсации за годовой период эксплуатации ограждающей конструкции для соответствующих продолжительностей периодов , , .
![](data:image/png;base64,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)
Сопротивление паропроницанию , части ограждающей конструкции, расположенной между наружной поверхностью и плоскостью возможной конденсации, определяется по формуле:
![](data:image/png;base64,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)
Среднее парциональное давление водяного пара наружного воздуха , Па, за годовой период определяют по СНиП 23-01 (Таблица 5а).
![](data:image/png;base64,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)
По формуле СНиП 23-02 определяем нормируемое сопротивление паропроницанию из условия недопустимости накопления влаги за годовой период эксплуатации:
![](data:image/png;base64,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)
Для расчета нормируемого сопротивления паропроницанию из условия ограничения влаги за период с отрицательными средними месячными температурами наружного воздуха берут определенную ранее продолжительность этого периода , сут, среднюю температуру этого периода , , .
Температуру , , в плоскости возможной конденсации для этого периода определяют по формуле:
![](data:image/png;base64,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)
![](data:image/png;base64,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)
Парциональное давление водяного пара , Па, в плоскости возможной конденсации определяют по приложению С при равным Па.
Согласно СП 50.13330.2012 в многослойной ограждающей конструкции увлажняющим слоем является утеплитель, в данном примере плотностью при толщине 0.2 м. Предельно допустимое приращение расчётного массового отношения влаги в этом материале согласно СП 50.13330.2012 ![](data:image/png;base64,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)
Средняя упругость водяного пара наружного воздуха периода месяцев с отрицательными среднемесячными температурами, равна .
Коэффициент определяется по формуле СНиП 23-02
![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAXMAAAAxCAIAAACnP94WAAAPjElEQVR4nO1de1RUxR/fXz5CM0ML0yKJHj5ARS1EOpWolCGBb1NRkV8iZie0YwYd8VQeFB9FhqjHQkSPr+MzS3y/UY+AaILgA1IkHynxCJSiQn+f345nvN7Xzrq73Lu78/ljz9zZuTPf2bnzmc/37nzvbXj37l0DBwcHh1XRUGsDbI79+/f36dNHayvUsG/fvr59+2ptBQeHNeH4zJKbm6tzZsnLy+PMwuFgcHBmqTRCaytMoKKioqqqqnnz5lobwsFhNTg4s2RkZHh6emptxQOora2NiopKS0ujObDw6NGjQUFB2hnFwWFlODiznDx58vXXX9ek6V9//RVk8fTTTw8ZMuTLL7+8fPnyxYsXw8PD8VVOTs6mTZuqq6tJSXd39xMnTnBm4XAkODiznD9/ftCgQZo0HRMTExkZOXfu3EmTJh07dmzWrFmgkl27dm3YsOGNN95ITEykJd3c3GCnJkZqjnPnznXo0EFrKyzFzz//3LVrV62t0BdsxSyYPx9//PG///4bHx8/fvx4s8rI5vv6+l66dOnWrVvPPPPM4MGDoQIee+wxYW1//fUXRhdXqjCzpKSkRYsWwpw9e/aMGjWqrKxMZAzExfXr1x+6v1KgoczMzJSUFKRjY2P9/f1hf8uWLU+dOiW6owwLr169Kjo9LCxs7dq1osw7d+5Y0UI9ID093QGYZfv27ZxZRLAJsxQUFCxevBieyJ9//hkSEoIf/dVXX2Uso5RfV1eHTNDK77//PmPGjOjo6GXLlgkr/Pzzzy9cuCBq5caNG82aNRPmvPXWW9OmTauqqgJtkWr//vtvzPaZM2da90do3Ljx4cOHn332WbhFMBVUCJvXrFmD9W3ixInCkrDw2rVrotPhOmVnZ7dr1w4E+sgjjyxcuBAsaV0LNUdxcTHWD62tsAIwQIWFhS+//LLWhugINmEWTINPP/20VatWSMfFxS1ZskTEAipllPJBK+TE1q1bz58/XzSKGRkZTZs2lVryxx9/uLi4iDJPnz49YMAAkm7QoEGTJk0we7t06WJxvx8AmKt9+/YRERH79+/fuXPnU0895eHhAedoyJAhwcHBK1asCAwMJCVhIehSdDrKv/LKKyQNEQeWWblypbVs04mi/PHHH729vUkak1P4FdgW7C/NF6o2aLoffvgBlkRFRb399tvm/gjdu3eHzbdv38YVFRQUlJCQAEVJvvrll18mT5584MABXB6enp64YNT7gl7AzxVdk1u3bsUaJlztHrpFe4RNmAVrNRQESffo0YOmWcqwnPsfI+hhTU3N119/jSseF7SoJK51aAdRZm5uLlSPMMfHCMbeKQEX3PTp01etWoWLIzExMcIIYYGbN2+SBC44Yf6jjz5aW1srqu2nn34iiYMHD4JTtmzZYqF5FPpRlDjlzTffJGmwA1YRkt6xY8fGjRtpMVkfEGYsXboUbeFnDw8PB8X4+fmZ+1NAP0JUlpeXw7zIyMhNmzYZjDsVBg0ahGsJVxRWpvfee090lrQvqIScSwDumD17dps2bYqKiqzSoj3CJswC3e7q6krSTz755JUrV9jLsJx79uxZf39/evjZZ59B3TRq1EhaEp4O5rkw559//kET8DLIIQY1ICAA483cOUW8//77cLVwzUEYY0UaMWIE44lYljE9ZL8CCcJNw9resKHVRko/ivL8+fOQZiRNaQVISUmBLFLvRXJyMkgcKgBp0NyiRYvMZRZqM7oD+fD888+Tw6SkJAwlufEPPXvo0CGTfXFzc4PooIfQa7NmzUICDGt5i3YKmzALRhrrMEljGHDIXoblXFzNMTExJA1fAwMpXXUJpMsdVt3q6mrhRO3Xrx9jv1SQlpYWGhpKVhvoKUqOLEB5MKA0//Llyx9++CGWNdGtIguhH0WJZeOJJ54QZULZwdEwuVeguLiYelLwK9GEenl1wKVyd3cnaahF6b1zAqW+YLgxWLZo0X5hE2YB72IRxqfB6I+QBGMZk+diAW/btu1rr72GNDhi3rx5cGiVLIFguXv3rvBChwc7duxYulEN7jHcDaXT9+3bBxmiVDPkDz1cvnz5t99+i8q3bdsG4hNuhDMJ0J9IWAEQzGPGjEG1RCBYEfpRlLK+6ooVK8LCwoQ5cCtKS0s9PT0hBIYPH04ycXj16tUXXnjBYHRGpH+uMQKDeO3aNVAkXaugOidMmHDmzBnQPTQaRsFkX5BDdydZt0X7hU2Y5bnnnquoqCCkAMcbA89eRv3cvXv3HjlyBGxCDj/55BOMENU4UuCruro6oUKBfyG8WdvPCJIGLwwdOhRMtGXLls6dOyOnb9++jH/05uXlwavy8vJ65513MjMzIY+ltSkBTYgmGJQa5E9iYuJLL70kKsxerRL0oyhv374tZRaQ8u7du+kh+uvh4YG2cnJywsPD0XEiDGNjY7FCTJs2Db5kdna2kjtpEugOFh64eHQ+wyrYD5tdXFzi4+OhUIYNG6beF1QCOWP1Fu0aNmEWLFnkfh7SWVlZkM3sZVTO3bx5M3IorQDfGyGsFteZkAvgR2AdEDELJr/ImNGjR8Npnz59OlZFDDMSUEZmdRmtVFZWChtir622tlbo74AKsWiDNOlFjOnUv3//HTt2mFWtEvSjKIVakiAjIwOnC5cTyp5+fn6QDBs3biTMgmmJFSg1NRW/eadOnYReFbvSNBh/fEiGyMhIXAC4DAzGuyS46sg2qKlTp6JdzHP1voh0sToYW2SsTbewCbNERUVNmTLF19cXaxqmAb1BCOcZikO9jFL+0qVL4crOmTNH2JBIUIhoxWDchIaZILzlJtIsGGboILKrArS1fv16pLEemtvl7t27p6SkREREoH7o+eTkZPbaYKFwOx9+gYEDBxIlha/KyspQD/170hIjCfSjKDGjwMjCAuQ3VCqP9QaUSg+jjUCiqKgITijNZ1eaBqMj4+3tDQWxcuVKMs/hZ8HLIyPSvHlz8o+eel/QC9G/7Ja3aO+wCbOAgCFcsdpgqkPdyd60VyqjlP/BBx/gU8gsLFdP69atsdqQaYk1f9KkSRg2ZIqKffPNNwbj5hdwEKp9iPBouMcQ57hcQkNDk5KSzKoNiz81CYVTjRg3bpywzKJFi0jCEiMJ9KYo6XStqqqCxyE6RYiSkhLZ+FJICakONQtQHFRvBgYGQnkRrVRYWEhu5aj3BTqInVkYW7R32Gp3f5QRokwqWFTKKOWz8Ii0DC5ErLFw1JEOCgq6dOmSyumurq5YEiEHRAEBLPDx8RHtbmKvrby8nP4BibPUe2qJkQT6UZTu7u4gyscff5wcrl69esCAAaI7LyEhIWlpaegsxODcuXPpfyhwD9esWYPCUCug3czMTHN/h8GDB3/33XeoGYvN4cOH3333XZI/efLknj17YjWCIgNRTpgwwWRfwPL0jx5rtWjvcPCIxA4dOpSWljIWxoRJT0/HvJVdxs0Fe22wsH379lavVgn6UZQYHbhUdE7CFcLEE5XBpMXyAK8Qn2AWui8ZiwTmIVZ+EOL27dvd3NzM+xWMPzvUAdxhuHhgTEhOko9DyNuvvvoKWvK/RpisCr0QRj9dv359xIgRZ8+eNRi3rnh5ecGBRcKKLeofDs4sZNc5Y2FMFawqmDMQ9pY3zV4bfGylf08sqVYFOlGU6DX6TmP5cnJypGdlZGTI1kbmrSVQqhno0qWLeiyFqC/oRbdu3ehhmzZtZHe7WdKiWZDGHzBGQrBHJChFY1A4OLP4+/tDdjIWxmBcvHjRWk2z1wY/YuTIkVavVv8IDQ3FFU+dAvtFQUEB+wjWA0TxByyREOZGJKhEYxA4OLO4uLiQ2416BlYD2b9+HR7wg1T+ObIjNG7cuG3btlpbcQ/S+AOWSAhzIxJMRmOImWXq1KkLFiw4fvz4vHnzdu7ceeLECfZbAPoEu6OhFaxyW8dO4RhP0gsODtbahHuQjT+wViSEMCKBQikaQ8wsaHXdunX4nDJlyhdffAGXjAREmLX7SFcQOsD6BL0r+dCw39FxjGea0ABXW8CswZWNP7A8EkIakUAhjcYgEDNLZWVlVVXVnDlzIHtKS0vr6upIvlm7jzjqGXx0HBjsg6sUf2B5JIQ0IoFCFI1BIWaWM2fOQJwTbyovL4+KKEaw73HmsBbY33LJR8fuwD64KvEHKpEQjJBGJBBIozEoxMySn5/v5eVF0mAW2GGuERwcHPUP9fgDpUgIRkgjEghUojFkNAvVKWAWElpmYHb2+FuiNQEfHQcG4+CajKUgsCQSQhiRYDAVjSGjWWicJZiFbjTmnryewUfHgcE4uCrxB5ZEQihFJBgUojEo1LyhgoICB3hjA4f9wuSDuw2mNoNKN5U6IZQiIXr06JGVlUXS5kYkGBSiMSjEzHLjxg2SuHLlCpSPU71smL7VEPpTa1s4/g+TD+42KG8GVdlU6gwQShjZSIiamhpIB3r4EBEJstEYFIp7cEtKSujTj50E9K2GWhvCcQ/qD+4mUNoMqrSplINgwYIFvXr1sl39isxSVlbmeIJF+IJEV1dXf3//pKSkF198kX5L32rIoTeIHtwtBeOjuTkIIMxXr15tu/oVmSXECNs1rAnICxIrKioSEhJwIWJNi4iIoCGL9K2G2hrJIQvRg7ulUNoMyiELW7v8Dh6RKMXp06cJY7Zq1So+Ph7uJf2KvtVw4cKF2hnIIQ/hg7tlobQZlEMTOB2z5ObmxsXFkXRRUZEwRFX6VkMOnUD44G5ZqGwG5dAEzsUs5AWJECY1NTXZ2dkfffQRZRkO3UL04G5ZqD+am6P+4VzMInxBYrdu3ZKTk+l7hTn0CemDu6Uw+WhujvqHczELfUFifn7+6NGjOa3oHLIP7jY8+DBwg6nNoByawLmYhb5syNvbu1mzZsePH+/Zs6fWRnEogvHB3bKbQZU2ldrSXo77cDpmoeFYEydOXLJkCWcWPUMpXkb0MHDZzaBKm0o56gdOxyz0BYnDhg2LjY0tLy8nzyJPSkravXv3tm3biouLfX19Y2JiEhISBg4cOHLkyMDAQE2t5uCwPzgLs2RmZoaFhd28edPPzy81NbV3795wy6GWO3bsuHbt2j59+kRHR6elpaHkb7/9FhkZ2b9/f7KBIjg4uLCwUGvzOTjsDM7CLCAUaWTafCPooY+PT35+PggF+mXdunWgGzc3t1u3btWvpRwcjgBnYRYWBAQExMXFQbA0adIkKysLPtHixYsd4+HyHBz1DM4s9wFmSU9Phx9kMHpPy5cv79q1q+yDRTk4ONTBmeU+PDw81q9fbzC+vLKwsLCsrEz6nCEODg4WcGaRgYuLS3V1tdZWcHDYMf4HwGVfcyWHsA4AAAAASUVORK5CYII=)
Определяем по формуле СНиП 23-02
![](data:image/png;base64,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)
![](data:image/png;base64,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)
При сравнении полученного значения ![](data:image/png;base64,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)
6.71>1,12>-14,59
Следовательно, ограждающая конструкция удовлетворяет требованиям СП 131-13330-2012 в отношении сопротивления паропроницанию.
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