Функциональная схема проектируемого здания
Важнейшие требования к проектированию жилищ – обеспечение правильного соотношения площадей жилых и подсобных помещений и рациональное взаимное расположение помещений в соответствии с их функциональным назначением и взаимосвязью. Квартира, представляющая собой сгруппированные в определённом порядке помещения, предназначенные для проживания в них одной семьи, состоит из жилых комнат, кухни, передней, ванны (или душа), уборной, встроенного шкафа или кладовой. Для правильного представления назначения здания и каждого помещения в нём студент должен разобраться с функциональным процессом, необходимым перечнем помещений, взаимосвязью между ними и составить функциональную схему здания (квартиры).
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YCsXZQN9vdV1555YfqtvZF1M7f+qTcLBDrvIDme+t+BWSgadQRUnX0z4ILLvhy7fyvx77+9a//Wy/TGEwzjdZNSzVqbx0MUCGo7fvNocTNa1uve90EsAIx2O+k2/lJm7mSOsS2rlvS7CCvTU69fD9M7ab5SIyW+vRaR/7Ube2Y33777S8/8MADT6vn6jyBWsB+85vf/OdakG699dZXt+6kbbbXDzSNOmejTiyrc1JqeO799tvvzDparJdp1MK4OUeh1Els9VxzgEEzjdr807xm/Pjxe9a5LPVcffp/880352p97VB/J93MTwVo0UUXfaF5rO7XIdS1ZlbnQLQ/XudV1HTrKKlag9huu+2ucD0Q+H0i8YXffaKts5p7/RQ6HLXATYfM1kKsdv6m77377rvXau6nadS5KAP9/G6mUZuMmhMbB5tGHeHU3O80DHjraxvta3AD/U56mZ9OWk+ga3XfffetPtD3wbROJL7wu0i0bosG4Hem+UjYOQmQTfORACATCQAikQAgEgl60uk6EHVuxIQJExauIUTmnXfe1+pM8Tr/4Etf+tL/dntdC2DyJBL0pNN1IEqd6FYju44bN27fww477MQKw0033bRx89xg17UAJk8iQU86XQeiuf5FGTt27FkVieb8g5G6DgQwaYgEXUvXgWjVXDq0Nkm1Pt7v60AAk4ZI0LV0HYhW55xzzt61plFDm7c+PlLXgQBGlkjQlYGuA9GoNY3zzjvvOz/+8Y//pi7p2vrcSF0HAhhZIkFXBroORKkd0bXPoS7e0zpibWOkrgMBjCyRoCsDXQeirg9d1yavhX9tTmr9vpG6DgQwaYgEXRnoOhB1XsR777036yKLLPJi6/fUeRSDXQcCmLyJBMNWgUjPDXYdCGDyJhL0rH3k3IFG0h3sOhDA5E0kAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiEQCgOjzSIwZM2biaL8RACY/1iQAiD6PxMSJE8f0e8LN2km/pz1S0x1Noz1P/l/BlG+k/r1ZkwAgEgkAIpEAIBIJACKRACASCQAikQAgEgkAohEflmOkpj01DiUy2vM02j8fGL5+/zt2xvVkYLTnaaT/XwGTjjOuAZhkRAKASCQAiEQCgEgkAIhEAoBIJACIRAKASCQAiAzLMRkZ7Xka7Z8PTH6sSQAQGbtpMjDa82TsJiCxJgFAJBIARCIBQCQSAEQiAUAkEgBEIgFAJBIARP8PsjU9USSY34gAAAAASUVORK5CYII=)
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)
Рис. 1.3.1 Функциональная схема 1 комнатной квартиры
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