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Курсовая архитектура оформленная 1. Малоэтажное жилое здание
1.4. Требования, предъявляемые к зданию
Каждое здание должно удовлетворять целому ряду требований. К ним относятся: функциональная целесообразность, прочность, устойчивость, пожарная безопасность, долговечность, красота композиции и экономичность строительства.
1.4.1. Санитарно-гигиенические требования
Наименование требований
| Принятые характеристики (краткое описание с пояснениями)
| Источник характеристики
| 1. Расчётная температура воздуха внутри помещения и кратность воздухообмена для основых помещений
1.1. Жилые комнаты
1.2. Кухня
1.3. Ванная
1.4 Уборная
|
Температура, t, °C
|
Кратность, м3/2
| СНиП 2.08.01-89* Жилые здания, прил. 4
| 18
18
25
18
| 3
≥60
50
25
| СНиП II-3-79* Строительная теплотехника, табл. 1
| 2. Влажностный режим помещений
| 50 до 60 %
| СНиП II-3-79* Строительная теплотехника, табл. 1
| 3. Возможная ориентация здания по странам света в зависимости от планировочной структуры здания и требования инсоляции помещений (с графическим изображением возможной посадки здания на участке застройки в соответствии с заданной планировочной структурой здания).
| Продолжительность инсоляции, должна быть обеспечена: в одно-, двух- и трехкомнатных квартирах - не менее чем в одной комнате;
| СНиП 2.08.01-89* Жилые здания п. 1.3
| 4. Требования к естественной освещённости помещений, предельные длины коридоров.
| Площадь окон
| Площадь полов
| СНиП 2.08.01-89* Жилые здания, п. 1.2, п. 1.5
| Не более 1/5.5;
не менее 1/8
| Не более 24 м
| 5. Глубина, ширина помещений, их соотношение, высота помещений, высота
этажа.
| Площадь гостиной (общей комнаты) в квартирах с числом комнат 2 и более - не менее 16 м2, других жилых комнат и кухни - не менее 8 м2. Предельная глубина: 6 м; Минимальная ширина: 2,3 м; Предельное соотношение глубины к ширине 2:1; Высота помещения: 2,5 м; Высота этажа: 2,8 м
| СНиП 2.08.01-89* Жилые здания, п. 1.1
| 6. Требования к пространственному
размещению жилых помещений по этажам (использование подвалов, цокольных этажей и т.п.)
| Размещение жилых помещений в подвальных и цокольных этажах жилых зданий не допускается.
| СНиП 2.08.01-89* Жилые здания, п. 1.43
| 7. Нормы допустимого шума в основных помещениях и требования к и (индекс звукоизоляции) перегородок,
стен, перекрытий, дБ
| Помещение
|
, дБ
|
, дБ
| СНиП II-12-77 Защита от шума, табл. 7
| Перекрытия между помещениями квартир
| 50
| 67
| Перекрытия между помещениями квартир и неиспользуемыми чердачными помещениями
| 47
| -
| Стены и перегородки между квартирами, между помещениями квартиры и лестничными клетками, холлами, коридорами, вестибюлями
| 50
| -
| 8. Санитарно-технические устройства
(описание типа отопления, вентиляции
водоснабжения и т.д.) в зависимости от
данных, указанных в задании.
| Отопление жилых комнат: центральное; оборудование кухонь: печь электрическая; водоснабжение холодное: от городских сетей; водоснабжение горячие: от тепловых сетей; канализация: сливная; вентиляция: вытяжная с естественным пробуждением.
| По заданию
|
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)
1.4.2. Противопожарные требования и долговечность здания
![](data:image/png;base64,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) ![](data:image/png;base64,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) ![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAYoAAAJgCAYAAACUSSRpAAAACXBIWXMAAA7GAAAOwwGXojnXAAAIPklEQVR4nO3YMQ7DMAwEwRDw/7/MwKWBZFurmClUX7egrt39AMA/1/3MjFoA8NP19gAAzvYIxe7OW0MAOM/94+SiACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIQgFAEgoAklAAkIQCgCQUACShACAJBQBJKABIj1DMzL41BIAzfQFOIRKCPXFPiwAAAABJRU5ErkJggg==) Класс капитальности жилого дома принимаем четвёртый. Для этого класса:
Класс капитальности
| Этажность
| Степень огнестойкости
| Степень долговечности
| IV
| ≥2
| Ниже III
| Не нормируется
|
Степень огнестойкости здания
| Класс конструктивной пожарной опасности здания
| Наибольшая допустимая высота здания, м
| Наибольшая допустимая площадь этажа пожарного отсека, м2
| III
| C1
| 15
| 1800
| Пожарно-технические характеристики здания:
Степень огнестойкости здания
| Предел огнестойкости строительных конструкций не менее требуемое/фактическое
| Наружные стены
| Перекрытия междуэтажные, чердачные
| Лестничные клетки
| Внутренние стены
| Марши и площадки лестниц
| Ш
| E 15
| El30
| EL45
| EL45
| Класс конструкций по пожарной
опасности зданий
| Класс пожарной опасности строительных конструкций не ниже
| Стены наружные с внешней стороны
| Стены перегородки и перекрытия
| Стены лестничных клеток и противопожарные перегородки
| Марши и площадки лестниц
| С1
| К2
| К0
| К0
| К0
| Класс функциональной пожарной опасности Ф 1.3 – многоквартирные жилые дома
|
В зданиях I, II и III степеней огнестойкости, класса Ф1.3 для делений на секции следует предусматривать противопожарные стены 2-го типа или перегородки не ниже 1-го типа, а стены и перегородки, отделяющие вне квартирные коридоры от других помещений, должны иметь предел огнестойкости не менее EI 45. Межквартирные ненесущие стены и перегородки должны иметь предел огнестойкости не менее EI 30 и класс пожарной опасности К0. (*СП 4.13130.2013, п. 5.2.9) 1.5. Определение состава помещений и баланса площадей
Жилище должно полностью отвечать условиям жизни сообразно возрасту и численному составу семьи и отдельных индивидуумов, учитывать характер их занятий.
Каждое жилое здание должно удовлетворять функциональным требованиям и отвечать присущим каждому человеку эстетическим запросам, оказывать благоприятное воздействие. На основе функциональной схемы проектируемого здания приступают к уточнению необходимого перечня помещений и их площадей. Для определения размеров площадей учитываются нормали (габаритные размеры человека в различных положениях, размеры мебели и оборудования) с учётом санитарных норм площадей и объёмов здания, которые необходимы для нормальной деятельности человека
1.5.1. Определение состава помещений зданий квартирного типа Квартиры в планируемом доме проектируем для семьи Тип А (квартира для полной семьи).
Площадь гостиной (общей комнаты) в квартирах с числом комнат 2 и более - не менее 16 м2, других жилых комнат и кухни - не менее 8 м2. Высота жилых помещений от пола до потолка должна быть не менее 2,5 м, Высоту этажей от пола до пола для жилых домов социального назначения рекомендуется принимать не более 2,8 м, Высота внутриквартирных коридоров должна быть не менее 2,1 м. Ширина подсобных помещений квартир должна быть, м, не менее: кухни - 1,7, передней - 1,4, внутриквартирных коридоров - 0,85, уборной - 0,8 (минимальная глубина - 1,2).
Состав и размер помещений квартир:
Наименование
| Ед. изм.
| Показатель
| Эскиз помещений и рекомендуемое соотношение размеров в плане
| Требование
| Фактически
| Площадь квартиры I типа
| м2
| 28/44/56
| 36,48/56,81/78,4
| B : L = 1:2
L ≤6 м
| Площадь общей комнаты
| м2
| 14/16
| 20,33
| Площадь 1-й спальни
| м2
| 8
| 17,04
| Площадь 2-й спальни
| м2
| 8
| 20,33
| Площадь 3-й спальни
| м3
| 8
| 15,2
| Площадь кухни
| м2
| 5
| 9,68
| Размеры ванной
| м
| 1,5х1,8
| 1,5х1,8
| Размеры уборной
| м
| 0,8х1,2
| 0,8х1,2
| Ширина передней
| м
| 1,4
| 1,41
| Ширина коридоров, проходов в жилые комнаты
| м
| 1,2
| 1,2
| Внутриквартирные проходы
| м
| 0,85
| 0,85
| Ширина дверей
| м
| 9,84/1,274/1,474
| 9,84/1,274/1,474
|
1.6 Выбор конструктивной схемы здания и требований ЕМС (единой модульной системы) Расчёт лестниц:
![](data:image/png;base64,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)
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![](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAALAAAAAoCAIAAADR4OcnAAAHH0lEQVR4nO1ba0gUXRjeLhaldFO8FPmvKCtvZXYR+iGVrlYgQoGlFoqmKIWmGErZV2ql+KM041MqJSivaGEaKphFVJAa5SUiLSLB8oaXEtO+hz18h2l2Zxxnt5lhd54fy7vP2dn37Jxn3svxuPD3798aFSr+x0K5J6BCWVAFoeIPSCqI2trakJCQ8fFxd3f3lpaWxYsX19TUhIaGTkxMUEbK+ajQh6SC0Gq1KSkpg4ODWVlZhDl48GBSUtLo6GhmZqaUM1HBBalTRnt7e0BAAJN58+bNoUOHJJ6GCi5ILQgsP4IEi0lLSzOtFy8vr56enrGxsdWrVwcFBaWnp1tbW5Oh58+fV1dXz8zMQIW7d++ml5SVlZ0+ffrXr18XL16MiIiYlTdXSCqIqamp3t7eDRs2UGZycvLz589MxiSYnp5+/fo11PD9+3eoLT4+vqioCHxdXd3x48fxdunSpTExMZcvX/bz8wPf0dGRn5+PS378+HHgwAEUNNu2bePhzRiSCgL3FxXlokWLmCTu8oIFC0zrCEtIDEdHx6tXr65bt468vXPnDkSAMhZ2YGBgamoqEcS1a9dQytjb28MGeePGDSIgLt6MIakgUEBgMW7fvk2Z4uLipqamv+p0ng7EhhwdHByIjfhBN+WePHly7tw5Ym/fvp3aXLwZQ1JBoFxwdXXlZ0yOzs7OnTt3Ejs4OLigoMDDw2PJkiXZ2dnHjh0jPNLWihUriG1ra/vlyxd+3owhtSBIiOZhTA4E+eTkZGIjPt29exd5BHZsbCztd1Ai0C0QlBd4y8+bMcw8QtTU1Dg7O+/atYu8RYaysbEZGBhA1xAeHg5xhISEgEfA+PnzJ15hozchBg9vxpBIEPX19dHR0f39/YjelZWVbm5utbW1eEYJU1VVxZKFi4vLp0+fKioqjIkfDQ0NT58+vXLlCmXgOioqauXKlbDRZSB4EEGsXbt2aGiIrDcakzVr1pDPc/FmDIkEsX///p6eHiaj1WpZDBPoRz5+/IhGQLQgsPYvX75kqgFAO0PDPgrM+fPnExuiJG0qbFyF+pGfN2OwBTE1NYWnE3equ7tblgkRWFtbY+XIoywCN2/eRIChG+QU0OWFCxfQdCBloGU4c+YM4RE2Tp065eXlBaeXLl2ivSUXLwLV1dVw9/79e/0hZCX03l1dXZSRcZeMLQgrKyu0hdevX/8bzoRjZGSksLDw8ePH4i4/efIkXpmCmJmZwWtkZCRazZKSEig+MTHxxIkTZBSPflhY2JYtW8DjXnt7e/PzcwJCUUZGhpOT04cPHwx+ANJkCkXeXTIDKaOtrc3T09PknoTj8OHDjx49wt2/deuWuG8gy68PxIYoHfSH5soLB6IdoguM+Ph4/dGWlhb0L0xG3l0yA4Job29H5saqoO578eIFMojJvfLj/v37EnuUCxMTEzk5OUgE6enplBS9S5aWlvbt27eCggLKoKzet2/f8PDwsmXL+EcpaThC4EokPHyFv78/kjHPT2psbNy7d6/BIVRwqEh4rp0TJHMkHMZPKSUlBc860jSTFL1L9o8Ora2tHh4eGl05mJubi0aJrDf/KAVbEAi2UEB5eTna98HBQbrpywVfX1+u+GxaSOZIOIycUlNTE7KJfh1gzC4ZKtMdO3YQG7EHNlOX/KMEbEGguUANBTVodJu+mzZtmuPPNIBZVcWPOR0DNtKXcBh5OHl0dBQtMVoP/SHRu2RYu61bt+7Zswc24sfDhw8R5gcGBoSMUrAFgXxBi4Z3795t3rzZiF+tghPocVAEGDwyKHqXDA0IHmYkBdTj6E6Rj9CYbNy4UcgoBVsQqCiZgpi1sRGSR01y0l9gwpbyvwqMqSH+1YHJoLMlCUj0LtmzZ8/Onz9fWlr69evXvr6+gICAqqoqtM1CRikMRAitVktsKCg8PJznV2nUGkLslFgXUjVoxO6STU5O9vb22tnZ4auOHj2KDlGjKxrI480/ysQsESI4OPjVq1erVq1CE5yQkIDuY/ny5ZjZ9PR0YWGhuHthacDjeOTIERRksO3t7XF78ZiS7QSDELdLBh4Ni0ZXavj4+JBaAXVDREQEIgH/KPN72ILA7KmN2ELt0NDQBw8eQGUIhpAF+UYjwXPyUQJI5t3Jyam5uZn/M6yAIWKXjO51hulAbKyUkFEmhP5xq7KyEhrHHezv70cTDMUJvJAHXCcfpYG83hULQYJAfVRSUnL27Nni4uKsrCzYJhEE18lHaSCvd8VCkCCw/Gia0cW+fft2/fr1KEbu3bsXFxdnwnkwTz5KD3m9KwqCBEH/MpuXl6fhyD1GgnnyUXrI611RUMo/+zJPPlqad0VBEYJgnXy0KO9Kg/yC0D/5aDneFQiZBWHw5KOFeFcm5BQE18lHS/CuWMgpCK6Tj5bgXbGQUxDyLoC6/AYhf1GpQlFQBaHiD/wHDQLmp97eqV4AAAAASUVORK5CYII=)
Количество проступей равно ![](data:image/png;base64,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)
Заложение ![](data:image/png;base64,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)
Принимая минимальную ширину площадки Bпп = 1600 мм, получим наименьшую допустимую длину лестничной клетки:
![](data:image/png;base64,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) мм
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)
Рис. 1.6.1 построение двухмаршевой лестницы жилого дома Выбрав размер балки перекрытия БТ-60 и увязав их и с необходимыми размерами лестницы (принимаем =1210 мм), окончательно устанавливаем ширину здания L=12000 мм и конструктивный остов здания, с учётом правил привязки разбивочных осей в соответствии с единой модульной системой (ЕМС).
На основе схемы плана к зданию устанавливается план конструктивного остова с указанием несущих конструкций (стен). На нём проставляется ширина здания, увязанная с требованиями предельной глубины жилых помещений.
Шаг поперечных несущих стен преимущественно должен быть кратен 15М, разрешается применять кратным 2М и 3М.
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