20mm厚排水板的排水孔的施打要求
(1)施打过程保持排水孔的垂直度,其垂直偏差按进入深度控制≤1.5-2cm/m(1.5%-2%)。 (2)排水孔的平面位置应按设计要求的间距施打,一般位置偏差不超过5cm。
承润土工坐落于山东泰安,欢迎新老客户莅临参观考察,20mm厚排水板厂家
20mm厚排水板施工要求:
当碰到地下障碍物而不能继续打进或令孔体倾斜(超过允许偏差),则应弃置该孔而拔管移位(相距45CM左右),重新施打排水孔。
排水板施插过程,应注意是否在插入时真正送入土中,或在拔管(心轴)时,排水板回带上来。可经常注意卷筒内塑料板的耗用量(或用自动记录装置)。
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)
塑料排水板用于保温平屋面或地下工程底板中,塑料排水板的多个支点使建筑面层与结构层之间形成空隙,具有隔潮、排水、保温等功能;
承润20mm厚排水板铺设过程中要使用无纺布,以下是无纺布的产品介绍:
无纺布介绍:无纺布有称无纺聚酯纤维布确切名称应是“非织造布”,或“不织布”。因为它是一种不需要纺纱织布而形成的织物,只是将纺织短纤维或者长丝进行定向或随机撑列,形成纤网结构,然后采用机械、热粘或化学等方法加固而成。非织造布突破了传统的纺织原理,并具有工艺流程短、生产速度快,产量高、成本低、用途广、原料来源多等特点。
工业用无纺布:过滤材料、绝缘材料、水泥包装袋、土工布、包覆布等。
拉伸强度:
|
1mPa
|
密度:
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1g/cm3
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热变形温度:
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1℃
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弯曲弹性模量:
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1mPa
|
交货地点:
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1
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维卡软化点:
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1℃
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用途级别:
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园艺、建筑、地下车库排水
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产地/厂家:
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山东泰安
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品牌:
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承润排水板厂家
|
弯曲强度:
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1mPa
供货总量:10000平方米发货期限
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20mm厚排水板选择承润最放心。王经理 183-6660-9127