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hishamajmalpc ...
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加入时间:2015年11月9日 职位:55
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发布时间:2023年1月10日星期二上午6:30Post subject:对角线加固可重入角 |
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亲爱的se半岛软件下载finas, 请参阅SP 34 reg第9.4.9条。对角线加固可入角。有必要在所有情况下都提供这个吗?这有什么设计标准吗?
问候
![](data:image/png;base64,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) 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pvgraju ...
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加入:2020年6月7日 帖子:64
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发布时间:2023年1月17日星期二上午9:02Post subject:对角线加固可重入角 |
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亲爱的先生,
由于温度的变化,收缩混凝土试图在垂直方向上收缩,这将在拐角处产生裂缝。通过在可重入角处提供对角线加固,裂缝宽度将最小化。
问候,
P.V.Gavarraju。 |
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kunalkansara 一般的赞助商
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加入日期:2003年1月26日 帖子:196
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发布时间:2023年3月8日星期三晚上10:19文章主题: |
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亲爱的工程师
可重入角的结构是什么?
通常情况下,结构构件中的可重入角(例如,在半接头或梁的末端,这是在60年代和70年代建造的桥梁中流行的方法)是剪切主导区域。在这些角上的应力集中相当高,这使得它们非常容易产生来自可重入角的裂纹,通过这些裂纹,自然元素可以进入并开始腐蚀内部钢筋,进一步削弱构件。很少有策略被用来保护重新进入弯道的可能性:
首先,在可能的情况下,采用倒角代替尖锐的再入角,在一定程度上缓解应力集中。
其次,具体的加固细节提供了解决应力集中和力,意图打开可重入角。
在结构构件的再入角处有两种主要的加固细部形式:
方案A:(口头上也称为欧洲详细方法),弯曲一组主要张力钢筋从底部的腹部的成员通过再入角对角线一直向上到顶部面,然后向内弯曲,将它们锚定在结构成员内。再入角的裂纹一般发生在45度角。因此,对角线钢筋的关键要求是在裂缝两侧有足够的展开长度,以有效地抵抗潜在裂缝在该区域产生的张力。
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