冷拉端钩型钢纤维是属于高性能钢纤维可提高混凝土的抗冲击和抗疲劳的能力提高混凝土的抗渗能
力,因其具有抗拉强度高,韧性好,价格低等特点,所以常被用做成排钢纤维的替代品,较之于其他形
状的钢 坡、桥梁、隧道、机场、港口、铁轨枕等方面得到广泛应用。
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)
满足国家行业标准,如有特殊要求,欢迎来电或在线咨询,谢谢!
![88](https://cbu01.alicdn.com/img/ibank/2016/334/899/2735998433_1000621134.jpg)
![DSC07289](https://cbu01.alicdn.com/img/ibank/2016/748/540/2738045847_1000621134.jpg)
![DSC07291](https://cbu01.alicdn.com/img/ibank/2016/963/499/2738994369_1000621134.jpg)
![undefined](https://cbu01.alicdn.com/img/ibank/2016/407/100/2736001704_1000621134.jpg)
冷拉端钩型钢纤维应用领域
1. 公路桥梁
2. 水工大坝
3. 铁路工程轨枕
4. 港口及海洋工程
5. 隧道及矿井工程
6. 管道工程
7. 其它建筑工程
冷拉端勾型钢纤维使用注意事项
钢纤维掺量可选择路面建设30-80kg/m3,桥梁建设50-100kg/m3钢纤维混凝土搅拌工艺:施工中按常
规施工,不需作特别调整。
冷拉端勾型钢纤维包装
采用纸塑复合包装,20kg每包,亦可根据您的要求为您量身定做。
冷拉端钩型钢纤维经济优势:
1. 在同等强度下可减节约混凝土用量。
2.可取代或部分取代配筋。
3.可缩短施工同期,特别适用于要求连续快速浇灌混凝土的较大工程。
4.与普通混凝土同样的搅拌及施工,不需添加设备。
5.制品寿命延长,综合性价比高,社会效益明显。
为什么使用冷拉端勾型钢纤维?
冷拉端钩钢纤维能够有效地阻碍混凝土内部微裂缝的扩展及宏观裂缝的形成,显著地改善了混凝土的抗拉、
抗弯、抗冲击及抗疲劳性能,具有较好的耐久性等多种综合性能。冷拉端钩型混凝土结合高效的新型施工方
式,正逐步取代传统的钢筋箍网方式。钢纤维混凝土不仅减少了钢筋使用量,同时可以应用更多的现代化方
式施工,从而确保施工过程的快速和稳定,在高效的资源配给同时也节约了时间。钢纤维混凝土也具有
极强的灵活性,使传统方式无法实现的复杂结构成为可能。
![undefined](https://cbu01.alicdn.com/img/ibank/2016/115/527/2980725511_1000621134.jpg)