sfcp 发表于 2024-11-12 13:16:42


得意tang 发表于 2024-11-12 13:43:49

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

得意tang 发表于 2024-11-12 13:45:16

        冲裁力的计算                                                               
                                                                       
                冲裁力是冲裁过程中凸模对板料施加的压力,它是随凸模进入材料的深度(凸模                                                       
                行程)而变化的。                                                       
                                                                       
                用普通平刃口模具冲裁时,其冲裁力F一般按下计算:                                                       
                                F = K * L * t * T b                                       
                式中:        F——冲裁力(N);                                               
                        K——系数(注1)                                               
                        L——冲裁周边长度(mm);                                               
                        t——材料厚度(mm);                                               
                        Tb—— 材料抗剪强度(MPa);                                               
                注1:系数K是考虑到实际生产中,模具间隙值的波动和不均匀、刃口的磨损、板                                                       
                料力学性能和厚度波动等因素的影响而给出的修正系数。一般取K=1.3。                                                       

默笑沧海 发表于 2024-11-13 08:07:43

搞机的小学生 发表于 2024-11-12 10:01
谢谢!请问需要乘上材料厚度吗?

需要*板厚

搞机的小学生 发表于 2024-11-13 21:39:27

sfcp 发表于 2024-11-12 13:16


谢谢你!

搞机的小学生 发表于 2024-11-13 21:39:48

默笑沧海 发表于 2024-11-13 08:07
需要*板厚

好的。谢谢你!

搞机的小学生 发表于 2024-11-13 21:40:11

得意tang 发表于 2024-11-12 13:45
冲裁力的计算                                                               
                                                                       
                冲裁力是冲裁过程中凸模对板料施加的压力,它是随凸模进入材料的深度 ...

谢谢!

搞机的小学生 发表于 2024-11-13 21:52:17

sfcp 发表于 2024-11-12 13:16


谢谢!
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