Computing method of mechanical dynamic compression property parameters of two-dimensional porous materials
A porous material, dynamic compression technology, applied in computing, electrical digital data processing, special data processing applications, etc., can solve problems such as difficult to obtain, difficult to accurately calculate densification strain, limited size range of two-dimensional porous materials, etc. , to achieve the effect of reliable results, simple and fast operation, and high speed
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Embodiment 1
[0049] Calculation of Mechanical Properties Parameters of Triangular Two-Dimensional Porous Materials under Dynamic Compression
[0050] Step 1. Select aluminum as the wall material, which is a bilinear hardening material, with a Young's modulus of 68.97GPa, a yield stress of 292MPa, a tangent modulus of 689.7MPa, a Poisson's ratio of 0.35, and a density of 2700Kg / m 3 .
[0051] The finite element calculation model of the triangular two-dimensional porous material is established by using ANSYS / LS-DYNA software, such as Image 6 As shown, the triangular two-dimensional porous material 4 is placed between the horizontally arranged upper platen 1 and the fixed support plate 2, both of which are rigid materials, so that the upper platen 1 moves downward at a uniform speed toward the The two-dimensional porous material 4 applies the load. The triangular two-dimensional porous material is periodic, and the waist length of the triangle in the characteristic unit is 3mm, the base an...
Embodiment 2
[0075] Calculation of Mechanical Properties Parameters of Dynamic Compression of Circular Two-Dimensional Porous Materials
[0076] Step 1. Select the same aluminum material as in Example 1 as the wall material.
[0077] Such as Figure 10 As shown, the circular two-dimensional porous material 5 is placed between the upper platen 1 and the fixed support plate 2 arranged horizontally, and the test procedures and conditions are the same as those in Example 1. The circular two-dimensional porous material has 16 circular units along the width and height directions. Therefore, the length along the compression direction h=16×3×2=96mm, and the length w=96mm in the horizontal direction of the cross-section in the compression direction. The width in the horizontal direction of the cross-section in the direction of compression (that is, the depth of the hole) b=10mm. The downward movement speed of the upper platen is 3m / s and 100m / s respectively. Various response curves of coplanar ...
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