cbzhang 发表于 2023-4-29 10:31:18

Bulk Modulus B (GPa) Max 如何计算

如何计算Bulk Modulus B (GPa) Max ?我发现这个值很高,比较感兴趣,但是没有找到如何计算?也欢迎和各位讨论一下这个值的意义



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-->> (01) Reading Elastic-Tensor From OUTCAR File...
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-->> (02) Reading Structure from POSCAR File...
Crystal Class: 2
Space Group: C2
Crystal System: Monoclinic
Including Point group classes: m, 2, 2/m
There are 13 independent elastic constants
    C11C12C13    0C15    0
    C12C22C23    0C25    0
    C13C23C33    0C35    0
      0    0    0C44    0C46
    C15C25C35    0C55    0
      0    0    0C46    0C66

Stiffness Tensor C_ij (in GPa):
    300.925   74.573    182.429      0.006    175.356   -0.009
   74.573   1014.795    125.965      0.016      6.628   -0.005
    182.429    125.965    645.639      0.019    204.122   -0.006
      0.006      0.016      0.019    294.846      0.002    115.542
    175.356      6.628    204.122      0.002    234.049      0.001
   -0.009   -0.005   -0.006    115.542      0.001    229.176

Compliance Tensor S_ij (in GPa^{-1}):
   0.006106-0.000385-0.000286-0.000000-0.004314   0.000000
-0.000385   0.001041-0.000243-0.000000   0.000471   0.000000
-0.000286-0.000243   0.002219-0.000000-0.001714   0.000000
-0.000000-0.000000-0.000000   0.004227   0.000000-0.002131
-0.004314   0.000471-0.001714   0.000000   0.008986-0.000000
   0.000000   0.000000   0.000000-0.002131-0.000000   0.005438

Anisotropic mechanical properties of bulk singlecrystal:
+---------------------------------------------------------------+
|Mechanical Properties    |    Min    |    Max    | Anisotropy|
|---------------------------------------------------------------|
|Bulk Modulus B (GPa)   |   48.219| 1546.861|   32.080|
|Young's Modulus E (GPa)|119.407|959.763|    8.038|
|Shear Modulus G (GPa)    |   86.636|439.767|    5.076|
|Poisson's Ratio v      |   -0.144|    0.756|   -5.230|
|Linear compressibility   |    0.215|    6.913|   32.080|
+---------------------------------------------------------------+
Linear compressibility beta is in unit of TPa^-1
References:
Marmier A, Comput. Phys. Commun. 181, 2102–2115 (2010)
Gaillac R, J. Phys. Condens. Matter 28, 275201 (2016)





vaspkit 发表于 2023-4-29 17:30:06

参考文献J. Phys.: Condens. Matter 28 (2016) 275201和Computer Physics Communications 181 (2010) 2102。

cbzhang 发表于 2023-5-1 14:41:21

vaspkit 发表于 2023-4-29 17:30
参考文献J. Phys.: Condens. Matter 28 (2016) 275201和Computer Physics Communications 181 (2010) 2102 ...

感谢,我看到了,论文里面的杨氏模量,剪切模量和泊松比可以通过旋转弹性矩阵获取,但是体积模量,我只看到了三种VRH的平均值。这个体积模量也可以旋转吗?
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