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constitutive相关的网络例句

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与 constitutive 相关的网络例句 [注:此内容来源于网络,仅供参考]

The origin of such large amounts of constitutive heterochromatin and their role in karyotype evolution and speciation remain a mystery.

如此大量的结构异染色质的来源及其在染色体组型进化和物种形成中的任务仍是一个谜。

In conventional numerical analyses the macro non-linearity of the materials is simulated through assigning the nonlinear constitutive relation of homogeneous material to each element.

通常的数值分析通过将非线性本构关系赋给每个单元来模拟材料的宏观非线性。

The contact model was extended to layered media by modifying the constitutive equation of the homogeneous medium to include the effects of the mechanical properties of the layer and substrate materials and the layer thickness.

The联络模型延伸到层状媒介通过修改结构性等式 of包括的机械性能的作用的同类的媒介layer和基体材料和层数厚度。

Combining the theories, numerical simulation with experiment, the construction of the hydroforming material constitutive model is studied in this paper.

该项研究工作对先进制造技术,特别是数字化制造技术具有重要的理论意义和实际价值。

The results show dynamic constitutive relationship of loess for 4 kinds of frequency submits to hyperbolic equation.

结果表明,对应于4种频率的原状黄土的动本构关系均服从双曲线模型,但试验常数a、b均随振动频率的增大而略有减小。

The results showed that the flow behavior of 2124 aluminum alloy was described by the hyperbolic sine constitutive equation, and an activation energy of 170.13 kJ/mol was calculated.

结果表明:2124铝合金热变形过程中的流变应力可用双曲正弦本构关系来描述,平均激活能为170.13 kJ/mol。

According to the definition of hyperbolic sine, flow stress constitutive equations of T122 and T91 steels had been developed.

根据双曲线正弦函数的定义,建立了T122钢和T91钢热变形条件下流变应力双曲线本构方程的显式表达式。

An accurate and simple computational method was developed to determine the apparent activation energy and material parameters of the hyperbolic sine constitutive equation based on one parameter nonlinear least squares regression.

基于单参数非线性最小平方法,提出了一种优化求解双曲线本构方程中表观激活能和其他材料常数的方法。

The flow stress increases with increasing the strain rate, and decreases with increasing the deforming temperature, which can be described by a constitutive equation in hyperbolic sine function with the hot deformation activation energy of 209.84 kJ/mol, and can also be described by a Zener-Hollomon parameter.

该合金热压缩变形的流变应力行为可用双曲正弦形式的本构方程来描述,也可用Zener-Hollomon参数来描述,其变形激活能为209.84 kJ/mol。

Heat resistant steel T122; hot deformation ; hyperbolic sine constitutive equation ; critical strain

T122耐热钢;热变形;双曲线本构方程;临界应变量

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