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1)  time-varying mechanics
时变力学
1.
By combining time-varying mechanics and damage theory, basic equations and numerical equations of visco-elastic-plastic time-varying damage mechanics are given.
以损伤时变体为研究对象,将时变力学与损伤力学耦联,给出粘弹塑性损伤时变力学理论基本方程和数值计算公式。
2.
By combing time-varying mechanics and damage theory, variable damage parameter which correlated with variational course is introduced.
以形状随时间变化的物体——时变体为研究对象,将损伤理论与时变力学结合,引入与时变过程相关的损伤参数,形成损伤时变力学分析方法。
2)  time-variation mechanics
时变力学
1.
It was discussed that time-variation mechanics applied in civil engineering, such as in materials, structural analysis, foundation engineering, and construction.
讨论了时变力学在土木工程中的材料、结构分析、基础工程及施工上应用的某些方面 ,提出了时变力学应采用的研究方
2.
But its development and systematization need the clear understand of its foundation──time-variation mechanics.
基于时变力学的对应性原理,建立一种黏弹性时变力学的一般性解法,适用于一类时变力学问题的求解。
3.
A new problem of solid mechanics for time-variation mechanics analyses is presented in this paPer, in which its basic tasks, characters aJs well as mechanical and mathematical methods are given, the importance and development are demonstrated by some engineering examples.
本文阐述时变力学这一新的研究方向,对其基本课题、特征及力学、数学方法与进展作了较为系统概述,并结合工程实践说明时变固体力学方向研究的重要性与发展前景。
3)  time variation mechanics
时变力学
1.
Based on the established rock damage model and theory of time variation mechanics, the stress and strain calculation is processed according to the different path of excavation in this paper.
由建立的岩体损伤本构模型 ,依据时变力学理论对岩体进行不同施工路径下的分步开挖计算 ,并对施工过程中各点损伤演化历程进行计算机仿真模拟 ,以预测后续开挖的损伤状态及寻求较优施工步序。
2.
In this paper, the stability of construction for the bridge is studied by the method of time variation mechanics, and it describes well the structural behavior during construction.
本文按时变力学分析方法 ,研究了大跨度拱桥的施工稳定性问题 ,较好地模拟了施工过程的结构行为。
4)  time-vary dynamics
时变动力学
1.
By using Lagrange equations based on time-vary dynamics, the systematic equations on vehicle-bridge coupled vibratoin were formulated.
文章通过拉氏方程,在时变动力学的基础上,建立车-桥耦合振动的系统方程。
5)  time-variant mechanical system
时变力学系统
1.
The principle variation of beam deflection is calculated with two variable parameters: the initial speed and the acceleration of moving mass, using the solution method of time-variant mechanical system.
利用时变力学系统的求解方法,得到在移动质量的初速度和加速度两个运动参数变化情况下,梁的挠度变化规律。
6)  mechanics of time-varying (time-dependent) structures
时变结构力学
补充资料:时变
1.四时季节的变化。 2.时世的变化。亦指时世变化的规律。
说明:补充资料仅用于学习参考,请勿用于其它任何用途。
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