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elastic body相关的网络例句

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

By means of plane elastic complex variable method and the theory of boundary value problems for analytic function, the stress distribution of elastic body is given in closed forms.

本文研究集中力作用下带任意孔洞的各向同性半平面焊接问题,利用复变函数方法和解析函数边值问题的理论,给出了弹性体应力分布封闭形式的解。

Background: The crystalline lens of the human eye is a biconvex elastic body behind the pupil.

背景:水晶体是一个位於瞳孔后方双凸的透明组织。

P-wave: An elastic body wave in which particle motion is in the direction of propagation.

P-波:质点运动方向与波传播方向相同的弹性体波。

In this paper,author's research starts from the thermal expansivity and thermal transmission theory in physics,then utilizes the thermo elastic theory in mechanics of elastic bodies and the solution of statically indeterminate system in mechanics of materials as well as the interaction principle between soil and elastic body,finally gets the correct thermal stress analysis formulae of shaft-wall.

长期以来,在基岩段井壁结构的设计中,一直将地压作为结构设计的影响因素,实际上是不完善的;对于煤矿的进风井,井壁的温度随季节而变,因此,温度因素同样的应该考虑到井壁结构的设计中去;因此,将遗漏的因素补充入传统的设计理论中,是目前十分紧要的一项研究工作。

Point to take MQ2535 portal crane jib system as to research object, take finite element and mechanical kinetics as to theoretical fundamental, make use of ansys8.1 to emulate jib systemic at the course of luffing in dynamics , obtain luffing procedural dynamics data of rigid body and elastic body of the jib system , according to those data,which is to improve these system designs beneficial conclusion henceforth.

针对以上问题,本文以MQ2535门座起重机臂架系统为研究对象,以有限元和机械动力学为理论基础,借助ANSYS8.1对臂架系统的变幅过程进行了动力学仿真,得到了臂架系统刚体和弹性体变幅过程的动力学数据,从数据中得到了对今后改善该系统设计的有益结论。

For raising the calculating efficieney of multibody system dynamic equation, especially moving elastic body, a method for solving nonlinear dynamic equation is presented by combining direct integration and Neumann series.

为了提高多体系统动力学方程,特别是运动弹性体的动力学方程的求解效率,提出了求解非线性的或时变的动力学方程的Neumann级数一直接积分解法。算例表明了该方法的正确性和有效性。

Based on the eigen theory of elastic mechanics , the Hamilton density functions for various deformation process are obtained by defining the normal conjugate momentum density , and the Hamilton normal equations for elastic body are also given .

Hamilton体系由于其方程具有对称性,在经典力学和量子力学及其场论等领域中发挥了重要作用。Hamilton体系与Lagrange体系的不同之处体现在:它是在相空间,以对偶变量的形式描述系统的运动规律。

Dynamical response of spherical shell contained in infinite elastic body is a common problem in engineering practice.

工程实践中经常需要解决无限大弹性体内球壳的动力响应问题。

Elastic statics mainly relates to the connection between force and transmogrification, elastic body'sinvalidation, the guide line of design in invalidation.

弹性静力学主要涉及力和变形之间的物性关系,以及弹性体的失效、与失效有关的设计准则。

In order to help for evaluating properties of soil in interaction more precisely, the paper applies elastic theory solution on different modulus in tension and compression for vertical load into semi-infinite elastic body. Through quoting Heaviside function, the solution of elasticity theory with different modulus in tension and compression is established founded on the solution of elasticity theory for the material incapable in tension and Mindlinsolution for equal modulus.

为使地基土在共同作用中的行为特征评价更为合理,本文应用了半空间问题竖向荷载下地基土的拉压模量不同弹性理论解,该理论解是通过引入Heaviside函数,利用不能承受拉应力材料的弹性理论解并结合拉压模量相等的经典Mindlin解而获得。

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