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Which of the following statements is correct? 1. The PVD only applies to linear elastic materials 2. The PVD applies only to elastic materials, but they can be linear or non-linear 3. The PVD applies regardless of the constitutive behavior of the material
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Unit #10- Principle of minimum potential energy and Castigliano's First Theorem Principle of minimum potential energy The principle of virtual displacements applies regardless of the constitutive law. Restrict attention to elastic materials(possibly nonlinear). Start from the Pvd
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What do you think the eigenvectors of the element stiff- ness matrix represent? 1. a basis in which the stiffness matrix would be diago- nal (if rotated to that basis) 2. a set of nodal displacements for the element corre-
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本章简要地阐述最主要的数学知识及计算机中最基本的单元电路。本章的内容是必要的入门知识,是以后各章的基础。对于已掌握这些知识的读者,本章将起到复习和系统化的作用。 2.1 数制与编码 2.2 单片机系统常用数字集成电路 2.3 单片机系统中的常用存储器电路
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Constitutive Law(6 equations, O unknowns) C Bound dary conditions of two types Traction or natural boundary conditions: For tractions t imposed on the portion of the surface of the body aBt Displacement or essential boundary conditions: For displacement
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We are going to consider the forces exerted on a material. These can be external or internal. External forces come in two flavors: body forces(given per unit mass or volume) and surface forces(given per unit area). If we cut a body of material in equilibrium under a set of external forces along a plane as shown in fig. 1. and consider one side of it we draw two conclusions: 1 the equilibrium provided by the loads from the side taken out is provided by a set of forces that are distributed among the material particles adjacent to
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The work of the external forces in the spring system of the figure is given by W=B*(U1+U2+U3)(2) W=P1*U1+P2米U2+B米U3(3) None of the above statements
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动画实际上就是图片的高速播放,它 的原理是利用人类视觉暂留效应的生理 特点。快速连续地播放一系列相似但是 在某些特征或者位置上稍有不同的图片 ,看起来就好像对象在运动一样,从而 实现了动画的功能
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一、Fireworks MX的图层及其操作 二、Fireworks MX的蒙板的概念、作用及其操作 三、Fireworks MX的滤镜及其使用 四、Fireworks MX的特效面板及其使用
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Why is the element stiffness matrix singular in a finite element formulation? 1. So that it can accomodate rigid element dis- placements without introducing spurious nodal 2 Because we made a mistake in the formula- tion the stiffness matrix should not be sin- g 3. Because we havent enforced any displace ment boundary conditions(it's a variational approach after all) Statement(1)
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