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一、机电传动系统的运动方程式; 二、多轴传动系统中转矩折算的基本原则和方法; 三、了解几种典型生产机械的负载特性; 四、了解机电传动系统稳定运行的条件以及学会分析实际系统的稳定性
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本书试图既从理论上、又从实践上向读者提供氧化沟的有关资料。为了使设计人员能够一举获得一切所需的资料,我们把设计中的动力学理论基础与实验数据和方程式融为一体,通过大量的例子来指导读者利用这些资料。本书所列的数据、动力学常数以及劳动力需要量之类的资料,为读者提供了一个有关氧化沟的综合资料来源
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Course Outline Overview of pdes(1) o Finite differences methods(6) Finite volume methods(3) Finite element methods(7) Boundary integral methods(6)
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Background Developed over the last 25 years- Brandt (1973) published first paper with practical results Offers the possibility of solving a problem with work and storage proportional to the number of unknowns Well developed for linear elliptic problems application to other equations is still an active area of research
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Motivation Consider a standard second order finite difference discretization
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1 Motivation SLIDE 1 Consider a standard second order finite difference discretization of V-u= on a regular g 1.2. and 3 dimensions 1.1 1D Finite differences
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Outline Governing Equation Stability Analysis 3 Examples Relationship between σ and λh Implicit Time-Marching Scheme
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Finite Difference Problem Definition Formulas
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())/0=),6()/+2g= edrhugdr)/2M),oxdx) o: Elex Enwk'< uz=x), a(z qurgdiea= uuv y= adwvopu)z(o j): ac=2 Ghwceo(udo: 2M( Hw(uy 0: w cloks rE o Chu Tnr(i b)iwgiffadu cu wa rdo h ouno pk- which wite pexy a ca)=dre halfan a)+x=gub)whwxppdpxiv z=ioy u)udre Wwv ay co)(igad )o)a)i o u v( wh
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Dirichlet Model Problems Strong Form Domain: Q =(0, 1) Find u such that (0)=(1)=0 for given f SMA-HPO⊙1999M Poisson in Rl. Formulation 1
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