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有限元分析报告报告材料法英文简介
有限元分析报告报告材料法英文简介
有限元分析报告报告材料法英文简介
实用标准文案
The finite element analysis
Finite element method, the solving area is regarded as made up of many small in
the node connected unit (a domain), the model gives the fundamental equation of
sharding (sub-domain) approximation solution, due to the unit (a domain) can be
divided into various shapes and sizes of different size, so it can well adapt to the
complexgeometry,complexmaterialpropertiesand complicatedboundary
conditions
Finite element model: is it real system idealized mathematicalabstractions.Is
composed of some simple shapes of unit, unit connection through the node, and
under a certain load.
Finite element analysis: is the use of mathematical approximation method for real
physical systems (geometry and loading conditions were simulated. And by using
simple and
interacting
elements,
namely
unit, can use
a limited
number
of
unknown variables to approaching infinite unknown quantity of the real system.
Linear elastic finite element method is a ideal elastic body as the research object,
considering
the
deformation
based
on small
deformation
assumption
of. In
this
kind of problem, the stress and strain of the material is linear relationship, meet the
generalized hooke's law; Stress and strain is linear, linear elastic problem boils down
to solving
linear
equations,
so only
need
less
computation
time. If
the efficient
method of solving algebraic equations can also help reduce the duration of finite
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实用标准文案
element analysis.
Linear elastic finite element generally includes linear elastic statics analysisand
linear elastic dynamicsanalysis from two aspects. The differencebetweenthe
nonlinear problem and linear elastic problems:
nonlinear equation is nonlinear, and iteratively solving of general;
the nonlinear problem can't use superposition principle;
nonlinear problem is not there is always solution, sometimes even no solution.
Finite element to solve the nonlinear problem can be divided
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