文件名称:femod1
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- 上传时间:2012-11-16
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文件大小:39.53kb
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FEMOD1 is an interactive program for the setup, solution, and printout of a two point boundary value problem in a one dimensional region. The finite element method is used.
The differential equation has the form:
-d/dX ( K(X) dU/dX ) + C(X) * dU/dX + B(X) * U = F(X) + P(X)
Here, P(X) stands for a point load function.
The boundary conditions at the end points may have one of the following forms:
U(X0) = value1
K(X0) * dU/dX(X0) = value1 * U(X0) + value2.
-FEMOD1 is an interactive program for the setup, solution, and printout of a two point boundary value problem in a one dimensional region. The finite element method is used.
The differential equation has the form:
-d/dX ( K(X) dU/dX )+ C(X)* dU/dX+ B(X)* U = F(X)+ P(X)
Here, P(X) stands for a point load function.
The boundary conditions at the end points may have one of the following forms:
U(X0) = value1
K(X0)* dU/dX(X0) = value1* U(X0)+ value2.
The differential equation has the form:
-d/dX ( K(X) dU/dX ) + C(X) * dU/dX + B(X) * U = F(X) + P(X)
Here, P(X) stands for a point load function.
The boundary conditions at the end points may have one of the following forms:
U(X0) = value1
K(X0) * dU/dX(X0) = value1 * U(X0) + value2.
-FEMOD1 is an interactive program for the setup, solution, and printout of a two point boundary value problem in a one dimensional region. The finite element method is used.
The differential equation has the form:
-d/dX ( K(X) dU/dX )+ C(X)* dU/dX+ B(X)* U = F(X)+ P(X)
Here, P(X) stands for a point load function.
The boundary conditions at the end points may have one of the following forms:
U(X0) = value1
K(X0)* dU/dX(X0) = value1* U(X0)+ value2.
相关搜索: Boundary Value Problem
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