The Numerical Solutions And Experimentations About Eigen-value Problems Of Rotating Operators

Posted on:2008-06-22

Degree:Master

Type:Thesis

Country:China

Candidate:Y J Zhang

Full Text:PDF

GTID:2120360215495988

Subject:Basic mathematics

Abstract/Summary:

PDF Full Text Request

The paper investigated the numerical solutions and experimentations about Eigen-value problems of rotating operators by using central difference formula. The difference schemes about the problem are given in three different dimensions separately. According to the actual examples, some corresponding results of the numerical experimentations have given.

Keywords/Search Tags:

Vector field, Rotating arithmetic operator, Eigen value problem, Local truncation error, Central difference formula

PDF Full Text Request

Related items

1	Eigen-vector Expansion Theorem Of A Class Of 4×4 Operator Matrices Appearing In Elasticity
2	A truncation error injection approach to viscous-inviscid interaction
3	Eigen-Vector Expansion Theorem Of A Class Of Operator Matrices Arising In Elasticity And Applications
4	Reaction - Convection - Diffusion Equation Of The Differential Method
5	Post-processing Of Projection Methods For Integral Equations And Eigen-Problems
6	Some Formal Solutions Of Q-difference Equation And Their Applications
7	Invariant Eigen-Operator Method And Its Applications In Quantum Mechanics
8	The Inverse Spectral Problem For Sturm-Liouville Operator With Eigenparameter In The Boundary Condition And The Trace Formula For A Class Of Impulsive Sturm-Liouville Operators
9	Error Estimates Of Eigenvalues Of Perturbed Discrete Boundary Value Problems
10	Numerical Methods For Arithmetic Average Asian Options