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50555

ON TEE ERROR ESTIMATION IN THE FINITE-DIFFERENCE ENERGY METHOD IN CONTINUUM MECHANICS

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Last updated: 24 Dec 2024

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Abstract

The system of numerically algebraic equations resulting from FDE method for a class of Variational problems of the fourth order is represent ed by a differential equation with infinite terms. By using the perturbation. method for the solution of this differential equatioa, it has been found that the first order solution is an estimate of error in FDE method. This estimate has been determined for the :comparative study of three difference approximations and Illustrated by a model example.

DOI

10.21608/amme.1984.50555

Authors

First Name

H.

Last Name

SAFWAT

MiddleName

M.

Affiliation

Assoc. Prof., Dept. of Engrg. Mathematics, Faculty of Engrg., University of Alexandria,E/-Hadhrah,Alexandria,Egypt.

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Volume

2

Article Issue

1st Conference on Applied Mechanical Engineering.

Related Issue

7654

Issue Date

1984-05-01

Receive Date

2019-09-30

Publish Date

1984-05-01

Page Start

147

Page End

156

Print ISSN

2636-4352

Online ISSN

2636-4360

Article File

AMME_Volume 2_Issue 1st Conference on Applied Mechanical Engineering._Pages 147….pdf

PDF . 2.3MB

Link

https://amme.journals.ekb.eg/article_50555.html

Detail API

https://amme.journals.ekb.eg/service?article_code=50555

Order

54

Type

Original Article

Type Code

831

Publication Type

Journal

Publication Title

The International Conference on Applied Mechanics and Mechanical Engineering

Publication Link

https://amme.journals.ekb.eg/

MainTitle

ON TEE ERROR ESTIMATION IN THE FINITE-DIFFERENCE ENERGY METHOD IN CONTINUUM MECHANICS

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Article

Created At

22 Jan 2023