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Design of Plate and Shell Structures

By
Maan H. Jawad, Ph.D., P.E.
Maan H. Jawad, Ph.D., P.E.
President Global Engineering & Technology
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ISBN-10:
0791801993
No. of Pages:
490
Publisher:
ASME Press
Publication date:
2003

Circular plates are common in many structures such as nozzle covers, end closures in pressure vessels, and bulkheads in submarines and airplanes. The derivation of the classical equations for lateral bending of circular plates dates back to 1828 and is accredited to Poisson (Timoshenko 1983). He used polar coordinates to transfer the differential equations for the bending of a rectangular plate to circular plates. The first rigorous solution of the differential equation of circular plates for various loading and boundary conditions was made around 1900 and is credited to A. E. H. Love (Love 1944).

3-1 Plates Subjected to Uniform Loads in the θ-Direction
3-2 Plates with Variable Thickness and Subjected to Uniform Loads in the θ-Direction
3-3 Plates Subjected to Nonuniform Loads in the θ-Direction
3-4 Plates on an Elastic Foundation
3-5 Plates with Variable Boundary Conditions
3-6 Design of Circular Plates
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