Heavy disk supported by concentrated forces
Author:
Yi-Yuan Yu
Journal:
Quart. Appl. Math. 10 (1952), 280-284
MSC:
Primary 73.2X
DOI:
https://doi.org/10.1090/qam/50463
MathSciNet review:
50463
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N. Muschelišvili, Praktische Lösung der fundamentalen Randwertaufgaben der Elastizitätstheorie in der Ebene für einige Berandungsformen, ZaMM 13, 264-282 (1933).
N. Muschelišvili, Recherches sur les problèmes aux limites relatifs à, l’équation biharmonique et aux équations de l’élasticité à deux dimensions, Math. Annalen 107, 282-312 (1933).
S. Timoshenko, Theory of elasticity, McGraw-Hill, New York, 1934, pp. 25-26.
H. Love, Mathematical theory of elasticity, 4th ed., 1927, p. 219.
G. Horvay and H. Poritsky, Gravitational stresses in a disk supported at the ends of the horizontal diameter, General Electric, Knolls Atomic Power Lab., Schenectady, N. Y., 1951.
N. Muschelišvili, Praktische Lösung der fundamentalen Randwertaufgaben der Elastizitätstheorie in der Ebene für einige Berandungsformen, ZaMM 13, 264-282 (1933).
N. Muschelišvili, Recherches sur les problèmes aux limites relatifs à, l’équation biharmonique et aux équations de l’élasticité à deux dimensions, Math. Annalen 107, 282-312 (1933).
S. Timoshenko, Theory of elasticity, McGraw-Hill, New York, 1934, pp. 25-26.
H. Love, Mathematical theory of elasticity, 4th ed., 1927, p. 219.
G. Horvay and H. Poritsky, Gravitational stresses in a disk supported at the ends of the horizontal diameter, General Electric, Knolls Atomic Power Lab., Schenectady, N. Y., 1951.
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Article copyright:
© Copyright 1952
American Mathematical Society