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- W2006558723 abstract "The theory of v. Mises that plastic flow begins when a certain quadratic function of the principal stresses reaches a certain value has been found to hold with materials like copper, aluminium, pure iron, nickel and certain types of mild steel. According to this theory the ratio R = shear yield stress in torsion/tensile yield stress should be 1/√3 or R = 0·577, and tests with tubes made of the material above mentioned do in fact give this result. The experiments of Cook and others on steel tubes show that for some steels the observed value of R is very close to 0·50, which is the value it would have according to Mohr's maximum stress difference hypothesis. Two reasons have been suggested for this very marked discrepancy between the results of experiments with different materials. In the first place with soft metals it is sometimes difficult to observe any definite yield point at which elastic failure occurs so that the most reliable results are then obtained by extrapolation from measurements in which a considerable amount of plastic flow had already occurred. v. Mises' law might therefore be a law of plastic flow rather of elastic breakdown. The steels used by cook had a very definite and easily observed yield point both in tension so that so far as these experiments are concerned, Mohr's maximum stress difference hypothesis may be a general law governing elastic breakdown in complex stress distributions." @default.
- W2006558723 created "2016-06-24" @default.
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- W2006558723 date "1934-06-02" @default.
- W2006558723 modified "2023-09-27" @default.
- W2006558723 title "Faults in a material which yields to shear stress while retaining its volume elasticity" @default.
- W2006558723 doi "https://doi.org/10.1098/rspa.1934.0079" @default.
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