Plastic Bending of an Annular Plate

Hodge, Philip G.

doi:10.1002/sapm1957361130

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On Finite Expansion Of a Hole In1

Tv -2 Vj + 2 -°-<2)1

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1958

1967

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Article3

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Cited by 3 publications

(2 citation statements)

References 8 publications

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“…Since the stress point progresses non-regularly in the final stage of plastic deformation, the explicit integrated forms of the flow law cannot be used. A similar condition was encountered in an earlier paper [2] concerned with the bending of a simply supported annular plate. There it was found that the complete solution was built up of zones and that appropriate initial conditions were always available from plastic zones already formed.…”

Section: On Finite Expansion Of a Hole Insupporting

confidence: 62%

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On finite expansion of a hole in a thin infinite plate

Hodge¹,

Sankaranarayanan²

1958

Quart. Appl. Math.

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A complete solution for all values of applied pressure is obtained for the expansion of a hole of zero radius in an initially uniform infinite sheet. The analysis is compared with those of previous investigators and found to be simpler and/or more complete. It is shown that the results are applicable to the expansion of a finite hole in a uniform sheet and to the expansion of a hole in a tapered sheet.

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Section: On Finite Expansion Of a Hole Insupporting

confidence: 62%

“…A stress point in the interior of the hexagon must satisfy Eqs. 1and (2). The flow law in a plastic region is expressed in terms of the plastic strain rates…”

Section: Tv -2 Vj + 2 -°-<2)mentioning

confidence: 99%