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AN UPPER DISPLACEMENT BOUND IN DYNAMIC SHAKEDOWN PROBLEMS FOR ELASTOKINEMATIC WORK-HARDENING MATERIALS
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作者 黄筑平 《Science China Mathematics》 SCIE 1989年第11期1316-1324,共9页
A dynamic shakedown theorem for an elasto-kinematic work-hardenlng material with an arbitrary convex yield surface is reviewed. An upper displacement bound for this dynamic shakedown structure is derived. Except for t... A dynamic shakedown theorem for an elasto-kinematic work-hardenlng material with an arbitrary convex yield surface is reviewed. An upper displacement bound for this dynamic shakedown structure is derived. Except for the condition necessary for shakedown of the structure, no other restriction is imposed, which eliminates some of the difficulties appearing in Previous works. 展开更多
关键词 elasto-kinematic WORK-HARDENING DYNAMIC SHAKEDOWN UPPER DISPLACEMENT bound.
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