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- W2182119393 abstract "Limi tan dshakedow nanalysi sar eeffectiv emethod sfo rassessin gth eloa dcarryin gca- pacit yo fa give nstructure .Th eelasto-plasti cbehavio ro fth estructur esubjecte dt oload svarying i n agive nloa ddomai ni scharacterize db yth eshakedow nloa dfactor ,define da sth emaximum facto rwhic hsatisfie sth esufficien tcondition sstate di nth ecorrespondin gstati cshakedow ntheorem. Th efinit eel emen tdicretizatio no fth eproble mma ylea dt over ylarg econve xoptimization .Fo rthe effectiv esolutio na basi sreductio nmetho dha sbee ndevelope dtha tmake sus eo fth especia lproblem structur efo rperfectl yplasti cmate rial .Th epape rpropose sa modifie dbasi sreductio nmetho dfor direc tapplicatio nt oth etwo-surfac eplastic it ymode lo fbounde dkinemati chardenin gmaterial .The considere dnumerica lexample ssho wa nenlargemen to fth eloa dcarryin gcapacit ydu et obounded hardening. Ke ywords :Basi sreduction ;Conve xoptimization ;FEM ;Shakedow nanalysis" @default.
- W2182119393 created "2016-06-24" @default.
- W2182119393 creator A5024383629 @default.
- W2182119393 creator A5075893216 @default.
- W2182119393 date "2000-01-01" @default.
- W2182119393 modified "2023-09-27" @default.
- W2182119393 title "Basi sReductio nfo rth eShakedow nProble mfor Bounde dKinemati cHardenin gMaterial" @default.
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- W2182119393 hasPublicationYear "2000" @default.
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