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 Discrete Gradient Method in Solid Mechanics. A discrete method without element and shape function
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Discrete Gradient Method in Solid Mechanics. A discrete method without element and shape function

автор Jing Q. издательство Книга по Требованию Химическая и лесная промышленность
Cтраниц 140        мягкая обложка       
Аннотация:Therefore, the formulation renders a completely discrete computation that can conduct mechanical analysis on point-cloud representations of patient- specific organs without resorting to finite element method. This method does not introduce continuous approximation of the primary unknown field variables; instead, it computes the gradients of the field variables at a node using discrete differentials involving a set of neighboring nodes. The discrete gradient method is proposed as a novel numerical tool to perform solid mechanics analysis directly on point-cloud models without converting the models into a finite element mesh.
Автор: Jing Q.
Издательство: Книга по Требованию
Год:2010
Цена:
2415 руб
Нет в наличии
Поиск: Discrete Gradient Method in Solid Mechanics. A discrete method without element and shape function
НОВЫЙ ГОД СИМВОЛ 2013 ГОДАУКРАШЕНИЯ
КАРНАВАЛ НА НОВЫЙ ГОД РАСПРОДАЖА
Ортомолекулярная медицина Orthomol Устрание причин заболеваний. Ортомоль это новый метод для лечения и профилактики болезней. Orthomol - ортомолекулярная медицина.
Термонапружений стан частково прозорих тіл з порожнинами за теплового...

Various hermal a d mecha ical proper ies of a ma erial i he cavi y are co sidered. A irradia ed solid is equipped wi h radia io reflec ors, he la er bei g bo h cooli g a d o -cooli g. Differe approaches o de ermi a io radia ive charac eris ics of irradia ed solid, radia io source a d reflec or are used, amely, spec ral a d i ergral charac eris ics are applied. Effec of radia io o hermal a d mecha ical processes i he solid is ake i o accou by hea sources due o radia io absorp io as well as radia ive hea e ergy redis ribu io i he i erac ive solid-reflec ors sys em. Spec ral charac eris ics of real radia io sources as well as irradia ed solids are ake i o accou . he problems of radia ive hermomecha ics for semi ra spare solids of such ca o ic shapes as layer, hollow cyli der a d hollow sphere subjec ed o spa ially homoge eous hermal radia io are posed. he approach o solve hese problems is developed, i volvi g he grid me hod a d he me hods of umerical i egra io s. O a alysi g he posed problems solu io s, he ew fea ures of hermomecha ical behaviour of semi ra spare solids of ca o ic shapes are es ablished, depe de o he se of various fac ors, amely o radia io source a d reflec ors radia ive charac eris ices, hermal a d mecha ical proper ies of a ma erial of he cavi y as well as co sideri g ei her spec ral or i egral radia ive charac eris ics. heore ical fou da io s for developme ra io al ech iques for ou gassi g cer ai ypes of lamps by usi g i dus rial hermal radia io sources are prese ed.
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