02544cam2-2200625---450 99000111751020331620190905132144.03-476-01471-1(vol. 1)3-476-01472-X(vol. 2)3-476-01473-8(vol. 3)3-476-01474-6(vol. 4)3-476-01475-4(vol. 5)3-476-01476-2(vol. 6)3-476-01477-0(vol. 7)3-476-01478-9(vol. 8)3-476-01479-7(vol. 9)3-476-01480-0(vol. 10)3-476-01481-9(vol. 11)3-476-01482-7(vol. 12.1)3-476-01487-8(vol. 12.2)000111751USA01000111751(ALEPH)000111751USA0100011175120021218g19962002km-y0itay5003----bagerDEa|||f|||001yyAltertumherausgegeben von Hubert Cancik und Helmuth SchneiderStuttgartWeimarMetzler1996-200212 volumi in 13 (LIII, 1154; XII, 1226; LI, 1180; XII, 1252; XI, 1214; XII, 1222; XII, 1268; XI, 1276; XI, 1194; XI, 1278; XI, 1234; XII, 1172; XII p., 1192 colonne, [26] p.)ill.27 cmBand 1: A-AriBand 2: Ark-CiBand 3: Cl-EpiBand 4: Epo-GroBand 5: Gru-IugBand 6: Iul-LeeBand 7: Lef-MenBand 8: Mer-OpBand 9: Or-PoiBand 10: Pol-SalBand 11: Sam-TalBand 12.1: Tam-VelBand 12.2: Ven-Z, Nachträge0010001138032001<<Der>> neue PaulyCANCIK,HubertSCHNEIDER,HelmuthITsalbcISBD990001117510203316I.1.B. 938 5 1(938 5 1, 930.03 NEU 1)166463 L.M.I.1.00095886I.1.B. 938 5 2(938 5 2, 930.03 NEU 1)166437 L.M.I.1.00095896I.1.B. 938 5 3(938 5 3, 930.03 NEU 1)166438 L.M.I.1.00095901BKUMAMARIA1020021218USA011156ALESSANDRA9020030624USA011149ALESSANDRA9020030624USA011152ALESSANDRA9020030624USA011154ALESSANDRA9020030624USA011157ANGELA9020030627USA010947ALESSANDRA9020030715USA011353PATRY9020040406USA011717COPAT49020060104USA011329COPAT49020060721USA011354COPAT69020070123USA011038Altertum591138UNISA00827cam0 22002653 450 SON000753620210415083208.020031027d1986 |||||ita|0103 baitaITmillenovecentododici + 1Leonardo SciasciaMilanoAdelphi Edizioni198699p.22cmFabula12001LAEC000167102001 *Fabula12Sciascia, LeonardoAF0000967607039291ITUNISOB20210415RICAUNISOBUNISOB85357615SON0007536M 102 Monografia moderna SBNM853000564SI57615ACQUISTOSpinosaUNISOBUNISOB20200225080643.020200225080653.0SpinosaMillenovecentododici + 11672661UNISOB03692nam 2200721Ia 450 991077931820332120230802005718.01-283-85681-63-11-027100-110.1515/9783110271003(CKB)2550000000711079(EBL)893642(OCoLC)826857718(SSID)ssj0000818479(PQKBManifestationID)12425457(PQKBTitleCode)TC0000818479(PQKBWorkID)10841866(PQKB)11350147(MiAaPQ)EBC893642(DE-B1597)174021(OCoLC)853256444(DE-B1597)9783110271003(Au-PeEL)EBL893642(CaPaEBR)ebr10634535(CaONFJC)MIL416931(EXLCZ)99255000000071107920120829d2012 uy 0engur|n|---|||||txtccrIntegrodifferential relations in linear elasticity[electronic resource] /by Georgy Viktorovich Kostin, Vasily V.SaurinBerlin ;Boston De Gruyterc20121 online resource (292 p.)De Gruyter studies in mathematical physics ;10Description based upon print version of record.3-11-027030-7 3-11-027101-X Frontmatter -- Preface -- Contents -- Chapter 1. Introduction -- Chapter 2. Basic concepts of the linear theory of elasticity -- Chapter 3. Conventional variational principles -- Chapter 4. The method of integrodifferential relations -- Chapter 5. Variational properties of the integrodifferential statements -- Chapter 6. Advance finite element technique -- Chapter 7. Semi-discretization and variational technique -- Chapter 8. An asymptotic approach -- Chapter 9. A projection approach -- Chapter 10. 3D static beam modeling -- Chapter 11. 3D beam vibrations -- Appendix A. Vectors and tensors -- Appendix B. Sobolev spaces -- Bibliography -- IndexDeformations of elastic bodies are encountered in many areas in science, engineering and technology. In the last decades, various numerical approaches using the finite element technique have been developed, but many are not adequate to address the full complexity.This work treats the elasticity of deformed bodies, including the resulting interior stresses and displacements. Other than comparable books, this work also takes into account that some of constitutive relations can be considered in a weak form. To discuss this problem properly, the method of integrodifferential relations is used, and an advanced numerical technique for stress-strain analysis is presented and evaluated using various discretization techniques. The methods presented in this book are of importance for almost all elasticity problems in materials science and mechanical engineering. De Gruyter Studies in Mathematical PhysicsElasticityPlasticityIntegro-differential equationsElasticity.Integrodifferential Relations.Linear Theory.Materials Science.Elasticity.Plasticity.Integro-differential equations.531.382SK 620rvkKostin G. V1562392Saurin V. V1562393MiAaPQMiAaPQMiAaPQBOOK9910779318203321Integrodifferential relations in linear elasticity3829954UNINA