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出版时间:2014年9月

出版社:高等教育出版社

以下为《物理学与偏微分方程(第二册)(英文版)》的配套数字资源,这些资源在您购买图书后将免费附送给您:
  • 高等教育出版社
  • 9787040408508
  • 1版
  • 150028
  • 0045155394-5
  • 16开
  • 2014年9月
  • 370
  • 271
  • 理学
  • 物理学
  • P942.35
  • 数学类
  • 研究生
目录

Preface to the English Edition


Preface to the Chinese Edition


6  Thermoelasticity


  6.1  Introduction


  6.2  The Conservation Law of Energy and the Entropy Inequality


  6.3  Constitutive Relations in Thermoelasticity


  6.4  System of Thermoelastodynamics and Its Mathematical Structure


  6.5  Propagation of Acceleration Waves


  Exercises


  Bibliography


7  Viscoelasticity


  7.1  Introduction


  7.2  Constitutive Equations of Viscoelastic Materials and the Dissipation Inequality


  7.3  System of Viscoelastodynamics and Its Well-Posed Problems


  7.4  Singularity of the Kernel and the Propagation of Linear Waves


  7.5  Propagation of Acceleration Waves


  Exercises


  Bibliography


8  Kinetic Theory of Gases


  8.1  Introduction


  8.2  Boltzmann Equation


  8.3  Equilibrium State of Dilute Gases


  8.4  Conservation Laws


  8.5  Zero-Order Approximation


  8.6  First-Order Approximation


  8.7  Vlasov Equation and Related Coupled Systems


  Exercises


  Bibliography


9  Special Relativity and Relativistic Fluid Dynamics


  9.1  Introduction


  9.2  Fundamental Principles in Special Relativity; the Lorentz Transformation


  9.3  Space-Time Theory in Special Relativity


  9.4  Relativistic Dynamics


  9.5  Relativistic Fluid Dynamics


  9.6  Mathematical Structure of the System of Relativistic Fluid Dynamics


  9.7  System of Relativistic Magnetohydrodynamics


  Exercises


  Bibliography


10  Quantum Mechanics


  10.1  Establishment of Quantum Mechanics


  10.2  Schrtidinger Equation and Wave Function


  10.3  Introduction to the Fundamental Principles of Quantum Mechanics .


  10.4  Relativistic Quantum Mechanics and the Dirac Equation


  Exercises


  Bibliography


Appendix C  Tensors in Minkowski Four-Space-Time


  C.1  Minkowski Four-Space-Time and the Lorentz Transformation


  C.2  Tensors in Minkowski Four-Space-Time


  C.3  Operations of Tensors


  C.4  Covariant Derivatives of Tensors


Index