000 02299 a2200241 4500
003 OSt
005 20220215161802.0
008 220214b xxu||||| |||| 00| 0 eng d
020 _a9781439815106
040 _cIIT Kanpur
041 _aeng
082 _a621.890151
_bW184i
100 _aWang, Q. Jane
245 _aInterfacial mechanics
_btheories and methods for contact and lubrication
_cQ. Jane Wang and Dong Zhu
260 _bCRC Press
_c2020
_aBoca Raton
300 _axxv, 636p
520 _aUnderstanding the characteristics of material contact and lubrication at tribological interfaces is of great importance to engineering researchers and machine designers. Traditionally, contact and lubrication are separately studied due to technical difficulties, although they often coexist in reality and they are actually on the same physical ground. Fast research advancements in recent years have enabled the development and application of unified models and numerical approaches to simulate contact and lubrication, merging their studies into the domain of Interfacial Mechanics. This book provides updated information based on recent research progresses in related areas, which includes new concepts, theories, methods, and results for contact and lubrication problems involving elastic or inelastic materials, homogeneous or inhomogeneous contacting bodies, using stochastic or deterministic models for dealing with rough surfaces. It also contains unified models and numerical methods for mixed lubrication studies, analyses of interfacial frictional and thermal behaviors, as well as theories for studying the effects of multiple fields on interfacial characteristics. The book intends to reflect the recent trends of research by focusing on numerical simulation and problem solving techniques for practical interfaces of engineered surfaces and materials. This book is written primarily for graduate and senior undergraduate students, engineers, and researchers in the fields of tribology, lubrication, surface engineering, materials science and engineering, and mechanical engineering.
650 _aTribology -- Mathematics
650 _aLubrication and lubricants
650 _aInterfaces (Physical sciences) -- Mathematical models
700 _aZhu, Dong
942 _cBK
999 _c565396
_d565396