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非牛頓流:動力系統方法(英文版) 版權信息
- ISBN:9787030595584
- 條形碼:9787030595584 ; 978-7-03-059558-4
- 裝幀:一般膠版紙
- 冊數:暫無
- 重量:暫無
- 所屬分類:>>
非牛頓流:動力系統方法(英文版) 內容簡介
本書中文版是2006年由國防工業出版社出版的《中國工程物理研究院科技叢書》第048號。是作者多年研究工作的總結。牛頓流體力學反映了應力與速度變化的線性關系,非牛頓流體力學反映了在給定溫度和壓強下應力與速度不再滿足線性關系的流體運動。本書系統地介紹了非牛頓流體發展方程中的重要問題,主要闡述在非牛頓流體發展方程的數學理論和很新的研究成果。內容包括:非牛頓流體的測度值解、弱解、強解、周期解、解的正則性、穩態解、解的穩定性分析、整體吸引子、近似慣性流形、慣性流形,并給出了非牛頓一般流體的數值結論,介紹了具有分數階導數的粘彈性流體的相關結論。本書是作者研究成果的總結。英譯本在中文書的基礎上,每章增加了一些新的研究成果。
非牛頓流:動力系統方法(英文版) 目錄
O, the upper bounded estimates of dH(Aμ1) and dF(Aμ1) of attractor Aμ1
3.2 Global attractors of incompressible non-Newtonian fluids on unbounded domain
3.3 Exponential attractors of incompressible non-Newtonian fluids
3.3.1 Estimates for the nonlinear terms
3.3.2 Compressibility on L2(Ω) Global attractors of modified Boussinesq approximation
5 Inertial manifolds of incompressible non-Newtonian fluids
5.1 Inertial manifolds of incompressible bipolar non-Newtonian fluids
5.1.1 Lipschitz property
5.1.2 The squeezing property
5.1.3 Fixed-point theorem
5.1.4 Inertial manifolds
5.2 Approximated inertial manifolds of incompressible bipolar non-Newtonian fluids
5.2.1 The analyticity in time and behavior of higher order modes
5.2.2 Approximated inertial manifolds
6 The regularity of solutions and related problems
6.1 Stationary solutions of the incompressible bipolar non-Newtonian fluids
6.2 Decay estimates of one kind of incompressible monopolar non-Newtonian fluid
6.3 Partial regularity of one kind of incompressible monopolar non-Newtonian fluid
6.4 The convergence of solution and attractors between one kind of incompressible non-Newtonian fluid and the Newtonian fluids
6.5 Other decay estimates of incompressible non-Newtonian fluids
7 Global attractors and time-spatial chaos
7.1 Global attractor of low regularity
7.2 Attractors and their spatial complexity of reaction-diffusion equations on bounded domain
8 Non-Newtonian generalized fluid and their applications
8.1 An inverse problem of a heated generalized second grade fluid
8.1.1 Formulation
8.1.2 Outline of the optimization method
8.1.3 Illustrative examples
8.2 A numerical study of a generalized Maxwell fluid through a porous medium
8.2.1 Mathematical model
8.2.2 HPM solutions
8.2.3 Numerical results and discussion
8.2.4 Conclusions
8.3 Viscoelastic fluid with fractional derivative models
8.3.1 Preliminaries
8.3.2 Eigenfunction expansion of the solution and properties of the time-dependent components
8.3.3 Finite difference approximation
8.3.4 Duhamel-type representation of the solution
8.3.5 Numerical experiments
8.3.6 Two-dimensional problem
8.3.7 Conclusion
Bib|iography
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