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Long-time limit for a class of quadratic infinite-dimensional dynamical systems inspired by models of viscoelastic fluids

机译：受粘弹性流体模型启发的一类二次无限维动力系统的长期极限

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Katriel Guy; Kupferman Raz; Titi Edriss S.;
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1. Long-time limit for a class of quadratic infinite-dimensional dynamical systems inspired by models of viscoelastic fluids [J] . Katriel G, Kupferman R, Titi ES Journal of Differential Equations . 2008,第10期

机译：受粘弹性流体模型启发的一类二次无限维动力系统的长期极限
2. Modelling, simulation and control of a class of hybrid dynamic systems: using hybrid automaton, APROS and mixed integer quadratic optimisation algorithm [J] . Mohamed Fouzi Belazreg, Khaled Halbaoui, Djamel Boukhetala, International Journal of Computer Applications in Technology . 2019,第2期

机译：一类混合动力系统的建模，仿真和控制：使用混合自动机，APROS和混合整数二次优化算法
3. Limits of validity for a semiclassical mean-field two-fluid model for Bose-Einstein condensation thermodynamics [J] . Adhikari SK., Gammal A. Physica, A. Statistical mechanics and its applications . 2000,第1a2期

机译：Bose-Einstein凝聚热力学的半经典均值两流体模型的有效性极限
4. A fluid-like formulation for viscoelastic geological modeling stabilized for the elastic limit [C] . Frederic Dufour, Louis Moresi, Hans Muehlhaus MIT Conference on Computational Fluid and Solid Mechanics Vol.Ⅰ Jun 12-15, 2001 . 2001

机译：用于粘弹性地质建模的类流体配方稳定在弹性极限范围内
5. A TWO-FLUID MODEL OF DYNAMIC INSTABILITY FOR BOILING FLOW SYSTEMS (NUMERICAL METHOD, DENSITY WAVE, LIMIT CYCLE) [D] . DYKHUIZEN, RONALD COPELAND 1985

机译：沸腾流动系统动力失稳的两流体模型（数值方法，密度波，极限循环）
6. Memetic computing through bio-inspired heuristics integration with sequential quadratic programming for nonlinear systems arising in different physical models [O] . Muhammad Asif Zahoor Raja, Adiqa Kausar Kiani, Azam Shehzad, -1

机译：通过生物启发式启发式算法结合顺序二次规划进行模因运算以解决不同物理模型中出现的非线性系统
7. Long-time limit for a class of quadratic infinite-dimensional dynamical systems inspired by models of viscoelastic fluids [O] . Katriel, Guy, Kupferman, Raz, Titi, Edriss S. 2007

机译：一类二次无限维动力学的长期极限受粘弹性流体模型启发的系统
8. Quadratic Dynamical Systems Describing Shear Flow of Non-Newtonian Fluids. [R] . Malkus, D. S., Nohel, J. A., Plohr, B. J. 1989

机译：描述非牛顿流体剪切流动的二次动力系统。

Long-time limit for a class of quadratic infinite-dimensional dynamical systems inspired by models of viscoelastic fluids

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