惯性流的英文

• inertia flow
• inertial currents
• inertial flow

• "惯性"英文翻译    inertia; inertance; sluggish ...
• "惯性流动" 英文翻译 :    inertia flow; inertial flow
• "习惯性流产" 英文翻译 :    habitual abortion; recurrent abortion
• "自由惯性流" 英文翻译 :    free intertial flow
• "惯性流动阻力" 英文翻译 :    inertial flow resistance
• "习惯性流产者" 英文翻译 :    habitual aborter
• "小惯性流量计" 英文翻译 :    fast-response flowmeter
• "性流" 英文翻译 :    sex comb
• "惯性" 英文翻译 :    [力学] inertia; inertance; sluggishness; the force of inertia 惯性使汽车驶到了人行道上。 inertia carried the car to the pavement.; 惯性半径 radius of inertia; 惯性测量 inertia measurement; 惯性沉降 inertial settling; 惯性冲程 head reach; 惯性传感器 inertial sensor; 惯性定律 law of inertia (牛顿第一定律); 惯性定位 inertial positioning; 惯性飞行 coasting flight; 惯性飞行导弹 coasting missile; coaster; 惯性滑行 coast; coasting; 惯性控制 inertial control; 惯性领航 inertial navigation; 惯性轮 flywheel; inertia wheel; 惯性平衡 inertia balance; 惯性系数 inertia coefficent; 惯性效应 effect of inertia; 惯性压力 [流] inertial pressure; 惯性制导 inertial guidance; 惯性制动 inertia braking; 惯性中心 centre of inertia; 惯性轴 [物理学] axes of inertia; inertia axis; 惯性撞击 inertial impaction
• "弹性流" 英文翻译 :    elastic flow
• "电性流" 英文翻译 :    charged current
• "定性流" 英文翻译 :    constant-property flow
• "塑性流" 英文翻译 :    plastic flow; yielding flow
• "线性流" 英文翻译 :    linear flow; linear stream
• "粘性流" 英文翻译 :    drag flow; viscous flow
• "中性流" 英文翻译 :    neutral current
• "黏性流" 英文翻译 :    viscous flow
• "磁惯性" 英文翻译 :    magnetic inertia
• "电惯性" 英文翻译 :    electrical inertia
• "非惯性" 英文翻译 :    noninertial
• "惯性，惯量" 英文翻译 :    inertia
• "惯性比" 英文翻译 :    inertia ratio; ratio of inertia
• "惯性波" 英文翻译 :    inertia wave; inertial wave
• "惯性场" 英文翻译 :    inertial field
• "惯性秤" 英文翻译 :    inertia balance

• Wavelet approximate inertial manifold and numerical solution of burgers ' equation
  方程的小波近似惯性流形及数值分析
• Solving approximate inertial manifolds equations for the flow and magnetic field within the earth by successive approximation method
  地磁流体方程的近似惯性流形的逐次逼近求解
• In this paper , the second chapter introduces the reducing idea of inertial manifolds and approximate inertial manifolds , and discuss th e similarity reduction of ks equation . the third chapter introduces the basical idea and theory of the exact linearization controlling , then use this methods to control chaos of an ordinary differential system chen equation and apply the exact linearization controlling method to control the chaotic behaviours , i . e . controlling the chaotic states to steady states
  本文第二章介绍了无穷维动力系统的惯性流形与近似惯性流形的约化思想，并讨论了ks方程的直接约化方法。第三章介绍了精确线性化控制方法的基本思想和理论根据，并应用精确线性化控制方法对具有典型混沌动力学行为和性质的一个常微分系统chen方程进行混沌控制，将chen方程的混沌状态控制为稳定状态。
• The fourth chapter applies the exact linearization controlling method to control the approximate inertial manifolds of a partial differential system ks equation . this method can control the chaotic states into steady states and also can control the steady states into circle solutions . the chen equation and ks equation both have typical dynamical behavior and dynamical character
  第四章中应用精确线性化控制方法对无穷维动力系统ks方程的近似惯性流形进行混沌控制，可以将传统近似惯性流形下的混沌状态控制为稳定状态，也可以将稳定近似惯性流形下的稳定状态控制为周期解。
• In capter 2 , it is proved that the system possesses a global attractor and a two - side estimate for the fractal dimension of it is presented . in capter 3 , several different approximate intertial manifolds of the system are constructed by applying linear galerkin method , method of projecting operator and operator eigenvalue and successive iterative method , and it is proved that arbitary trajectory of the system enters into a small neighbourhood of the global attractor after large time . capter 4 studies the asymptotic attractor of the system by constructing a solution sequence which approaches to the global attractor of the equation in long time , and the dimentional estimate of the asymptotic attractor is given
  第二章证明了该系统的整体吸引子的存在性,给出了其分形维数的上下界;第三章利用线性galerkin方法、算子投射和算子特征值方法及逐次迭代方法构造了几类近似惯性流形,证明了该方程的任意解轨道在长时间后进入整体吸引子的任意小邻域;第四章构造了一个有限维解序列即该系统的渐近吸引子,证明了它在长时间后无限趋于方程的整体吸引子,并给出了渐近吸引子的维数估计
• Applying the results to optimal controller to realize the minimizer of the cost function of mkdv - burgers equation under neumann and dirichlet boundary control . secondly , using inertial manifold and approximate inertial manifold theory , the approximate inertial manifold under fourier bases is given and we construct a set of odes of three modes to obtain the long - time dynamic behavior
  其次，利用惯性流形和近似惯性流形理论，给出mkdv - burgers方程在fourier基下的近似惯性流形，并且把这一方程所确定的无穷维动力系统约化为一组三模态下的常微分方程组，从而研究这一方程所确定的动力系统的长期动力学行为。