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线性化方程的英文

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"线性化方程"怎么读用"线性化方程"造句

英文翻译手机手机版

  • linearized equation

例句与用法

  • Cauchy problem for linearized system of two - dimensional isentropic flow with axisymmetrical initial data in gas dynamics
    二维等熵流的线性化方程的具轴对称初值的柯西问题
  • In this paper , the governing differential equations of double pendulum is established with the lagrange methods , the stability margin of corresponding linear equations are obtained by the multiple scale method
    采用拉格朗日方法建立参数激励双摆的控制微分方程,通过多尺度法对其线性化方程进行分析,获得稳定性边界。
  • A perturbation guidance technique is then used ; the equations of motion in the longitudinal channel are linearized around the nominal trajectories and linear quadratic control laws are developed on the deviation of the aircraft states from these nominal values
    本文针对飞机的时变非线性纵向动力学模型,沿给定的起飞轨迹建立小扰动线性化方程,通过线性二次型最优控制使飞机沿给定的起飞轨迹飞行。
  • As the complexity of flight tasks increases , the linearized equation based on the small disturbance theory is no longer adequate for the design of control systems , and the necessity of exploring a nonlinear approach seems increasingly obvious
    随着飞机飞行任务不断趋向复杂化,基于小扰动线性化方程的线性系统设计方法已经难以满足现代飞机飞控系统的设计要求。这就迫使我们研究飞机的非线性控制律的设计方法。
  • As the complexity of flight tasks increases , the linearized equation based on the small disturbance theory is no longer adequate for the design of control systems , and the necessity of exploring a nonlinear approach seems increasingly obvious
    随着飞机飞行任务不断趋向复杂化,飞机的动态模型具有显著的非线性,基于小扰动线性化方程的线性系统设计方法已经难以满足系统设计的要求。这就迫使我们研究飞机的非线性设计方法。
  • The basic performance limit expressions about this novel mb is derived in order to design it . the novel magnetic bearing is analyzed employing the finite element method and has been integrated into a test facility with very simple control met hod , and the results of selected experiment have been provided
    在以上分析的基础上,推出磁悬浮力的线性化方程,计算了电流刚度和位移刚度,同时提出了这种磁轴承的性能指标公式,为该磁轴承的设计提供了理论依据。
  • The precision duhamel integration solution for the linearization equation is also given from the theory of linear differential equation . the calculating results show that the new method can improve the calculation precision greatly . in fact , the truncation error is not limited by this method , it can arrive the precision according to the requirement
    本文的主要工作有以下几个方面: ( 1 )由于非线性项的存在,使得多数情况下难以得到非线性动力方程的解析解表达式,目前常使用数值积分方法来求解非线性动力学方程的解,但常规计算方法的计算精度不很理想,本文提出了含taylor展开项中高阶余项的非线性动力方程的线性化数值计算方法,构造了瞬态线性化方程,给出了duhamel积分的表达式。
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