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数值积分算法 meaning in Chinese

numerical integration algorithm

Examples

  1. Borrowing the traditional two - speed approach originally developed in conventional attitude integration , we design one new numerical integration algorithm to solve the three kinematic equations . the new navigation algorithm based on dual quaternion is thus constituted
    借鉴成熟的姿态四元数积分的双速算法结构,设计了一个数值积分算法求解以上三个运动学方程,构建了基于对偶四元数的捷联惯性导航算法。
  2. This article introduces the design and implement of flight simulator based on dsp which contains five parts . the first part establishs the math model of flight simulator which contains the model of aerodynamics and flight mechanics , the model of standard atmosphere and wind model ; the second part introdces primarily the arithmetic of numeric integral which is very important to dyanmic system simulant . the third part introduces the design of hard interface circuit and program . the fourth part introduces the data flow graph of the flight simulator software and gunge - kutta integral arithmetic . the finall part introduces the design of serial port communication software , it contains communication protocol , the process of upper machine and lower machine communication and the programing of serial port communication by vc + +
    本文介绍了基于dsp的飞行器模拟器设计与实现,主要分为五个部分,第一部分建立了飞行仿真的数学模型,包括飞行器空气动力学和飞行力学的数学模型、标准大气模型和风模型;第二部分主要介绍了数值积分算法,它在动态系统仿真中是很重要的;第三部分为硬件接口设计与编程;第四部分介绍了气动仿真软件的数据处理流程和runge - kutta积分算法;最后一部分为串口通信软件设计,介绍了通信协议、上下位机处理流程和vc + +串口通信编程。
  3. In this paper , the backward simulation was summarizd at home andabroad , the characteristics of shell nosing were introduced , the theory and scheme of backward simul - ation of shell nosing was constructed , the determined methods of the boundary conditions were put forward in backward simulation for the processes of shell nosing
    本文介绍了将无陀螺捷联惯导系统应用于飞航导弹制导的一些问题.对这系统中短周期变化量在更新时,数值积分算法的阶次对制导系统的影响进行了理论分析,并结合某型号飞航导弹的有关参数进行实时仿真,验证了理论分析的正确性.这为无陀螺捷联惯导系统应用于工程实践提供了一定的参考

Related Words

  1. 数值数值量
  2. 低数值
  3. 记数值
  4. 数值变换
  5. 数值校验
  6. 数值偏心
  7. 数值例
  8. 理论数值
  9. 数值格式
  10. 数值编码
  11. 数值积分公式
  12. 数值积分器
  13. 数值积分误差
  14. 数值级数
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