The thesis analyses the fast trajectory calculation techniques for warp trajectory, considering gravity anomaly and positioning and orientation deviation.
论文分析了偏差弹道快速计算方法。 主要研究了扰动引力的快速赋值方法和考虑初值误差下偏差弹道的快速计算方法。
参考来源 - 弹道导弹变点机动射击诸元快速计算方法研究·2,447,543篇论文数据，部分数据来源于NoteExpress
对一种特定的扰动引力场模拟气体自引力，可以在速度平面上定性分析激波解的特性。
The features of shock wave can be analyzed qualitatively in the velocity plane for a special perturbed gravitation which is used to simulate the self-gravitation of interstellar gas.
结果表明，文中提出的逼近算法能够快速精确可靠地逼近弹道扰动引力，是一种具有应用价值的方法。
Result indicates that, with this method the approximation of the disturbing gravity of trajectory can be completed fast and accurately and the application potential of this method is great.
仿真结果表明换极后的球谐函数计算扰动引力能够满足精度要求，且在计算中弹道方程的解算速度也有很大的提高。
The result of simulation indicates that this method not only satisfies the precision but also enables us to enhance the calculation speed of the trajectory equations.
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