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Research of Trajectory and Canard Mechanism's Design for Two-dimension Trajectory Correction Fuze

机译:两维轨迹矫正引信的轨迹和刮刀机制设计研究

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The two-dimension canard trajectory correction fuze technique is a new concept fuze technique with an added two-dimension canard trajectory correction subsystem on the fuze. It can control the range and direction of the projectile's flying trajectory and reduce disperses of them as well. The primly task, in the process of the trajectory correction fuze design, is determining the control starting point according to the correction capacity and designing the trajectory with the minimum energy cost. Actually trajectory correction is how to choose the control rule to realize the control process from the control starting point to the target point. The paper optimizes correction trajectory with Pontryagin's maximum principle and analyzes optimal control variable's fit. The necessary maximum overload can be calculated by the range's maximum correction capacity of the correction trajectory, while the usable overload can be calculated by the necessary the overload and margin. The usable overload, which is determined by the aerodynamics shape of canard surface and the canard partial angle, is the symbol of the canard mechanism's correction capability and the key control element of the projectile. The better flexibility index for the projectile can be obtained with a larger canard aerodynamics shape and the usable overload of canard partial angel. But the canard surface can only provide limited overload because the limitation of fuze room and the projectile's flying stability. When the canard partial angel reaches a certain value, the angel has little influence to the overload value, so it also offers a limited overload value. Based on the usable overload value, the canard according with velocity can be designed to carry out the trajectory correction and improve the strike precision.
机译:双维鸭径轨迹校正引信强化技术是一种新的概念引信技术,引信上添加了两维鸭筒轨迹校正子系统。它可以控制弹丸的​​飞行轨迹的范围和方向,也可以减少它们的分散。在轨迹校正引信设计的过程中,原始任务是根据校正容量确定控制起始点,并以最小能耗设计轨迹。实际上轨迹纠正是如何选择控制规则,以从控制起点到目标点实现控制过程。本文优化了Pontryagin最大原理的校正轨迹,分析了最佳控制变量的合适。可以通过校正轨迹的最大校正容量来计算必要的最大过载,而可用过载可以通过必要的过载和边距来计算。可用的过载,由鸭筒表面的空气动力学形状和鸭轿车偏角决定,是Canard机构的校正能力和射弹的关键控制元件的象征。射弹的更好的灵活性指数可以通过较大的豆空气动力学形状和迫美的迫切性的过载。但刮刀表面只能提供有限的过载,因为引信室和射弹的飞行稳定性的限制。当迫使小鸭子部分天使达到一定的价值时,天使对过载值几乎没有影响,因此它还提供有限的过载值。根据可用的过载值,根据速度的迫筒子可以设计为进行轨迹校正,提高击球精度。

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