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A QUICK METHOD OF FORECASTING OF CONFLICTING APPROACHES OF ORBITAL OBJECTS AND CALCULATION OF PARAMETERS OF AN APPROACH

机译:一种快速预测轨道物体冲突方法和计算方法参数的方法

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Traditional approach to forecasting mechanical conflicts (collisions) between orbital objects is based on modeling their motion and current distances between them. It requires substantial time, which, in case of multiple objects, makes quick forecasting problematic. Earlier we presented a method of quick forecasting (the basis method) without direct modeling of motion. In that method nodes of mechanical conflicts (pairs of segments of trajectories located at distances making collisions possible) are modeled. A conflict is forecasted with a safety margin for deviations of objects from known orbits. A method allowing of improving accuracy of the basis method has been developed. On the preliminary stage, for a conflict node we determine: 1) current locations on trajectories of the closest points of conflict nodes and dangerous segments of trajectories; 2) periods of time, when objects arc in those points. On the finalizing stage parameters of dangerous approach are calculated: 1) the minimal distance of closing in; 2) the interval of time, during which the approaching is dangerous; 3) relative velocities of the orbital objects at the minimal distance between them. Time spent on forecasting basing on this method is by an order of magnitude smaller than in methods based on modeling of motion.
机译:预测轨道物体之间机械冲突(碰撞)的传统方法是基于对它们的运动和它们之间的当前距离进行建模的。它需要大量时间,如果有多个对象,则快速预测会遇到问题。前面我们介绍了一种无需直接对运动进行建模的快速预测方法(基本方法)。在该方法中,对机械冲突的节点(轨迹的成对的段位于可能发生碰撞的距离处)进行建模。可以通过安全裕度来预测物体与已知轨道之间的偏离而产生的冲突。已经开发了一种可以提高基础方法的精度的方法。在初步阶段,对于冲突节点,我们确定:1)冲突节点最近点和轨迹的危险段的轨迹上的当前位置; 2)时间段,当物体在这些点上成弧形时。在最后阶段,计算危险进近的参数:1)最小闭合距离; 2)接近危险的时间间隔; 3)轨道物体在它们之间的最小距离处的相对速度。与基于运动建模的方法相比,基于此方法进行预测所花费的时间要小一个数量级。

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