首页> 外文会议>International Astronautical Congress >IAC-14-D2.6.5 MATHEMATICAL MODEL FOR EVALUATION OF THE PRECISION OF GUIDED FLIGHT DURING TERMINAL PHASE AND AUTOMATIC LANDING FOR PRIDE VEHICLE
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IAC-14-D2.6.5 MATHEMATICAL MODEL FOR EVALUATION OF THE PRECISION OF GUIDED FLIGHT DURING TERMINAL PHASE AND AUTOMATIC LANDING FOR PRIDE VEHICLE

机译:IAC-14-D2.6.5用于评估导轨飞行精度的数学模型及骄傲车辆自动降落

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The paper presents a random calculus model for precision of guided flight during terminal phase and automatic landing of PRIDE vehicle. The proposed method is based on canonical decomposition of the random inputs, allowing solving a class of problems, which can be easily implemented as calculus software. The method consists of integration the equations of motion in linear form during terminal phase of the descending trajectory, considering influence of the random constraints as aerodynamic asymmetry, thrust command error, or noise sensors, using the canonical decomposition of random input functions. The method allows obtaining directly the output dispersion of velocity and coordinates of the vehicle from dispersion of any kind of random input signal, which pass thru differential equations of motions using a decomposition of input signal on pulsation domains (PD) and integrate the differential equation system for each PD. This method is approximate, because the number of PD is limited. Theoretically, if we use an infinite number of PD we can obtain the exact solutions. The results obtained in test cases show that this method, applied to the differential equations with the random input, gives good results if a high number of frequencies is selected. Although the solution appears to be complicated, leading to a high number of equations (4 times the number of frequencies), due to its symmetry and generality character, is a convenient method for solving these categories of problems, the majority of them having no analytic solutions. Furthermore, because mechanical system function like low pass filter, we can choose a limited number of frequency, which ensure a good accuracy of the results. In terms of results obtained with the considered calculus model, we will evaluate the average of terminal trajectory and landing position and the dispersion around them. The novelty aspect results in its technical purpose that to finding solutions for a real problem, using an adequate model from random function class. Even if the model may be subject to improvements, the results obtained there are technically acceptable and useful. The model proposed is an alternative to other models class, which uses random generated numbers, and can be use for cross checking between this two model classes. The novelty of the paper result from the theoretical method, of random functions theory, applied to solve the technical problem of precision for guided flight during terminal phase and automatic landing of PRIDE vehicle.
机译:本文提出了一种随机微积分模型,用于在终端阶段和自动登陆过程中的导向飞行精度。所提出的方法基于随机输入的规范分解,允许解决一类问题,这可以容易地实现为微积分软件。该方法包括在下行轨迹的终端阶段期间以线性阶段的线性形式集成运动方程,考虑随机约束作为空气动力学不对称,推力命令误差或噪声传感器的影响,使用随机输入功能的规范分解。该方法允许直接从任何种类的随机输入信号的色散直接获得车辆的速度和坐标的输出分散,其使用脉动域(Pd)上的输入信号的分解通过动作的微分方程,并集成微分方程系统对于每个PD。该方法是近似的,因为PD的数量是有限的。从理论上讲,如果我们使用无限数量的PD,我们可以获得确切的解决方案。在测试用例中获得的结果表明,如果选择了大量频率,则在具有随机输入的微分方程上应用于微分方程的方法提供了良好的结果。虽然该解决方案似乎是复杂的,但由于其对称性和一般性特性,是一种方程数量(频率次数的4倍),是解决这些类别的方程式的方程,是解决这些类别的方法,其中大多数没有分析解决方案。此外,由于机械系统功能如低通滤波器,我们可以选择有限数量的频率,这确保了结果的良好准确性。就具有考虑的微积分模型获得的结果而言,我们将评估终端轨迹和着陆位置的平均值以及它们周围的分散。新颖性方面导致其技术目的是使用来自随机函数类的适当模型来寻找真正问题的解决方案。即使该模型可能受到改进,也可以在技术上可接受和有用。建议的模型是其他模型类的替代方案,其使用随机生成的数字,并且可以用于在这两个模型类之间交叉检查。随机函数理论的理论方法的纸张造成的新颖性,应用于解决终端枢纽和自豪车自动着陆过程中的指导飞行精度技术问题。

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