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Method of Predicting the Deadline of Spacecraft Orbit 'Life' Taking into Account Progressive Contamination in Near-Earth Space by Space Debris

机译:考虑空间碎片在近地空间中的渐进污染的预测航天器“生命”期限的方法

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This paper highlights the features of modeling the process of mechanical contamination of near-Earth space (NES), gives a brief description of existing models for predicting the mechanical contamination of NES, and analyzes the influence of uncertainty in the initial data on the accuracy of predictions of the mechanical contamination of NES by modern models. It has been proposed to predict the deadline of the "ecological life" of near-Earth orbit based on a description of increasing the density of mechanical contamination in NES with logistic dependences. The analytic function has been obtained and presented for the first time, allowing one to obtain the predicted value of the deadline of the near-Earth orbit in the form of an equation that includes the value of the maximum permissible contamination density given in the form of a fuzzy value. The solution of this fuzzy equation in the case of a triangular shape of the membership function of the maximum possible contamination density has been presented. The possibility of transforming the fuzzy prediction to a crisp interval form has been shown by finding the interval crisp alpha-level set closest to the considered fuzzy set (FS).
机译:本文重点介绍了对近地空间(NES)机械污染过程建模的功能,简要介绍了用于预测NES机械污染的现有模型,并分析了初始数据中的不确定性对精度的影响。现代模型对NES机械污染的预测。已经提出基于对后勤依赖增加NES中机械污染密度的描述来预测近地轨道的“生态生命”的期限。首次获得并提出了分析函数,使人们能够以方程式的形式获得近地轨道最后期限的预测值,该方程式包括以下形式的最大允许污染密度值:模糊值。已经提出了在最大可能污染密度的隶属函数为三角形的情况下该模糊方程的解。通过找到最接近所考虑的模糊集(FS)的区间明晰α级集,已经显示了将模糊预测转换为明晰区间形式的可能性。

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