Remaining Lifetime Prediction Method of Satellite Momentum Wheel Voting System with Known Failure Information
A satellite momentum wheel and voting system technology, which is applied in the field of remaining life prediction of the satellite momentum wheel voting system, can solve problems such as the lack of remaining life prediction technology, and achieve the effect of accurate remaining life prediction, easy operation, and simple steps
Patent Information
- Authority / Receiving Office
- CN · China
- Patent Type
- Patents(China)
- Current Assignee / Owner
- Publication Date
- 2021-09-24
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Abstract
Description
technical field
[0001] The invention belongs to the field of remaining life prediction, and in particular relates to a method for predicting the remaining life of a satellite momentum wheel voting system under known failure information. Background technique
[0002] Reliability is an inherent attribute of a product and an important indicator to measure product quality. Therefore, product reliability is very important. Reliability evaluation is an important content of reliability research. Product reliability, life and remaining life are the most important A wide range of three reliability evaluation indicators, in which the remaining life of the product refers to the length of time between the current working moment and its failure moment. In reliability engineering, it is of great significance to accurately predict the remaining life of products.
[0003] It is very important to improve the reliability of products, and redundant technology is often used in engineering to i...
Examples
Embodiment 1
[0029] A method for predicting the remaining life of a satellite momentum wheel voting system with known failure information, the satellite momentum wheel voting system is an r / n(G) system, the satellite momentum wheel voting system is composed of n satellite momentum wheels, and there are at least r satellites The normal operation of the momentum wheel can ensure the normal operation of the satellite momentum wheel voting system, and the number of failed satellite momentum wheels is n f , the satellite momentum wheel voting system has been working for τ, at this time, predicting the remaining life of the satellite momentum wheel voting system in which the satellite momentum wheel obeys the exponential-Weibull distribution includes the following steps: Step S1, determine the satellites in the satellite momentum wheel voting system The failure distribution function when the life of the momentum wheel obeys the exponential-Weibull distribution;
[0030] The failure distribution ...
Embodiment 2
[0055] Based on the satellite momentum wheel voting system remaining life prediction method under the known failure information given in embodiment 1, a specific application example of the present invention is provided below. In the present embodiment, the satellite momentum wheel voting system is 3 / 4( G) System, ie n=4, r=3. This example aims at the satellite momentum wheel 3 / 4 (G) system, given the exponential-Weibull life distribution parameter values when the satellite momentum wheel life obeys the exponential-Weibull distribution, where α=1.5, β=3, η=100. Assume that the satellite momentum wheel voting system has been running for τ, the unit is month, and the failure information at this time is that the system has no failure momentum wheel. At the same time, the working time data τ of the momentum wheel voting system of five groups of satellites was obtained 1 = 72 months, τ 2 = 75 months, τ 3 = 79 months, τ 4 =84 months, τ 5=88 months. According to the formula (9...
Embodiment 3
[0057] Based on the known satellite momentum wheel voting system remaining life prediction method under the failure information given in embodiment 1, a specific application example of the present invention is provided below. In the present embodiment, the satellite momentum wheel voting system is 3 / 5( G) System, namely n=5, r=3, given the exponential-Weibull life distribution parameter values when the satellite momentum wheel life obeys the exponential-Weibull distribution, wherein α=1.5, β=3, η=100. Assume that the satellite momentum wheel voting system has been running for τ, the unit is month, and the failure information at this time is that the number of momentum wheels that the system fails is 2. At the same time, the working time data τ of the momentum wheel voting system of five groups of satellites was obtained 1 = 155 months, τ 2 = 160 months, τ 3 = 166 months, τ 4 = 170 months, τ 5 = 176 months. According to formula (9), the remaining lifetimes of the momentu...