High time consumption constraint-oriented rapid approximate optimization method for aircrafts
An optimization method and aircraft technology, applied in the field of multidisciplinary optimization, can solve problems such as time-consuming calculations and inability to solve constraints, and achieve the effects of reducing calculation costs, shortening engineering optimization cycles, and expanding the scope of application
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Embodiment 1
[0090] Embodiment 1: Take the application of reducing the design cost of a pressure vessel as an example under the constraint condition.
[0091] The purpose of the pressure vessel design problem is to reduce the cost including welding, materials and molding under the premise of satisfying certain constraints. Assuming that the pressure vessel model is a time-consuming high-precision analysis model in engineering design, by solving the corresponding function in the design space The minimum value in , to verify the performance of C-EGO. The purpose of this embodiment is to improve the optimization design efficiency, that is, to reduce the times of solving the function.
[0092] The given pressure vessel design problem is as follows:
[0093]
[0094] In order to obtain the global optimal solution, an optimization method with global optimization capability is used. Here, the design problem is optimized by using the aircraft rapid approximate optimal design method for high t...
Embodiment 2
[0135] Embodiment 2: The optimization application of reducing the quality of the earth observation satellite under the constraint condition is taken as an example.
[0136] The design goal of the earth observation satellite is to obtain as many ground remote sensing images as possible and to achieve the coverage of the earth's surface area while ensuring the resolution and distortion, while reducing the cost of the satellite as much as possible. The design structure matrix (Design Structure Matrix, DSM) of the multidisciplinary design optimization model in this paper is as follows: Figure 4 As shown in , where the horizontal line represents the subject output, the vertical line represents the subject input, and the symbols at the nodes indicate the coupling parameters between subjects. The multi-disciplinary analysis (Multi-Disciplinary Analysis, MDA) process consists of five disciplines: orbit, control, payload, power supply and structure, and also includes the coupling rela...
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