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the first code:Approximate Genetic Algorithm
second code:Genetic Algorithm (GA)
third code:Response Surface Methodology for Design of a PD Controller for Tanker Ship Heading Regulation
forth code:optimization problem for genetic algorithms
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Response surface methodology for PD controller design for tanker ship
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Response surface methodology for PD controller design for tanker ship 1
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利用响应面方法对多学科协同优化方法进行改进，并用算例验证了改进的协同优化方法的有效性-Using response surface methodology multidisciplinary collaborative optimization method to improve the effectiveness of the improved collaborative optimization method, numerical example
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响应面法计算结构的可靠度.已知极限状态方程，变量服从对数正态分布，变量均值和标准差已知。-Response surface methodology to calculate the reliability of structures known to limit state equation, variables lognormal distribution, the mean and the standard deviation is known variables.
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响应面法计算相关系数情况下结构的可靠度.已知极限状态方程，变量服从对数正态分布，变量均值和标准差已知，且知道变量的相关系数。-Response surface methodology to calculate the correlation coefficient of reliability under the circumstances structures known to limit state equation, variables lognormal distribution, th
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用响应面法计算可靠度.已知极限状态方程，变量相互独立，服从标准正态分布。-Calculation of reliability by response surface methodology. Known limit state equation, variables are independent standard normal distribution.
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In this paper, an anisotropic formulation of the Gurson-Tvergaard-Needleman (GTN) damage model
is used for simulating the deep-drawing of a rectangular box made from an AA6016-T4 metallic
sheet. The model is implemented as a VUMAT routine in the ABAQ
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