A kriging-based robust parameter design method for frame circuit breakers
A frame circuit breaker and parameter design technology, applied in CAD numerical modeling, special data processing applications, geometric CAD, etc., can solve problems such as the inability to determine the global optimal solution, low optimization accuracy, and the inability to eliminate the interactive influence of factors
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specific Embodiment approach 1
[0021] Specific implementation mode one: what this implementation mode records is a kind of robustness parameter design method of frame circuit breaker based on Kriging, and described method comprises the following steps:
[0022] Step 1: Determine the input parameters and uncertainty factors according to the research object and optimization goal, and carry out the orthogonal test design of the inner and outer surfaces; among them, the input parameters are arranged in the inner table, and the uncertainty factors are arranged in the outer table, according to the number of input parameters and uncertain factors Select the inner and outer orthogonal tables and determine the test plan respectively; the research object is a circuit breaker, and the optimization target depends on the actual situation, which can be the breaking speed, the size of the breaking force, etc.; the input parameters can affect the optimization target The size of each key part of the circuit breaker can also ...
specific Embodiment approach 2
[0029] Specific embodiment 2: A method for designing robustness parameters of frame circuit breakers based on Kriging described in specific embodiment 1. In step 3, the decoupling of the parameters is specifically: selecting any two parameters from the input parameters The non-heavy combination (X, Y), first calculate the variation Δx and Δy of the corresponding output characteristics when the parameter X and the parameter Y change independently, and then calculate the variation Δxy of the corresponding output characteristic when the combination of (X, Y) changes at the same time, If the parameter X is completely independent from the parameter Y, the mathematical relationship of Δxy=Δx+Δy should be satisfied, otherwise, it means that there is an interaction between the parameter X and the parameter Y.
[0030] Define the interaction factor γ to reflect the degree of interaction between the parameters X and Y, and use the following formula to determine the interaction between th...
specific Embodiment approach 3
[0031] Specific embodiment three: a kind of Kriging-based frame circuit breaker robustness parameter design method described in specific embodiment one, in step five, the polynomial function between the adjustment factor and the output characteristic established by the linear regression method is specifically as follows : After determining the stability factor optimization scheme, the output characteristics will deviate with the change of parameter values, first calculate the offset ΔF of the output characteristics s , and then jointly adjust the factor polynomial F a , to establish the offset compensation target H 2 , as shown in the following formula:
[0032]
[0033] Since the adjustment factor and the stability factor are independent of each other, the output offset can be quantitatively compensated without affecting the robustness of the scheme, and finally the adjustment factor X a design plan.
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