Method for calculating closing bounce electrical contact mechanical properties of electromagnetic relay under capacitive load
A technology of electromagnetic relays and mechanical properties, applied in the fields of instruments, electrical digital data processing, design optimization/simulation, etc., can solve problems such as time-consuming, inability to clearly reveal the mechanism of contact bounce, and complex structure design for experimental research on contact characteristics of electromagnetic relays. to save time
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[0115] 1. Calculation example
[0116] The structure diagram of the electromagnetic relay is as follows figure 2 shown. Relay related parameters are: M 1 =12.9g,M 2 = 7g,k 1 =0.37N / mm,k 2 =13N / mm,y x =2.68mm,y d =1.7mm,F f =6N,F c =7N,k = 5.3×10 5 N / mm,k c =1N / (mm / s),n=1.5,δ=0.1mm.The circuit and electrical contact parameters are:I=0.7A,N=2100,S=430mm 2 ;u s =1V, C=220μF, R=22Ω, R r =0.32mΩ,μ 0 =4π×10 –10 H / mm,ξ=0.45,H=91N / mm 2 ,R 1 =5.5mm and P=10N.
[0117] 2. Calculation process
[0118] (1) Based on the steps of establishing the electromagnetic force mathematical model, the electromagnetic force mathematical model of the electromagnetic relay is completed.
[0119] (2) According to the steps of establishing the mathematical model of the contact force, the mathematical model of the contact force of the electromagnetic relay is completed.
[0120] (3) Use the steps of establishing the mathematical model of the electric repulsion to complete the mathemati...
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