An electrical connector with a measurable mating distance and a method for testing the mating distance
A technology for electrical connectors and connecting plugs, which is used in the field of testing electrical connectors and mating distances, and can solve problems such as incomplete mating, high electrical connector locking force, and mating deflection.
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Embodiment 1
[0054] The method for testing the mating distance of the electrical connector comprises the following steps:
[0055] S1: After connecting the plug 1 and the connecting socket 2, apply the same voltage U=5V DC to the two groups of resistance displacement sensors 3, so that the two groups of resistance displacement sensors 3 generate current respectively;
[0056] S2: respectively detect the current on the two sets of resistance displacement sensors 3 through the detection circuit at the device end, and obtain the current value I1=0.1A, I2=0.1A;
[0057] S3: According to the calculation formula of resistance: R=U / I, get R1=50Ω, R2=50Ω;
[0058] Then according to the calculation formula of the resistance material length: L=RS / ρ, the displacement of pin terminal 3.1 in jack terminal 3.2 is obtained L1=4mm, L2=4mm;
[0059] In the formula: the cross-sectional area of pin terminal 3.1 is S=7.1 square millimeters;
[0060] The resistivity of pin terminal 3.1 is ρ=88.75Ωmm;
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Embodiment 2
[0065] The method for testing the mating distance of the electrical connector comprises the following steps:
[0066] S1: After connecting the plug 1 and the connecting socket 2, apply the same voltage U=5V DC to the two groups of resistance displacement sensors 3, so that the two groups of resistance displacement sensors 3 generate current respectively;
[0067] S2: Detect the currents on the two sets of resistance displacement sensors 3 respectively through the detection circuit at the device end, and obtain the current values I 1 = 0.1A, I 2 = 0.067A;
[0068] S3: According to the calculation formula of resistance: R=U / I, get R1=50Ω, R2=75Ω;
[0069] Then according to the calculation formula of the resistance material length: L=RS / ρ, the displacements L1=4 and L2=6 of the pin terminal 3.1 in the socket terminal 3.2 are obtained;
[0070] In the formula: the cross-sectional area of pin terminal 3.1 is S=7.1 square millimeters;
[0071] The resistivity of pin terminal 3...
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