AC motor thermal overload protection method
A technology of AC motors and motors, applied in the direction of emergency protection circuit devices, electrical components, etc., can solve the problems of inconvenient use and low judgment accuracy
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specific Embodiment approach 1
[0005] Specific Embodiment 1: The present embodiment will be specifically described below with reference to FIG. 1 . The steps of this embodiment are as follows: the first step 101: the motor protection device is powered on and works; the second step 102: collect the current value of the motor terminal in real time through the current transformer, and calculate it every interval time Δt (the size of the time value is in milliseconds) The positive sequence current and the negative sequence current at the motor terminal once; the third step 103: judge whether the positive sequence current is greater than 0.06 times the rated current value I of the secondary side of the current transformer n ; The result of the third step 103 is yes, then execute the fourth step 104: judge whether the motor works within the starting time; the result of the third step 103 is no, then execute the seventh step 107: calculate the interval time Δt according to the motor stall state If the result of th...
specific Embodiment approach 2
[0006] Embodiment 2: The difference between this embodiment and Embodiment 1 is: the fifth step 105 calculates the heat accumulation value of the motor starting process, the sixth step 106 calculates the heat accumulation value of the motor normal operation process, and the seventh step 107 calculates the motor The steps of heat accumulation value in standstill state are as follows:
[0007] First: first calculate the positive sequence current I 1 and negative sequence current I 2 and equivalent current I eq value. Equivalent current I eq The value of is given by:
[0008] I eq = K 1 × I 1 2 + K 2 × I 2 2 - - - ( 1 )
[0009] In the formula...
specific Embodiment approach 3
[0018] Specific embodiment three: the difference between this embodiment and embodiment one is: the ninth step 109 calculates and displays the remaining action time, and calculates the remaining action time Δt through the following formula res (corresponding to formula (4)):
[0019] Δt res =(1-Q)t (5)
[0020] In the formula, t-the equivalent current I calculated at the current moment eq The corresponding inverse time characteristic parameter. With such a setting, it can be given how long the thermal accumulation value of the motor is expected to reach 100% under the current condition, that is, how long the motor will have a thermal overload fault. If the motor is in normal running state, the remaining action time Δt res will increase with the number of calculations, and this trend indicates that the thermal overload failure of the motor will not occur during normal operation. This is very convenient for users.
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