A method for calculating the equivalency of icing conditions between insulator and transmission line
A calculation method and insulator technology, applied in the field of effectiveness calculation, can solve the problems of not paying attention to icing, the difficulty of obtaining the icing status of insulator strings, and the lack of observation and evaluation methods for the severity of icing in transmission lines, so as to save manpower and material resources, The effect of improving operational reliability
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[0016] A method for calculating the equivalent state of an insulator and a wire covered with ice, comprising:
[0017] Step 1. Measure the wire ice thickness L d ;
[0018] Step 2. According to the thickness L of ice coating on the wire d Calculation of insulator ice thickness L j ;
[0019] Step 3. Measure the distance d of the ice edge gap and the spacing L of the umbrellas,
[0020] Step 4. Calculate the ice-covered bridging coefficient η.
[0021] The insulator ice thickness L j The calculation formula is
[0022] L j = K 1 × K 2 × K 3 × L d ; where: L d is the thickness of ice coating on the wire, L j is the ice thickness of the insulator; K 1 、K 2 、K 3 They are correction coefficients of temperature, rainfall content and wind speed respectively; also called weight coefficient; The relationship curve between the icing state of the insulator is determined.
[0023] The formula for calculating the ice-covered bridging coefficient η is
[0024] η=(L-d) / L×1...
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