A three-phase, 33 kV oil circuit breaker is rated 1200 A, 2000 MVA, 3 s. The symmetrical breaking current is
35 kA
This solution explains how to calculate the symmetrical breaking current for a three-phase oil circuit breaker using the provided ratings.
The question provides the following details about the oil circuit breaker:
The symmetrical breaking current ($I_b$) is the RMS value of the AC component of the current during the interruption process. It is calculated using the three-phase breaking capacity ($S$) and the line-to-line voltage ($V_L$) of the system. The formula is:
$$ I_b = \frac{S}{\sqrt{3} \times V_L} $$
Where:
Let's use the given values in the formula:
$$ I_b = \frac{2000 \text{ MVA}}{\sqrt{3} \times 33 \text{ kV}} $$
$$ \sqrt{3} \times 33 \approx 1.732 \times 33 \approx 57.156 $$
$$ I_b = \frac{2000}{57.156} \text{ kA} $$
$$ I_b \approx 35.00 \text{ kA} $$
The calculated symmetrical breaking current is approximately 35 kA. Comparing this result with the given options:
Therefore, the symmetrical breaking current for the specified oil circuit breaker is 35 kA.
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