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To calculate the current on a delta to star transformer, first identify the line current in the delta configuration (I_line). The phase current in the star (wye) configuration (I_phase) can be calculated using the formula: I_phase = I_line / √3. This relationship arises because the line current in a delta system is √3 times the phase current in a star system. Therefore, knowing the line current allows you to easily find the phase current in the star configuration.

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3w ago

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Why we use delta-star transformer instead of star-star transformer in a consumer plant.?

There is a problem called "neutral phase shift" in star-star transformer, if we connect unbalance load(single phase load at secondary), then the phase point is shifted towards neutral. we require sinusoidal secondary voltage at secondary, for this flux must be sinusoidal. Flux will be sinusoidal, if it contains the third harmonic component of exciting current. so third harmonic current can not flow in star-star transformer. so we use delta-star transformer,in delta , third harmonic component can flow & get sinusoidal output.


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To calculate the current in a Star-Delta configuration for a 30 kW, 415 V, 3-phase induction motor, you first determine the full load current (FLC) in Star configuration using the formula: ( I = \frac{P}{\sqrt{3} \times V \times \text{PF}} ), where ( P ) is power (30,000 W), ( V ) is line voltage (415 V), and PF is the power factor (assumed to be around 0.8 if not specified). For the Delta configuration, the current would be calculated as ( I_{Delta} = I_{Star} \times \sqrt{3} ). In the Star configuration, the current will be approximately 41.6 A, and in Delta, it will be around 72 A.


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The Most suitable and economically connection for small high voltage transformer is?

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