Phase Current Formula:
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Phase current (I_ph) is the current flowing through each phase in an AC circuit. It represents the actual current in individual phases of a polyphase system and is fundamental to electrical circuit analysis and design.
The calculator uses the phase current formula:
Where:
Explanation: This formula calculates the current in each phase of an AC circuit by dividing the phase voltage by the phase impedance, following Ohm's Law for AC circuits.
Details: Accurate phase current calculation is essential for proper circuit design, component sizing, protection device selection, and ensuring electrical system safety and efficiency.
Tips: Enter phase voltage in volts (V) and phase impedance in ohms (Ω). Both values must be positive numbers greater than zero for accurate calculation.
Q1: What Is The Difference Between Phase Current And Line Current?
A: Phase current flows through each phase winding, while line current flows in the transmission lines. In star connection, they are equal; in delta connection, line current is √3 times phase current.
Q2: How Does Phase Current Relate To Power Calculation?
A: Phase current is used to calculate apparent power (S = V_ph × I_ph), active power, and reactive power in AC circuits, making it fundamental to power system analysis.
Q3: When Should Phase Current Be Calculated?
A: Phase current calculation is necessary during circuit design, load analysis, fault calculation, protection coordination, and when sizing conductors and protective devices.
Q4: Are There Limitations To This Formula?
A: This formula assumes sinusoidal waveforms and linear impedance. For non-linear loads or distorted waveforms, more complex analysis including harmonic components may be required.
Q5: How Does Phase Current Affect Equipment Sizing?
A: Phase current determines the required current-carrying capacity of conductors, the rating of circuit breakers and fuses, and the thermal design of electrical equipment.