Phase Current for Balanced Three-Phase Delta Connection Solution

STEP 0: Pre-Calculation Summary
Formula Used
Phase Current = Line Current/sqrt(3)
Iph = Iline/sqrt(3)
This formula uses 1 Functions, 2 Variables
Functions Used
sqrt - A square root function is a function that takes a non-negative number as an input and returns the square root of the given input number., sqrt(Number)
Variables Used
Phase Current - (Measured in Ampere) - The Phase Current is a current flow between phase to neutral is called phase current.
Line Current - (Measured in Ampere) - Line Current is the measure of current in one phase before the star or delta arrangement of the component (typically input current in motor or output current in the alternator).
STEP 1: Convert Input(s) to Base Unit
Line Current: 3.6 Ampere --> 3.6 Ampere No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Iph = Iline/sqrt(3) --> 3.6/sqrt(3)
Evaluating ... ...
Iph = 2.07846096908265
STEP 3: Convert Result to Output's Unit
2.07846096908265 Ampere --> No Conversion Required
FINAL ANSWER
2.07846096908265 2.078461 Ampere <-- Phase Current
(Calculation completed in 00.020 seconds)

Credits

Created by Prahalad Singh
Jaipur Engineering College and Research Centre (JECRC), Jaipur
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Birsa Institute of Technology (BIT), Sindri
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15 Line Performance Characteristics Calculators

Receiving End Real Power Component
Go Real Power = ((Receiving End Voltage*Sending End Voltage/B Parameter)*sin(Beta B-Parameter-Alpha A-Parameter))-((A Parameter*(Receiving End Voltage^2)*sin(Beta B-Parameter-Alpha A-Parameter))/B Parameter)
B-Parameter using Receiving End Reactive Power Component
Go B Parameter = (((Receiving End Voltage*Sending End Voltage)*cos(Beta B-Parameter-Alpha A-Parameter))-(A Parameter*(Receiving End Voltage^2)*cos(Beta B-Parameter- Alpha A-Parameter)))/Reactive Power
B-Parameter using Receiving End Real Power Component
Go B Parameter = (((Receiving End Voltage*Sending End Voltage)*sin(Beta B-Parameter-Alpha A-Parameter))-(A Parameter*Receiving End Voltage^2*sin(Beta B-Parameter-Alpha A-Parameter)))/Real Power
Penetration Depth of Eddy Currents
Go Penetration Depth = 1/sqrt(pi*Frequency*Magnetic Permeability of Medium*Electrical Conductivity)
Skin Depth in Conductor
Go Skin Depth = sqrt(Specific Resistance/(Frequency*Relative Permeability*4*pi*10^-7))
Dielectric Loss due to Heating in Cables
Go Dielectric Loss = Angular Frequency*Capacitance*Voltage^2*tan(Loss Angle)
Sag of Transmission Line
Go Sag of Transmission Line = (Weight of Conductor*Span Length^2)/(8*Working Tension)
Base Current for Three-Phase System
Go Base Current = Base Power/(sqrt(3)*Base Voltage)
Base Impedance given Base Current
Go Base Impedance = Base Voltage/Base Current (PU)
Complex Power given Current
Go Complex Power = Electric Current^2*Impedance
Base Current
Go Base Current (PU) = Base Power/Base Voltage
Base Voltage
Go Base Voltage = Base Power/Base Current (PU)
Base Power
Go Base Power = Base Voltage*Base Current
Phase Current for Balanced Three-Phase Delta Connection
Go Phase Current = Line Current/sqrt(3)
Phase Voltage for Balanced Three-Phase Star Connection
Go Phase Voltage = Line Voltage/sqrt(3)

Phase Current for Balanced Three-Phase Delta Connection Formula

Phase Current = Line Current/sqrt(3)
Iph = Iline/sqrt(3)

What is the line current?

The currents flowing in each of the lines (Ia, Ib, and Ic) is known as the line current for the three-phase delta connection.

How to Calculate Phase Current for Balanced Three-Phase Delta Connection?

Phase Current for Balanced Three-Phase Delta Connection calculator uses Phase Current = Line Current/sqrt(3) to calculate the Phase Current, Phase Current for Balanced Three-Phase Delta Connection is the current flowing through one of the phases of the delta-connected load. The delta connection is a type of three-phase connection where three load impedances or devices are connected in a closed-loop resembling the Greek letter delta (Δ). Phase Current is denoted by Iph symbol.

How to calculate Phase Current for Balanced Three-Phase Delta Connection using this online calculator? To use this online calculator for Phase Current for Balanced Three-Phase Delta Connection, enter Line Current (Iline) and hit the calculate button. Here is how the Phase Current for Balanced Three-Phase Delta Connection calculation can be explained with given input values -> 2.078461 = 3.6/sqrt(3).

FAQ

What is Phase Current for Balanced Three-Phase Delta Connection?
Phase Current for Balanced Three-Phase Delta Connection is the current flowing through one of the phases of the delta-connected load. The delta connection is a type of three-phase connection where three load impedances or devices are connected in a closed-loop resembling the Greek letter delta (Δ) and is represented as Iph = Iline/sqrt(3) or Phase Current = Line Current/sqrt(3). Line Current is the measure of current in one phase before the star or delta arrangement of the component (typically input current in motor or output current in the alternator).
How to calculate Phase Current for Balanced Three-Phase Delta Connection?
Phase Current for Balanced Three-Phase Delta Connection is the current flowing through one of the phases of the delta-connected load. The delta connection is a type of three-phase connection where three load impedances or devices are connected in a closed-loop resembling the Greek letter delta (Δ) is calculated using Phase Current = Line Current/sqrt(3). To calculate Phase Current for Balanced Three-Phase Delta Connection, you need Line Current (Iline). With our tool, you need to enter the respective value for Line Current and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
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