DC Power (in Current Terms) Solution

STEP 0: Pre-Calculation Summary
Formula Used
Total Power = (Total Voltage*Total Current)-(((Total Current)^2)*Resistance of Ammeter)
Pt = (Vt*It)-(((It)^2)*Ra)
This formula uses 4 Variables
Variables Used
Total Power - (Measured in Watt) - Total Power is the total power consumed in an n-phase circuit.
Total Voltage - (Measured in Volt) - Total Voltage is the amount of total potential difference across the network. In this case, it is usually the voltage difference across the voltmeter.
Total Current - (Measured in Ampere) - Total Current is the total amount of current flowing through the circuit with the load.
Resistance of Ammeter - (Measured in Ohm) - Resistance of Ammeter gives the internal resistance of an ammeter.
STEP 1: Convert Input(s) to Base Unit
Total Voltage: 10 Volt --> 10 Volt No Conversion Required
Total Current: 0.5 Ampere --> 0.5 Ampere No Conversion Required
Resistance of Ammeter: 15 Ohm --> 15 Ohm No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Pt = (Vt*It)-(((It)^2)*Ra) --> (10*0.5)-(((0.5)^2)*15)
Evaluating ... ...
Pt = 1.25
STEP 3: Convert Result to Output's Unit
1.25 Watt --> No Conversion Required
FINAL ANSWER
1.25 Watt <-- Total Power
(Calculation completed in 00.004 seconds)

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Vellore Institute of Technology (VIT), Vellore
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13 Wattmeter Circuit Calculators

Total Power for Three Phase Wattmeter
​ Go Total Power = (Voltage through Phase 1*Current in Phase 1)+(Voltage through Phase 2*Current in Phase 2)+(Voltage through Phase 3*Current in Phase 3)
Resistance of Watt-meter pressure Coil
​ Go Resistance of Wattmeter Pressure Coil = (Voltage Induced in Secondary Winding 2-(Current in Pressure Coil Circuit*Resistance of Coil in Secondary Winding))/Current in Pressure Coil Circuit
Resistance of coil S1
​ Go Resistance of Coil in Secondary Winding = (Voltage Induced in Secondary Winding 2-(Current in Pressure Coil Circuit*Resistance of Wattmeter Pressure Coil))/Current in Pressure Coil Circuit
Power using Two Wattmeter Method
​ Go Total Power = sqrt(3)*Total Phase Voltage*Current in Phase 1*cos((30*(pi/180))-Phase Angle)
Total copper loss in secondary winding circuit
​ Go Total Copper Loss in Secondary Winding = ((Voltage Induced in Secondary Winding 2^2)/Resistance of Coil in Secondary Winding)+Resistance of Wattmeter Pressure Coil
Current in pressure coil circuit
​ Go Current in Pressure Coil Circuit = Voltage Induced in Secondary Winding 2/(Resistance of Wattmeter Pressure Coil+Resistance of Coil in Secondary Winding)
Voltage Induced in S2
​ Go Voltage Induced in Secondary Winding 2 = Current in Pressure Coil Circuit*(Resistance of Wattmeter Pressure Coil+Resistance of Coil in Secondary Winding)
DC Power (in Voltage Terms)
​ Go Total Power = (Total Voltage*Total Current)-(((Total Voltage)^2)/Resistance of the Voltmeter)
DC Power (in Current Terms)
​ Go Total Power = (Total Voltage*Total Current)-(((Total Current)^2)*Resistance of Ammeter)
AC Power
​ Go Instantaneous AC Power = Total Voltage*Current RMS Value*cos(Phase Angle)
Total Power using phi Angle
​ Go Total Power = 3*Total Phase Voltage*Total Phase Current*cos(Phase Angle)
Wattmeter Reading
​ Go Wattmeter Reading = (Voltage at Wattmeter Pressure Coil*Total Iron Loss)/(Potential Difference)
Voltage applied to wattmeter pressure coil
​ Go Voltage at Wattmeter Pressure Coil = (Wattmeter Reading*Potential Difference)/Total Iron Loss

DC Power (in Current Terms) Formula

Total Power = (Total Voltage*Total Current)-(((Total Current)^2)*Resistance of Ammeter)
Pt = (Vt*It)-(((It)^2)*Ra)

How to calculate load power?

The power through the load is given by the difference between the power indicated by the instruments and the power loss in the ammeter. The ammeter indicates the current flowing through the load as well as the voltmeter.

How to Calculate DC Power (in Current Terms)?

DC Power (in Current Terms) calculator uses Total Power = (Total Voltage*Total Current)-(((Total Current)^2)*Resistance of Ammeter) to calculate the Total Power, The DC Power (in Current Terms) formula is used to calculate the power of the load on a circuit that employs a voltmeter and an ammeter. Total Power is denoted by Pt symbol.

How to calculate DC Power (in Current Terms) using this online calculator? To use this online calculator for DC Power (in Current Terms), enter Total Voltage (Vt), Total Current (It) & Resistance of Ammeter (Ra) and hit the calculate button. Here is how the DC Power (in Current Terms) calculation can be explained with given input values -> 1.25 = (10*0.5)-(((0.5)^2)*15).

FAQ

What is DC Power (in Current Terms)?
The DC Power (in Current Terms) formula is used to calculate the power of the load on a circuit that employs a voltmeter and an ammeter and is represented as Pt = (Vt*It)-(((It)^2)*Ra) or Total Power = (Total Voltage*Total Current)-(((Total Current)^2)*Resistance of Ammeter). Total Voltage is the amount of total potential difference across the network. In this case, it is usually the voltage difference across the voltmeter, Total Current is the total amount of current flowing through the circuit with the load & Resistance of Ammeter gives the internal resistance of an ammeter.
How to calculate DC Power (in Current Terms)?
The DC Power (in Current Terms) formula is used to calculate the power of the load on a circuit that employs a voltmeter and an ammeter is calculated using Total Power = (Total Voltage*Total Current)-(((Total Current)^2)*Resistance of Ammeter). To calculate DC Power (in Current Terms), you need Total Voltage (Vt), Total Current (It) & Resistance of Ammeter (Ra). With our tool, you need to enter the respective value for Total Voltage, Total Current & Resistance of Ammeter and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Total Power?
In this formula, Total Power uses Total Voltage, Total Current & Resistance of Ammeter. We can use 4 other way(s) to calculate the same, which is/are as follows -
  • Total Power = sqrt(3)*Total Phase Voltage*Current in Phase 1*cos((30*(pi/180))-Phase Angle)
  • Total Power = 3*Total Phase Voltage*Total Phase Current*cos(Phase Angle)
  • Total Power = (Total Voltage*Total Current)-(((Total Voltage)^2)/Resistance of the Voltmeter)
  • Total Power = (Voltage through Phase 1*Current in Phase 1)+(Voltage through Phase 2*Current in Phase 2)+(Voltage through Phase 3*Current in Phase 3)
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