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Total Power refers to the sum of the electrical power consumed or generated by the load being measured in a wattmeter. Check FAQs
Pt=VtI-(Vt2Rvm)
Pt - Total Power?Vt - Total Voltage?I - Total Current?Rvm - Voltmeter Resistance?

DC Power (in Voltage Terms) Example

With values
With units
Only example

Here is how the DC Power (in Voltage Terms) equation looks like with Values.

Here is how the DC Power (in Voltage Terms) equation looks like with Units.

Here is how the DC Power (in Voltage Terms) equation looks like.

2.5Edit=10Edit0.5Edit-(10Edit240Edit)
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DC Power (in Voltage Terms) Solution

Follow our step by step solution on how to calculate DC Power (in Voltage Terms)?

FIRST Step Consider the formula
Pt=VtI-(Vt2Rvm)
Next Step Substitute values of Variables
Pt=10V0.5A-(10V240Ω)
Next Step Prepare to Evaluate
Pt=100.5-(10240)
LAST Step Evaluate
Pt=2.5W

DC Power (in Voltage Terms) Formula Elements

Variables
Total Power
Total Power refers to the sum of the electrical power consumed or generated by the load being measured in a wattmeter.
Symbol: Pt
Measurement: PowerUnit: W
Note: Value should be greater than 0.
Total Voltage
Total Voltage refers to the combined electrical voltage across all phases of a multi-phase electrical system.
Symbol: Vt
Measurement: Electric PotentialUnit: V
Note: Value should be greater than 0.
Total Current
Total Current is the sum of the current flowing through the load and pressure coil in a wattmeter circuit.
Symbol: I
Measurement: Electric CurrentUnit: A
Note: Value should be greater than 0.
Voltmeter Resistance
Voltmeter Resistance refers to the electrical resistance of the coil or circuitry used to measure voltage across the load.
Symbol: Rvm
Measurement: Electric ResistanceUnit: Ω
Note: Value should be greater than 0.

Other Formulas to find Total Power

​Go Power using Two Wattmeter Method
Pt=3VphI1cos(Φ)
​Go Total Power using phi Angle
Pt=3VphIphcos(Φ)
​Go DC Power (in Current Terms)
Pt=VtI-I2Ra
​Go Total Power for Three Phase Wattmeter
Pt=(V1I1)+(V2I2)+(V3I3)

Other formulas in Wattmeter Circuit category

​Go AC Power
Pac=VtIrmscos(Φ)
​Go Wattmeter Reading
Wr=VwpPiV
​Go Resistance of coil S1
Rc=S2-(IpRp)Ip
​Go Resistance of Watt-meter pressure Coil
Rp=S2-(IpRc)Ip

How to Evaluate DC Power (in Voltage Terms)?

DC Power (in Voltage Terms) evaluator uses Total Power = Total Voltage*Total Current-(Total Voltage^2/Voltmeter Resistance) to evaluate the Total Power, The DC Power (in Voltage 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 evaluate DC Power (in Voltage Terms) using this online evaluator? To use this online evaluator for DC Power (in Voltage Terms), enter Total Voltage (Vt), Total Current (I) & Voltmeter Resistance (Rvm) and hit the calculate button.

FAQs on DC Power (in Voltage Terms)

What is the formula to find DC Power (in Voltage Terms)?
The formula of DC Power (in Voltage Terms) is expressed as Total Power = Total Voltage*Total Current-(Total Voltage^2/Voltmeter Resistance). Here is an example- 2.5 = 10*0.5-(10^2/40).
How to calculate DC Power (in Voltage Terms)?
With Total Voltage (Vt), Total Current (I) & Voltmeter Resistance (Rvm) we can find DC Power (in Voltage Terms) using the formula - Total Power = Total Voltage*Total Current-(Total Voltage^2/Voltmeter Resistance).
What are the other ways to Calculate Total Power?
Here are the different ways to Calculate Total Power-
  • Total Power=sqrt(3)*Total Phase Voltage*One Phase Current*cos(Phase Angle)OpenImg
  • Total Power=3*Total Phase Voltage*Total Phase Current*cos(Phase Angle)OpenImg
  • Total Power=Total Voltage*Total Current-Total Current^2*Ammeter ResistanceOpenImg
Can the DC Power (in Voltage Terms) be negative?
No, the DC Power (in Voltage Terms), measured in Power cannot be negative.
Which unit is used to measure DC Power (in Voltage Terms)?
DC Power (in Voltage Terms) is usually measured using the Watt[W] for Power. Kilowatt[W], Milliwatt[W], Microwatt[W] are the few other units in which DC Power (in Voltage Terms) can be measured.
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