

What is Unit of Voltage - SI Unit of Voltage
Voltage can be defined as the electric potential between two points. In a conductor, if the electric field is uniform, the potential difference between the points is,
V = EL
By using various equations of resistivity, current, and resistance, another equation can be derived,
V = EL
V = የJL
V = የ \[(\frac {I} {A})\] L
V = I \[(\frac {\varphi L} {A})\]
V = IR
From the above equation, we can deduce that the voltage or the potential difference across the resistor can be found by multiplying the current with the resistance. The unit of potential difference is Volt (V) which is also equal to Joule per Coulomb (J/C).
SI Unit of Voltage
The SI unit for voltage is Volt and is represented by the letter v. volt is a derived SI unit of electromotive force or electric potential. Thus, due to this volt can be defined in a number of ways. Volt can be defined as ‘the electric potential present along with a wire when an electric current of one ampere dissipates the power of 1 watt (W).
V = \[\frac {W} {A}\]
Also, volt can be expressed as the potential difference that exists between two points in an electric circuit which imparts energy of 1 joule (J) per coulomb of charge that flows through the circuit.
V = \[\frac {potential energy} {charge}\]
V = \[\frac {J} {C}\] = kg m2/As3
It can also be expressed as ampere times ohm, joule per coulomb or watt per ampere.
V = AΩ = \[\frac {W} {A}\] (energy per unit charge) = J\[\frac {J} {C}\] (power per unit current)
It can also be expressed as it is given in its SI unit,
1 V = 1 kg m2 s-3 A-1 (One-kilogram meter squared per second cubed per ampere).
Below are Some Other Electrical Units
Voltage Source
A voltage source is basically a device that is used in electric circuits having fixed potential differences at both ends. The voltage source can be a battery or any other source which has fixed potential difference and direct current.
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In case the ends of the voltage source are connected to a circuit that has multiple numbers of resistors, voltmeters, etc then a complete circuit is formed and the current can now flow from one end to the other. And if the current is flowing, then it is the same on both the terminals of the voltage source.
A voltage source is a part of a complete circuit that can produce an electromotive force. Electromotive force is represented using the symbol ε. The unit of electromotive force is the same as voltage, that is it is volt. Here volt is equal to a joule per coulomb (J/C). In the case of an ideal source, the electromotive force is equal to the voltage difference,
ε = V = IR
Real sources such as batteries are not considered ideal sources as they have some source of internal resistance. If r denotes the internal resistance of a battery, then the voltage difference present across the battery is,
V = ε - Ir
This can also be called the terminal voltage of the battery. When a complete circuit is made using a resistor that has resistance R, then the current flowing through can be found using the equation,
V = IR
IR = ε -Ir
IR + Ir = ε
I (R + r) = ε
I = \[\frac {(R+r)} {\epsilon}\]
Thus, the current is equal to the electromotive force of the source divided by the total resistance present in the circuit.
SI Unit of Voltage
SI or System International units is an international system of measurement that is used universally in all technical and scientific research.
SI units make sure that the students do not get confused while reading about units. A standard unit system helps the entire world understand all the measurements in just one set of unit systems. The SI unit of voltage is volt and is denoted by the letter v.
FAQs on Unit of Voltage
1. What is the SI unit of voltage, and how is 1 volt defined?
The SI unit of voltage is the volt (V). One volt is defined as the potential difference between two points when one joule of energy is used to move one coulomb of charge between them. In simple terms, 1 volt = 1 joule per coulomb (J/C).
2. How are voltage, current, and resistance related in a simple circuit?
According to Ohm's Law, voltage (V), current (I), and resistance (R) are directly related. The law states that the voltage across a conductor is the product of the current flowing through it and its resistance. The formula is V = I × R.
3. What are the standard SI units for voltage, current, and resistance?
The standard SI units used in electricity are:
- Voltage: volt (V)
- Current: ampere (A)
- Resistance: ohm (Ω)
4. What is the difference between electromotive force (emf) and terminal voltage?
Electromotive force (emf) refers to the maximum potential difference a power source (like a battery) can provide when no current is flowing. Terminal voltage is the actual voltage supplied to the external circuit, which is slightly less than the emf due to energy loss from the source's own internal resistance.
5. Why is voltage always measured between two points?
Voltage is fundamentally a measure of potential difference, meaning it describes the difference in electrical potential energy between two separate points. You cannot have voltage at a single point, just as you cannot measure the height of a single point without a reference like the ground. A voltmeter must be connected to two points in a circuit to measure the potential difference between them.
6. What is a common misconception about the relationship between voltage and current?
A common misconception is that voltage 'flows' through a circuit. In reality, it is the electric current (the flow of charge) that moves. Voltage is the 'push' or pressure that causes the current to flow. Think of voltage as the water pressure in a pipe and current as the water flow itself.
7. How is voltage related to the electric field?
In a uniform electric field (E), the voltage (V) or potential difference between two points is calculated by multiplying the electric field strength by the distance (d) between the points along the field line. The formula is V = E × d. This shows that a stronger electric field creates a larger potential difference over the same distance.
8. How is the unit 'volt' expressed in terms of fundamental SI units?
While volt (V) is a convenient derived unit, it can be broken down into fundamental SI units. Since a volt is a joule per coulomb (J/C), and a joule is kg·m²/s², the volt is expressed as kg·m²·s⁻³·A⁻¹. This shows its direct relationship to mass, length, time, and electric current.

















