Electric Potential Converter

Convert between electric potential (voltage) units including Volts, millivolts, kilovolts, and more.

1 V =

1,000

Millivolts (mV)

1 V in all units

Volts (V)1
Millivolts (mV)1,000
Microvolts (uV)10,00,000
Nanovolts (nV)1.000000e+9
Kilovolts (kV)0.001
Megavolts (MV)0.000001
Abvolts (abV)10,00,00,000
Statvolts (statV)0.003336

Quick Reference

1 Volt

= 1000 mV

1 kV

= 1000 V

Symbol

V or U (voltage)

Ohms Law

V = I * R

What is Electric Potential?

Electric potential, commonly referred to as voltage, is the amount of electric potential energy per unit charge at a point in an electric field. It represents the work required to move a positive test charge from a reference point (usually infinity or ground) to that specific location. Electric potential is a scalar quantity, making it simpler to work with than vector field quantities in many practical situations.

Voltage is the driving force behind electric current. Just as water flows from high pressure to low pressure, electric current flows from high potential to low potential. A battery creates a potential difference (voltage) between its terminals, and this potential difference drives current through an external circuit, delivering energy to lights, motors, and electronic devices.

Electric potential is measured in Volts (V) in the SI system, named after Alessandro Volta, the Italian physicist who invented the first chemical battery in 1800. One Volt is defined as one Joule of energy per Coulomb of charge. The relationship between voltage, current, and resistance is described by Ohm's Law: V = I × R.

Understanding electric potential is essential for circuit design, power systems, battery technology, and semiconductor physics. Whether you are designing a low-voltage sensor circuit or a high-voltage power transmission system, accurate voltage measurements and conversions are fundamental to electrical engineering.

The Electric Potential Conversion Formula

Converting between voltage units uses a straightforward factor-based multiplication approach. Each unit has a defined relationship to the base unit, the Volt. To convert from one unit to another, multiply by the appropriate conversion factor ratio.

Electric Potential Unit Conversion

V_target = V_source × (factor_source / factor_target)

Where:

  • V_source= Voltage value in the source unit
  • factor_source= Conversion factor from the source unit to Volts
  • factor_target= Conversion factor from the target unit to Volts
  • V_target= Resulting voltage in the target unit

Common Voltage Units

Voltage is measured in various units across different scales and applications:

  • Volts (V): The SI unit for electric potential. Used in everyday electronics, household wiring, and automotive systems.
  • Millivolts (mV): One thousandth of a Volt. Common in sensor outputs, audio signals, and low-voltage electronics.
  • Microvolts (µV): One millionth of a Volt. Used in precision instrumentation and biological signal measurements (EEG, ECG).
  • Nanovolts (nV): One billionth of a Volt. Found in ultra-low-noise amplifier circuits and fundamental physics experiments.
  • Kilovolts (kV): One thousand Volts. Used in power transmission, X-ray equipment, and high-voltage testing.
  • Megavolts (MV): One million Volts. Encountered in particle accelerators, lightning, and ultra-high-voltage research.
  • Abvolts (abV): The CGS electromagnetic unit, equal to 10⁻⁸ Volts.
  • Statvolts (statV): The CGS electrostatic unit, approximately 299.79 Volts.

How to Use This Calculator

Follow these steps to convert between electric potential units:

  1. Enter the value: Type the numerical voltage value you want to convert into the input field.
  2. Select the source unit: Choose the unit you are converting from using the "From" dropdown. Options include Volts, millivolts, microvolts, nanovolts, kilovolts, megavolts, and more.
  3. Select the target unit: Choose the unit you want to convert to using the "To" dropdown menu.
  4. Read the result: The converted value appears instantly. Use the swap button to reverse the conversion direction.
  5. View all conversions: The calculator shows your value in every available unit simultaneously for easy comparison.

Real-World Applications

Voltage measurements and conversions are fundamental to virtually all electrical and electronic systems. In household electronics, USB devices operate at 5V, while modern smartphones use internal voltages ranging from 3.3V to 4.2V for their batteries and processors. Automotive systems use 12V (or 48V in hybrid vehicles) for their electrical systems.

Power transmission systems operate at high voltages to minimize energy losses during long-distance transmission. Typical transmission voltages range from 115 kV to 765 kV, while distribution systems step these down to 4 kV to 34.5 kV before final transformation to household voltages of 120V or 240V.

Medical devices require precise voltage measurements. Electrocardiogram (ECG) signals are typically 1-3 mV, while electroencephalogram (EEG) signals are even smaller at 10-100 µV. These tiny voltages must be amplified with extreme precision, requiring careful attention to noise and interference.

In semiconductor physics, transistor threshold voltages, supply voltages, and signal levels are critical parameters that determine circuit performance. As technology scales to smaller dimensions, operating voltages continue to decrease, making millivolt and microvolt accuracy increasingly important.

Worked Examples

Converting Volts to Millivolts

Problem:

A sensor outputs a signal of 0.035 Volts. How many millivolts is this?

Solution Steps:

  1. 1Identify the conversion factor: 1 V = 1000 mV
  2. 2Multiply the value by the factor: 0.035 × 1000
  3. 3Calculate the result: 35 mV

Result:

0.035 V equals 35 mV

Converting Kilovolts to Volts

Problem:

A power distribution transformer outputs 13.8 kV. Convert this to Volts.

Solution Steps:

  1. 1Identify the conversion factor: 1 kV = 1000 V
  2. 2Multiply: 13.8 × 1000
  3. 3Calculate: 13,800 V

Result:

13.8 kV equals 13,800 V

Converting Microvolts to Nanovolts

Problem:

An EEG signal measures 45 µV. Express this in nanovolts.

Solution Steps:

  1. 1Identify the conversion factor: 1 µV = 1000 nV
  2. 2Multiply: 45 × 1000
  3. 3Calculate: 45,000 nV

Result:

45 µV equals 45,000 nV

Tips & Best Practices

  • Remember that 1 V = 1000 mV = 1,000,000 µV — these are common conversion factors.
  • Use mV for sensor outputs and audio signals, kV for power systems.
  • Always verify the voltage rating of components before connecting them to a circuit.
  • Use Ohm's Law (V = IR) to estimate voltage drops across resistors.
  • Household outlets are either 120V or 240V depending on your country.
  • In battery-powered devices, voltage decreases as the battery discharges.

Frequently Asked Questions

Voltage (electric potential) is the electrical 'pressure' that pushes charges through a circuit, while current is the actual flow of charge. Using a water analogy, voltage is like water pressure and current is like the flow rate. Both are needed for electrical energy delivery: voltage provides the driving force, and current represents the actual energy transport.
Voltage is technically the difference in electric potential between two points. When we say a battery is 1.5V, we mean there is a 1.5 Joule per Coulomb energy difference between its positive and negative terminals. The term 'potential difference' emphasizes that voltage is always measured between two reference points, not at a single point in isolation.
Ohm's Law states that V = I × R, meaning voltage equals current multiplied by resistance. This fundamental relationship applies to linear (ohmic) materials and circuits. It tells you that for a fixed resistance, increasing voltage increases current proportionally. Conversely, for a fixed voltage, increasing resistance decreases current.
Most countries use either 100-130V (like the United States at 120V) or 220-240V (like most of Europe at 230V) for household power. Some countries use 100V (Japan), while others use 110V, 127V, or 220V. The frequency also varies between 50 Hz and 60 Hz. International travel requires voltage converters or adapters for devices that cannot handle both ranges.
Yes, voltage can be negative depending on the chosen reference direction. The sign indicates the polarity relative to the reference point. In circuit analysis, the sign of a voltage measurement depends on which terminal is designated as positive. In AC circuits, the voltage continuously alternates between positive and negative values at the supply frequency.

Sources & References

Last updated: 2026-06-06

💡

Help us improve!

How would you rate the Electric Potential Converter?

<>

Editorial Note

MyCalcBuddy Editorial Team

This page is maintained as an educational calculator reference.

Source

Formula Source: NIST Guide to SI Units

by National Institute of Standards

UpdatedLast reviewed: May 2026
CheckedFormula checks are based on standard references and internal QA review.