Volt per Inch to Newton per Coulomb Conversion

Convert between Volt per Inch and Newton per Coulomb quickly and accurately.

From Volt per Inch

V/in

To Newton per Coulomb

N/C

How to Convert Volt per Inch to Newton per Coulomb

Conversion Formula

1 V/in = 39.37 N/C

1 N/C = 0.025 V/in

Example

Convert 15 V/in to N/C:

15 V/in = 15 × 39.37 N/C = 590.551 N/C

Unit Information

Learn about the electric field strength units you're converting between

Volt per Inch

V/in

Definition

The Volt per Inch (V/in) equals approximately 39.37 volts per meter, providing a convenient imperial unit for measuring electric field strengths. This unit is commonly used in North American electrical engineering and applications using imperial measurements.

History/Origin

The volt per inch unit developed from the practical need to express electric field strengths in imperial units, particularly in North American electrical engineering. It became standard in applications where inch-scale measurements were more convenient than metric units.

Current Use

Volt per inch is commonly used in North American electrical engineering, electrical testing, and applications where imperial units are preferred. It is particularly useful in electrical equipment design and testing in the United States and Canada.

Multiplier

39.37

Offset

Newton per Coulomb

N/C

Definition

The Newton per Coulomb (N/C) is equivalent to 1 volt per meter, representing the force experienced by a unit positive charge in an electric field. This unit directly relates electric field strength to the fundamental concept of force per unit charge.

History/Origin

The newton per coulomb unit emerged from the fundamental definition of electric field strength as force per unit charge. It represents the direct relationship between electric fields and the forces they exert on charged particles, fundamental to understanding electromagnetic phenomena.

Current Use

Newton per coulomb is used in physics education and theoretical applications where the fundamental relationship between electric fields and forces is emphasized. It is particularly useful in understanding the physical meaning of electric field strength and in particle physics applications.

Multiplier

Offset