Magnetic Field in Electromagnetism Formulas

The Magnetic Field is a vector field around a magnet or electric current that exerts force on other magnets or moving charges. It is described by both direction and strength. And is denoted by B. Magnetic Field is usually measured using the Weber per Square Meter for Magnetic Field. Note that the value of Magnetic Field is always negative.

Formulas to find Magnetic Field in Electromagnetism

fxMagnetic Field on Axis of RingGo

fxField Inside SolenoidGo

fxMagnetic Field due to Straight ConductorGo

fxMagnetic Field Due to Infinite Straight WireGo

Electromagnetism formulas that make use of Magnetic Field

fxCurrent in Moving Coil GalvanometerGo

fxMagnetic PermeabilityGo

fxMagnetic FluxGo

fxMagnetic ForceGo

List of variables in Electromagnetism formulas

fx Electric Current Go

fx Radius of Ring Go

fx Perpendicular Distance Go

fx Number of Turns Go

fx Length of Solenoid Go

fx Theta 1 Go

fx Theta 2 Go

FAQ

What is the Magnetic Field?

The Magnetic Field is a vector field around a magnet or electric current that exerts force on other magnets or moving charges. It is described by both direction and strength. Magnetic Field is usually measured using the Weber per Square Meter for Magnetic Field. Note that the value of Magnetic Field is always negative.

Can the Magnetic Field be negative?

Yes, the Magnetic Field, measured in Magnetic Field can be negative.

What unit is used to measure Magnetic Field?

Magnetic Field is usually measured using the Weber per Square Meter[Wb/m²] for Magnetic Field. Tesla[Wb/m²], Microtesla[Wb/m²], Megatesla[Wb/m²] are the few other units in which Magnetic Field can be measured.

Let Others Know

✖

Facebook

Twitter

Copied!