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Fields


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Type of Field

Gravitational

Electric

Force is Between

Objects with mass

Objects with charge

Constant of Proportionality

G is a physical constant

k = 1 4πε0 9×109

Note: ε0 is a physical constant

Field Strength in a Radial Field

g = Gmr2

[g]=Nkg-1=ms-2

g is a vector and is the graviational field strength.

E = kQr2

[E]=NC-1=Vm-1

E is a vector and is the electric field strength.

Definition of Field Strength

Force per unit mass g=Fm

m is a test small test mass.

Force per unit charge E=FQ

Q is a test small test charge.

Force in a Radial Field F= Gm1m2 r2

Always attractive

This is a vector

F= kQ1Q2 r2

Can be attractive or repulsive

This is a vector

Potential in a Radial Field

V=-Gmr Jkg-1

Scalar

Always less than zero.

V=kQr JC-1

Scalar

Sign depends on charges

Definition of Potential

Work done in bringing a unit mass from infinity to the point in the field.

Work done in bringing a unit positive charge from infinity to the point in the field.

Potential Energy

Ep=Vm W=VQ

ref www.s-cool.co.uk/a-level/physics/a-comparison-electric-and-gravitational-fields/revise-it/a-comparison-electric-and


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