The Motion inside a Uniform Electric Field Calculator will calculate the:
Please note that for the purpose of calculations, the Motion inside a Uniform Electric Field Calculator applies the following logic:
The acceleration caused on a charge inside a uniform electric field due to the electric force is m/s2 [metre per square second] |
The moving time of a charge between two parallel plates charged oppositely s [second] |
The total displacement of a charge inside a uniform electric field m [metre] |
Acceleration of the charge caused by the electric force calculations |
---|
a = Q × ∆V/m × d a = × / × a = / a = |
Moving time of a charge between two parallel plates calculations |
t = √2 × m × d2/Q × ∆V t = √2 × × 2/ × t = √2 × × / t = √/ t = √ t = |
Total displacement of charge calculations |
∆S = d × √1 + g × m/Q × ∆V ∆S = × √1 + × / × ∆S = × √1 + / ∆S = × √1 + ∆S = × √ ∆S = × ∆S = |
Motion Inside A Uniform Electric Field Calculator Input Values |
Electric charge (Q) C [Coulomb] |
Potential difference between the plates (ΔV) V [Volt] |
Distance between the plates (d) m [Metre] |
Mass of the charge (m) kg [Kilogram] |
Gravitational field strength (g) m/s2 [metre per square second] |
Please note that the formula for each calculation along with detailed calculations are available below. As you enter the specific factors of each motion inside a uniform electric field calculation, the Motion Inside A Uniform Electric Field Calculator will automatically calculate the results and update the Physics formula elements with each element of the motion inside a uniform electric field calculation. You can then email or print this motion inside a uniform electric field calculation as required for later use.
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Section 1: Units and Measurements
The Acceleration of the charge caused by the electric force formula derives from the combination of the following formulae:
The Moving time of a charge between two parallel plates formula derives from the combination of the following formulae:
The Total displacement of charge formula derives from the combination of the following formulae:
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