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Relation between work and voltage

Last modified by
on
Jul 24, 2020, 6:28:07 PM
Created by
on
Jun 16, 2016, 6:26:58 PM
Work=Eq
(E)Potential difference (Volts)
(q)Charge (Coulombs)

The Work from Voltage and Charge calculator computes the work associated with an electric potential (E) and a charge (q).

INSTRUCTIONS: Choose units and enter the following:

  • (E)  This is the voltage.
  • (q)  This is the charge.

Work (W): The calculator returns the work (W) in Joules.  However this can be automatically converted to other work units via the pull-down menu.

The Math / Science

The relation between work and voltage[1] equation calculates the work done or required when a charged particle passes through a charged area. An area full of electric charge is called electric potential, where the charged particles that pass through the area are either repelled or attracted. When a particle moves from point a to point b, the energy (specifically work) needed move that particle through the charged area is called electric potential difference. The greater the distance between point A and point B, the more work is needed to be done. 

The equation for work from volts and charge is:

                             Work = E * q 

where: 

  • Work is in units of (Joules)
  • E is the potential difference in units of (volts)
  • q is the charge in units of (Coulombs)

Related Topics

References

Harris, D., Quantitative Chemical Analysis, 9th Ed., W. H. Freeman,  Pp.308 (2015).

[1] For the Spanish site click here

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