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# Dropping a Test Charge into an Electric Field

Altering the strength, sign, or location of the four point charges creates a unique electric field. The strength of the electric field produced by a single point charge is calculated with the equation , where is Coulomb's constant (about ), is the charge of the particle, and is the distance. By combining all the forces, a net field can be found. Drag the "force locator" to see the net force and individual forces for a specific point. Click anywhere in the test area to drop a test particle (positively charged) and watch its behavior. If the "test particle vectors" option is checked, vectors that show the forces acting on the test particle are shown as the test moves through the field. Check the "show field" option to see the electric field for the entire test area.

### DETAILS

Snapshot 1: a field with a point of stable equilibrium in the center
Snapshot 2: the two neutral charges have no effect on the electric field
Snapshot 3: particles with a larger charge will affect the field more than those with smaller ones and exert a more significant force on a test particle (notice how much larger the green and purple vectors are compared to the orange and brown ones)

### PERMANENT CITATION

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