Electrostatics/Electromagnetism

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Last updated 4:17 AM on 2/25/26
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26 Terms

1
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Net Electric Field Principle

Superposition Principle: Total electric field at a point is the vector sum of all individual electric fields at that point.

2
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Direction of Electric Field Lines (Positive Charge)

Field lines radiate radially outward from the positive charge.

3
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Direction of Electric Field Lines (Negative Charge)

Field lines radiate radially inward toward the negative charge.

4
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Formula for Capacitance (Parallel)

Ceq=C1+C2+C3…Cn

5
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Effect of Dielectrics on Capacitance

Inserting a dielectric always increases capacitance by a factor of K (the dielectric constant)

6
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Relationship between Charge, Capacitance, and Voltage

Q=CV, where Q is charge. C is capacitance, and V is potential difference.

7
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Work done by a Magnetic Field on a Moving Charge

Zero work. Since the magnetic force is always perpendicular to velocity, it cannot change the kinetic energy of the particle.

8
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Equation for Magnetic Force on a Moving Charge

𝐹=|𝑞|𝑣𝐵sin𝜃 , where v is velocity, B is the magnetic field, and theta is the angle between them.

9
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Equivalent Resistance (Series)

Req=R1+R2+….+Rn. The total resistance is always greater than any individual reistor.

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Equivalent Resistance (Parallel)

1/Req=1/R1+1/R2+…+1/Rn. The total resistance is always smaller than the individual resistor.

11
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Ohm’s Law

V=IR, where V is voltage, I is current, and R is resistance.

12
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Gauss’ Law Formula

ΦE=(Qencl)/eo, where Φe is the electric flux and Qencl is the net charge enclosed by the surface.

13
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Faraday Cage Operation

Electrostatic Shielding: Excess charge on a conductor resides on its outer surface, making the internal electric field zero.

14
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Electric Field inside a Conductor

Zero (in electrostatic equilibrium). Charges redistribute themselves along the surface to cancel any internal field.

15
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Charging by Induction

No contact required; results in the opposite charge sign.

16
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Charging by Conduction

Requires contact, results in the same charge sign.

17
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Electric Field Magnitude for a Dipole on the Bisector

The x-components cancel, and the y-components add together (or vice versa depending on orientation)

18
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Current in Parallel Branches

Total current splits; branches with lower resistance carry higher current according to I=V/R

19
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Voltage across a Charging Capacitor at t→ ∞

The voltage reaches its maximum, which is equal to the source voltage (Vo). Current becomes zero.

20
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RC Time Constant (τ)

τ=RC. It represents the time required to charge a capacitor to ~63.2% of its final value.

21
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Magnetic Field Path of a Perpendicular Charge

Circular Motion. The magnetic field acts as a centripetal force. (qvB=(mv²/r)

22
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Coulomb’s Constant (k)

8.99e9 N*m²/C²

23
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Net Flux through a surface with zero net charge

Zero flux. Flux only exists if there is a non-zero set charge enclosed by the surface.

24
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Electric Force between Two Charges

FE=k |q1q2|/r² Follows an inverse-square relationship with distance

25
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Tangent Law for Electrostatic Equilibrium

tan(theta)=qE/mg, used when a charged object hangs at an angle in an electric field.

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