Q3_Lesson 4 - Electric Field and Force

Electricity

Phenomenon that pertains to the flow of charge

Electricity

This motion of the charges can power up a lot of things 

Electrons

charged and can produce electric fields around them 

Electric field

of one electron will be felt by another placed around it 

single source of charge

E=F_e/q₀=k|q|/r²  This equation only gives us the electric field of a _____

Electric Field

indicated by electric field lines, which travel from positive to negative ends

strength

The spaces between the electric field lines describe the _____ of the electric field

vector

Electric field is a ____quantity

resultant

This means that all of the rules in vectors can be applied in solving the total (______) electric field in a point 

F=Eq

In a uniform electric field, a charge will experience an electric force described by the following equation

superposition

The net electric field can be solved using the _________ of electric field 

free-body diagram

Since electric field is a vector quantity, we can always use a _____ as part of our analysis 

Cylindrical Symmetry

If we get the sum of all the y-components of the electric field caused by the individual charges along the line segment be equal to zero 

Cylindrical Symmetry

Symmetry can be helpful in simplifying problems in a uniformly distributed charge source or system of charges  

Cylindrical Symmetry

Will always look the same even it is rotated around a central axis

uniform

Electric field between two parallel oppositely charged plates is ___

λ  lambda

Linear charge density

σ (sigma)

Surface charge density

Linear charge density

for a line charge distribution.

Surface charge density

for a distribution over a surface.

ρ (rho)

Volume charge density

Volume charge density

for distribution through a volume.

Charge distributions

described by linear charge density, surface charge density, and volume charge density

C/m

unit of Linear charge density

C/m2

Surface charge density

Volume charge density

C/m³

Charge distributions

are described by linear charge density, surface charge density, and volume charge density

F=Eq

This equation can be used to solve for the electric force caused by an electric field to a charge

E = E1 + E2 + E3…

This equation can be used to solve for the net electric field at a given point is the vector sum of the electric field caused by the different charges