electric fields Flashcards
eletric field strength
force per unit positive charge experienced by a body in an electric filed
vector in direction that the positive charge would move
cloumbs law
F = kQQ/R^2
Permittivity of free space
8.85 x 10^-12 Fm^-1
how permittivity affects electric filed
if point charges aren’t in a vacuum then the size of the force also depends on the permittivity of the material between them
electric field equation
E = F/Q
field line for positive charge
point away
field lines for negative charge
point towards charge
field lines between parallel plates
plate with positive voltage to the plate with the less positive voltage
measuring electric filed lines
conducting paper
conducting paper used to map out 2D field lines
one positive charge on the edge of the paper and a negative charge on the opposite edge of the paper
points with same voltage can be joint up the equipotencial lines
field lines are perpendicular so they can be mapped out too
measuring electric field lines
eletrolytic tank
used for 3D field lines
positive charge on one side of the tank, negative charge on the opposite side
voltmeter used to find in water where p.d. is the same
from this equipotential lines and field lines can be mapped out
eletric field equation
E = KQ / r^2
e-r graph
1/ x^2
area under = change in V (eletric potencial)
uniform field
can be produced ny connecting two parallel plates to the opposite poles of the battery
equation for a field in a uniform filed
E = V/d
charged particle in a uniform electric field
a charged particle enters a field at right angles to the field
a constant force parallel to the field lines
if particle is positive then force acts in same direction as field
negative = opposite direction of foeld lines
particle accelerates at right angles to particles original motion
same in 3D field
absolute electric potential
the electric potential energy that a unit positive charge would have at that point
depends on how far its from the charge creating the electric field and the size of the charge
equation for Ep in a radial field
Ep = -kqq/r
electric potential
electric potential energy that a unit positive charge would have at a specific point
electric potential energy
energy stored by a charge particle due to its position in an electric field
equals the work done moving a charge from infinity to that position
electric potential equation
V = kQ/r
charge and force when potential is positive
charge is positive
force is repulsive
charge and force when potential is negative
charge is negative
force is attractive
V-r graph when charge is positive
1/x^2
V-r graph when charge is negative
-1/x^2
electric potential difference
if two points in a n electric field have different absolute electric potentials then there is a electric potential difference between them
work done equation
change in W = Q X change in V
equation for distance when F =0
g = 0 or when E = 0
a = (root Q1 / Q2) / (1 + root Q1 / Q2) X d
equation for distance when V = 0
b = (Q1 / Q2 - Q1) X d