midterm 2 Flashcards
volts
J/C
voltage=electrical potential
kinetic energy and energy theorem
KE1+EPE1=KE2+EPE2
work and difference in electrical potential energy
+ what is work also equal to
EPE1-EPE2=W
W=F(x)
= (kqq0/ra)-(kqq0/rb)
positive charge vs negative charges and potential
positive: go from high electrical potential to low electrical potential
negative: low electrical potential to high electrical potential
electrical force
F=W/x
electrical field
E (curve E)=F/q
potential of a point charge
V=kq/r
number of places where V=0V
*in between two charges
* to the right of the smaller charge (magnitude)
In finding acceleration
F=ma
F=qE
dielectric
filling a region between plates with electrically insulating subsance
*has a K (curly) constant
SI unit of Capacitance
C/V=F
E
-diff in voltage/diff in x
conventional current
hypothetical flow of positive charges that would have the same effect than the movement of negative charge
delta q
amount of charge that flows into the circuit
energy=
charge (energy/charge)..therefore
E=q(V)
E=V^2/R
electromotive force
is the maximum potential difference between terminals in a battery
equation to determine number of electron
1) I=delta q/ delta t
2) N=q/E
relating power to resistance and intensity
P=I^2R
energy Is equal to what equation
energy=Pt
when is electrical field vs potential 0
The electric field is zero where the electric potential doesn’t change
electric potential is zero at certain points or far away from charges.
what is true regarding the work done by an external force in moving an electron at constant speed between two points in an electrostatic field?
the work done depends on the displacement of the electron
why is it possible to define an electrostatic potential in a region of space that contains an electrostatic field
the work required to bring 2 charges together is independent of the path taken
what is false regarding electrostatic situations
n force component acts along the path of a charge as it is moved along an equipotential surface
which of the following statements best describes the equipotential surfaces surrounding a point charge
the equipotential surfaces are concentric spheres with the charge at the centre