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Electric Potential - Lecture Notes for Test II | PHYS 241, Study notes of Physics

Material Type: Notes; Class: Elec Magnetism & Light; Subject: Physics; University: Community College of Philadelphia; Term: Unknown 1989;

Typology: Study notes

Pre 2010

Uploaded on 08/18/2009

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PHYS 241
Notes for Test 2
Chapter 24 Electric Potential
Review and Summary is on p. 645.
Know the definitions of change in electric potential energy (U) and electric potential energy (U) as
given in Eqs. 24-1 and 24-2 in the first section of the Review and Summary.
Know the definitions of potential difference (V) and potential (V) as given in Eqs. 24-7 and 24-8 in the
second section of the Review and Summary.
Know the relationships between potential and electric potential energy as given in Eqs. 24-5 and 24-6 in
the second section of the Review and Summary.
You should know the definition of an Equipotential Surface.
You should know Eq. 24-26 for the potential due to a point charge and Eq. 24-27 for the potential due to
a collection of point charges.
You should know how to use Eqs. 24-41 to find the components of the electric field given the potential
V(x, y, z).
You should know how to find the electric potential energy of a system of point charges. (See Sample
Problem 24-6 on p. 642 and homework problem 41 on p. 650.)
You should be able to prove the following statement:
An excess charge placed on a conductor distributes itself so that the entire conductor, including interior
points, is at a uniform potential once electrostatic equilibrium is attained.
Chapter 25 Capacitance
Review and Summary is on p. 675.
You should know Equations 25-1, 25-19 and 25-20.
You should know how to find the equivalent capacitance of a capacitance network and find the charge
on and voltage across any of the capacitors in the network.
Know that when a dielectric fills the space between the plates of a capacitor the capacitance becomes
C, where C is the air capacitance and is the dielectric constant of the dielectric.
You should know the definition of the dielectric strength of a dielectric.
Continued on the other side
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PHYS 241

Notes for Test 2 Chapter 24 Electric Potential Review and Summary is on p. 645. Know the definitions of change in electric potential energy ( U ) and electric potential energy ( U ) as given in Eqs. 24-1 and 24-2 in the first section of the Review and Summary. Know the definitions of potential difference ( V ) and potential ( V ) as given in Eqs. 24-7 and 24-8 in the second section of the Review and Summary. Know the relationships between potential and electric potential energy as given in Eqs. 24-5 and 24-6 in the second section of the Review and Summary. You should know the definition of an Equipotential Surface. You should know Eq. 24-26 for the potential due to a point charge and Eq. 24-27 for the potential due to a collection of point charges. You should know how to use Eqs. 24-41 to find the components of the electric field given the potential V ( x , y , z ). You should know how to find the electric potential energy of a system of point charges. (See Sample Problem 24-6 on p. 642 and homework problem 41 on p. 650.) You should be able to prove the following statement: An excess charge placed on a conductor distributes itself so that the entire conductor, including interior points, is at a uniform potential once electrostatic equilibrium is attained. Chapter 25 Capacitance Review and Summary is on p. 675. You should know Equations 25-1, 25-19 and 25-20. You should know how to find the equivalent capacitance of a capacitance network and find the charge on and voltage across any of the capacitors in the network. Know that when a dielectric fills the space between the plates of a capacitor the capacitance becomes  C , where C is the air capacitance and  is the dielectric constant of the dielectric. You should know the definition of the dielectric strength of a dielectric. Continued on the other side

You should know how to derive : Eq. 25-9 for a parallel plate capacitor Eq. 25-14 for a cylindrical capacitor Eq. 25-17 for a spherical capacitor Eq. 25-18 for an isolated sphere. You should know Eqs. 25-21 and 25-22 for the potential energy stored in a capacitor. You should know Eq. 25-36 (Gauss' law with a dielectric).