Magnetism and Electric Fields Flashcards
magnetic fields
vector quantities that represent the magnetic influence on an electrical charge of other moving charges or magnetized components
Sources of magnetic fields
electromagnetic radiation, permanent magnets, electrical current
magnetic fields from MRI come from
sequential conductive coil of current flowing in a circular direction
Capacitance
ability to store electric charge at small distances from one another, generates voltage
does not generate magnetic field
C=Q/V (farads)
charged particles
generate an electric field that exerts force on other surrounding charged particles
Lorentz force
exerts a moving charge in the presence of a magnetic field that is perpendicular to a particle’s velocity
trajectory is forced into a curved path with negative and positive charges bent in opposite directions
dielectrics
polarizable materials in which electric dipoles can be induced
decreases electric field and voltage, increasing capacitance
K = dielectric constant
capacitance equation
C=Q/V (farads)
charge/voltage
Electrostatic forces
known as Coulomb forces
it is the attractive or repulsive forces between two electrically charged objects
when charges are unbalanced, they become unstable
Coulomb’s Law equation
F = Kq1q2/r^2
k = 8.99 x 10^9 Nm^2/C^2
Insulators
keep charge to one location and do not transfer charges
electrons do not flow freely; very little electric current
Conductors
evenly space out charges within the system
transfer and transport charges
used in circuits and electrochemical cells
ex: metals and ionic solutions
Electric Fields
exert forces on other charges that move into the space of the field
E = kQ/r^2=Fe/q
E = ΔV/d
dividing coulomb’s law by “q”
Electric Potential Energy
U = kq1q2/r
like charges will cause a positive potential energy; with objects becoming more stable the further apart they are
opposite charges will have a negative potential energy; with objects becoming more stable the closer they are
Electric Potential energy definition
how much energy you need to move a charge against an electric field
ex: when I try to push the positive part of magnets together I have to put in a lot of energy to get them close to one another
magnetic force
Fb = qvBsinθ
charges must have a perpendicular component of velocity in order to experience a magnetic force
What happens if a charge is moving parallel to the magnetic field vector?
No magnetic force will be experienced. Magnetic forces only work when there is a perpendicular component of velocity
What is the charge of a proton?
1.6 x 10^-19C
centripetal force equation
mv^2/r