Electricity / Magnetisim (7-9) Flashcards
(26 cards)
ELECTRICITY
Electric charge (FS)
- F = k(q1q2)/d^2
Electric fields (FS)
Uniform electrical fields
Electrical field of a single point of charge
Electrical field between parallel plates (FS)
- F = Eq
- W = qEd
- E = k(Q/r^2)
- E = deltaV/d
Electrical potential energy
- Pe = qV
- Pe = 1/2CV^2
Voltage
Electrical potential (VOLTAGE) due to a positive or negative charge (FS)
- deltaV = W/q
- W = q*deltaV
- V = k*(Q/r)
Capacitance (FS)
(FS)
- Q = CV
- C = funny(e )*(A/d)
Energy density
- If there is dielectric
- 1/2funny(e )E^2
- 1/2Kfunny(e )*E^2
Electric current (FS)
- Q = It
Ohm’s law (FS)
- V = IR
Resistance (FS)
(FS)
- R = (roe*L)/Area
- Roe(T) = roe(0)[1+a(T-T(0)]
Alternating current
- I = V/R
- I = V0/Rsinfunny(w)*t
- Average power = (V0*I0)/2
- V(rms) = V(peak)/sqrt2
- I(rms) = I(peak)/sqrt2
Power in a circuit (FS)
- P = IV
- P = V^2/R
- P = I^2*R
Series circuits
Parallel circuits
Series
- I is the same for all resistors
- Vtotal = V1 + V2 + V3
- Re = R1 + R2 + R3
Parallel
- Vtotal = V1 + V2 + V3
- Itotal = I1 + I2 + I3
- 1/Re = 1/R1 + 1/R2 + 1/R3
MAGNETISIM
Magnetic field from a current carrying conductor (FS)
- B = (mew0*I)/2pir
○ Where mew0 is permeability of free space
Force on a current carrying wire (FS)
- F = BiLsinx
○ Where B is magnetic field
○ Where I is current
○ Where L is length of wire in the field
○ Where x is the angle between the wire and the field
Force between 2 parallel wires (FS)
- F = (mew0I1I2*L)/2pix
○ Where L is length of the wires
○ Where x is the distance between the wire
Solenoids and electromagnets (FS)
- B = (mew0NI)/L
○ Where N is the number of windings
○ Where L is the length of the electromagnet not the length of the wire
Charges in magnetic fields
- F = qvBsinx
○ Where v is the velocity of q
Circular motion by a charged particle in a magnetic field (FS)
Velocity selector
- v = E/B
- r = mv/qB
- v = E/B
Mass spectrometer
(remember special case)
- M = (qBB’*r)/E
○ Where B and B’ are different magnetic fields
○ These are almost always the same (meaning you only use it once not twice)
Magnetic flux (FS)
- Phi = BAcosx
○ Where x is the angle between the magnetic field and the normal of the loop of wire
Faradays law (FS)
- V = -N*(detla(phi)/delta(t))
○ Where phi is magentic flux
○ Where N is number of loops
AC voltage
RMS voltage (FS)
- Phi = BAcosx
- Vpeak/sqrt2