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Physics
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eBook - ePub
Physics
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About This Book
Reference and outline to concepts in physics.
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Information
Topic
Sciences physiquesSubtopic
PhysiqueELECTRICITY & MAGNETISM
- Electric Fields & Electric Charge Examine the nature of the field generated by an electric charge and the forces between charges
- Coulomb, given the symbol C, is a measure of the amount of charge: 1 Coulomb = 1 amp • 1 sec e is the charge of a single electron: e = 1.6022 x 10-19 C
- Coulomb’s Law for electrostatic force, Fcoul =
1 4πεo
r̂q1q2 r2 - Electric Field, E, is the potential generated by a charge that produces Fcoul on charge qo:
E = Fcoul qo - Superposition Principle: The total F and E have contributions from each charge in the system: F = Σ Fi E = Σ Ei
- Sources of Electric Fields: Gauss's Law
- Electric flux, Φe gives rise to electric fields and Coulombic forces
- Gauss’s Law:Φe = ∫ E · dA =
The electric flux, Φe , depends on the total charge in the closed region of interestQ εo
- Electric Potential & Coulombic Energy
- Coulombic potential energy is derived from Coulombic force using the following equation: Ucoul = ∫ Fcoul dr
- Coulombic Potential Energy: Ucoul =
1 4πεo qq' r - Coulombic Potential/Voltage
- The Coulomb potential, V(q), generated by q is obtained by dividing the Ucoul by the test charge, q': U = V(q)q' V(q) =
=U q' 1 4πεo q r
- The Coulomb potential, V(q), generated by q is obtained by dividing the Ucoul by the test charge, q': U = V(q)q' V(q) =
- For an array of charges, qi, Vtotal = ΣVi
- Coulombic Potential Energy: Ucoul =
- Potential for a Continuous Charge Distribution: V =
∫1 4πεo dq r - The Dielectric Effect
- Electrostatic forces and energies are diminished by placing material with dielectric constant l between the charges
- Voltage and electrostatic force (V & F) depend on the dielectric constant, k
- For a material with dielectric constant k : V(k) =
V(vacuum) F(k) =1 k
F(vacuum)1 k
- Coulombic potential energy is derived from Coulombic force using the following equation: Ucoul = ∫ Fcoul dr
- Capacitance & Dielectrics
- A capacitor consists of two separated electrical conducting plates carrying equal and opposite charge. A capacitor stores charge/electrical potential energy
- Capacitance, C, is defined as the ratio of charge, Q, divided by the voltage, V, for a capacitor: C =
V is the measured voltage; Q is the chargeQ V - Energy stored in a charged capacitor: U =
= ½QV = ½CV2½Q2 C - Parallel plate capacitor, with a vacuum, with area A, and spacing d:
- Capacitance: C = εo
A d - Energy Stored: U = ½εoAdE2
- Electric Field: E =
=V d Q εoA
- Capacitance: C = εo
- Parallel plate capacitor, dielectric material with dielectric constant k, with area A, spacing d: C =
= kC0 C0 = vacuum capacitorkεoA d - Capacitors in Circuits: A group of capacitors in a circuit is found to behave like a single capacitor
- Capacitors in Series:
= Σ1 Ctot 1 Ci - Capacitors in Parallel: Ctot = ΣCi
- Energy stored in a charged capacitor: U =
- Current & Resistance: Ohm’s Law
- Current & Charge: The current, I, measures the charge passing through a conductor over a time; total charge, Q: Q = I · t
- Ohm’s Law: Current density, J, is in proportion to the field; σ is called the conductivity: J = σE
- Resistance
- The resistance, R, accounts for the fact that energy is lost by electron conduction; resista...