Inductance. Self-inductance презентация
Содержание
- 2. Lecture 14 Inductance Self-inductance RL Circuits Energy in a Magnetic Field
- 3. Self-inductance When the switch is thrown to its closed position, the
- 4. (a) A current in the coil produces a magnetic field directed
- 5. Self-induced emf
- 6. From last expression it follows that So inductance is a measure
- 7. Ideal Solenoid Inductance Combining the last expression with Faraday’s law, L
- 8. Series RL Circuit An inductor in a circuit opposes changes in
- 9. Change of variables: x = (/R) – I Change of variables:
- 10. Taking the antilogarithm of the last result: Taking the antilogarithm of
- 11. The time constant is the time interval required for I
- 12. Energy in an Inductor Multiplying by I the expression for RL–circuit
- 13. After integration of the last formula: After integration of the last
- 14. Magnetic Field Energy Density Inductance for solenoid is: The magnetic field
- 15. uB is the energy density of the magnetic field uB is
- 16. Mutual Inductance A cross-sectional view of two adjacent coils. The current
- 17. Mutual inductance depends on the geometry of both circuits and on
- 18. The emf induced by coil 1 in coil 2 is: The
- 19. Although the proportionality constants M12 and M21 have been obtained separately,
- 20. LC Circuit Oscillations If the capacitor is initially charged and the
- 21. The energy of the LC system is: The energy of the
- 22. The solution for the equation is: The angular frequency of
- 23. Then the current is: Then the current is: Choosing the initial
- 24. Graph of charge versus time and Graph of current versus
- 25. Plots of UC versus t and UL versus t for a
- 26. RLC circuit A series RLC circuit. Switch S1 is closed and
- 27. Energy is dissipated on the resistor: Energy is dissipated on the
- 28. The RLC circuit is analogous to the damped harmonic oscillator, where
- 29. The charge decays in damped harmonic way when The charge decays
- 30. Charge decays in damped inharmonic way when R>RC, then the RLC
- 31. Units in Si Inductance L H (henry): 1H=V*s/A Mutual Inductance M
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