Question
Explain the mechanical equivalences of L-C-R components of an oscillating crystal. A crystal has C = 0.05 pF, L = 1 H and R= 1 kΩ. Calculate its series and parallel resonant frequencies.
Answer :
Word Count : 319
The mechanical equivalences of L-C-R components of an oscillating crystal can be understood by comparing an electrical LC circuit with a mechanical spring-mass-damper system: * Inductor (L) ↔ Mass (m): Inductor stores energy in its magnetic field, analogous to mass storing kinetic energy. * Capacitor (C) ↔ Spring (k): Capacitor stores energy in ____ _________ ______ ___ ________ _______ _________ _______ __________ _______.
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The mechanical equivalences of L-C-R components of an oscillating crystal can be understood by comparing an electrical LC circuit with a mechanical spring-mass-damper system: * Inductor (L) ↔ Mass (m): Inductor stores energy in its magnetic field, analogous to mass storing kinetic energy. * Capacitor (C) ↔ Spring (k): Capacitor stores energy in ____ _________ ______ ___ ________ _______ _________ _______ __________ _______.
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