Large amplitude oscillations - PowerPoint PPT Presentation

Large Amplitude Oscillations

Large Amplitude Oscillations. For larger phase (or energy) deviations from the reference the second order differential equation is non-linear:. (  s as previously defined). Multiplying by and integrating gives an invariant of the motion:. which for small amplitudes reduces to:.

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LECTURE 4 CP Ch 14

LECTURE 4 CP Ch 14. Damped Oscillations Forced Oscillations and Resonance. SHM. CP 445. CP445. CP 455. Mathematical modelling for harmonic motion Newton’s Second Law can be applied to the oscillating system  F = restoring force + damping force + driving force

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Planning Guide concepts for dealing with Sub Synchronous Resonance in ERCOT &amp; other issues

Planning Guide concepts for dealing with Sub Synchronous Resonance in ERCOT &amp; other issues. ERCOT John Adams September 14, 2012. What is Resonance.

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553 views • 11 slides

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Large amplitude oscillations - PowerPoint PPT Presentation

Large Amplitude Oscillations

LECTURE 4 CP Ch 14

Planning Guide concepts for dealing with Sub Synchronous Resonance in ERCOT &amp;amp; other issues

Planning Guide concepts for dealing with Sub Synchronous Resonance in ERCOT & other issues