Flywheel effect

The Flywheel effect is the continuation of oscillations in an oscillator circuit after the control stimulus has been removed. This is usually caused by interacting inductive and capacitive elements in the oscillator. Circuits undergoing such oscillations are said to be flywheeling.

The flywheel effect may be desirable, such as in phase-locked loops used in synchronous systems, or undesirable, such as in voltage-controlled oscillators.

Flywheel effect is used in class C modulation where efficiency of modulation can be achieved as high as 90%.

Flywheel Effect or Polar Moment of Inertia

The flywheel effect, sometimes also referred to as “Mass Momentum”, is a term used to describe the property of a system to remain at a given velocity or kinetic energy. It is generally applied to rotating mass, such as flywheels or clutch plates.

The following equation will estimate the Flywheel Effect or Polar Moment of Inertia.

Description Equation
Flywheel Effect or Polar Moment of Inertia
Mean Angular Velocity
Coefficient of Steadiness

Where:

Symbol Description Units
Wk2 Flywheel Effect or Polar Moment of Inertia kN (lbf)
E Excess energy J (ft-lbf)
n1 Maximum speed rpm
n2 Minimum speed rpm
Average speed rad/s
Maximum and minimum angular speed, respectively rad/s
m Coefficient of Steadiness -
Cf Coefficient of Fluctuation of Rotation See Table
Coefficient of Fluctuation of Rotation Table, Cf
Driven machine Type of drive Cf
AC generators, single or parallel Direct-coupled 0.01
AC generators, single or parallel Belt 0.0167
DC generators, single or parallel Direct-coupled 0.0143
DC generators, single or parallel Belt 0.029
Spinning machinery Belt 0.02–0.015
Compressor, pumps Gears 0.02
Paper, textiles, and flour mills Belt 0.025–0.02
Woodworking and metalworking machinery Belt 0.0333
Shears and pumps Flexible coupling 0.05–0.04
Concrete mixers, excavators, and compressors Belt 0.143–0.1
Crushers, hammers, and punch presses Belt 0.2

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