Math 2.0

Ordinary differential equations Qualitative theory Concept

Relaxation oscillation

Summary

A relaxation oscillation is a periodic motion that alternates long phases of slow change with short, abrupt jumps. It arises in systems with two time scales, where one variable moves much faster than the other. Examples include the van der Pol oscillator with a large parameter, electronic circuits that charge and discharge a capacitor, and models of nerve impulses. See the definition.

Further reading

  1. Web https://en.wikipedia.org/wiki/Relaxation_oscillator
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Tag2NHWCM0DK8
URIm2://2NHWCM0DK8
Kindconcept
WritingW0 stub
MSC34C26, 34E15
SpecializesPeriodic orbit
Changed2 November 2026

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