Van Kampen and case formalism applied to linear and weakly nonlinear initial value problems in unmagnetized plasma

A.J.D. Lambert; R.W.B. Best; F.W. Sluijter

doi:10.1002/ctpp.19820220202

Van Kampen and case formalism applied to linear and weakly nonlinear initial value problems in unmagnetized plasma

A.J.D. Lambert, R.W.B. Best, F.W. Sluijter

Applied Physics and Science Education

Research output: Contribution to journal › Article › Academic › peer-review

5 Citations (Scopus)

Abstract

A unified account is given of the normal mode theory of homogeneous unmagnetized plasma. Electron (Langmuir), ion sound and electromagnetic waves are treated in stable and (Penrose) unstable plasma with the Van Kampen‐Case formalism, using generalized functions. Simplified formulae are derived for second‐order Langmuir waves, taking full account of free‐streaming effects.

Original language	English
Pages (from-to)	101-133
Number of pages	33
Journal	Beiträge aus der Plasmaphysik
Volume	22
Issue number	2
DOIs	https://doi.org/10.1002/ctpp.19820220202
Publication status	Published - 1 Jan 1982

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abstract = "A unified account is given of the normal mode theory of homogeneous unmagnetized plasma. Electron (Langmuir), ion sound and electromagnetic waves are treated in stable and (Penrose) unstable plasma with the Van Kampen‐Case formalism, using generalized functions. Simplified formulae are derived for second‐order Langmuir waves, taking full account of free‐streaming effects.",

author = "A.J.D. Lambert and R.W.B. Best and F.W. Sluijter",

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AB - A unified account is given of the normal mode theory of homogeneous unmagnetized plasma. Electron (Langmuir), ion sound and electromagnetic waves are treated in stable and (Penrose) unstable plasma with the Van Kampen‐Case formalism, using generalized functions. Simplified formulae are derived for second‐order Langmuir waves, taking full account of free‐streaming effects.

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Van Kampen and case formalism applied to linear and weakly nonlinear initial value problems in unmagnetized plasma

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