Discover
/
Article

Dynamics of plasmas

DEC 01, 1962
David Finkelstein

Let us begin this sampler of elementary plasma dynamics by discussing one, most characteristic, mode of plasma motion, paradoxically called the “electrostatic wave”. Suppose that all space were filled uniformly by free particles all of one charge q, with a number per unit volume n. These particles are found at time zero with various coordinates x. Let us follow a small motion for a short time after time zero, designating their position at time t by ζ = ζ(t,x). In this extremely simple situation, Newton’s laws and one of Maxwell’s equations suffice to give a complete solution of the problem. Newton tells us that for each of the particles.

This article is only available in PDF format

More about the authors

David Finkelstein, Yeshiva University, New York City.

Related content
/
Article
A half century after the discovery of Hawking radiation, we are still dealing with the quantum puzzle it exposed.
/
Article
Since the discovery was first reported in 1999, researchers have uncovered many aspects of the chiral-induced spin selectivity effect, but its underlying mechanisms remain unclear.
/
Article
Metrologists are using fundamental physics to define units of measure. Now NIST has developed new quantum sensors to measure and realize the pascal.
/
Article
Nanoscale, topologically protected whirlpools of spins have the potential to move from applications in spintronics into quantum science.
This Content Appeared In
pt-cover_1962_12.jpeg

Volume 15, Number 12

Get PT newsletters in your inbox

pt_newsletter_card_blue.png
PT The Week in Physics

A collection of PT's content from the previous week delivered every Monday.

pt_newsletter_card_darkblue.png
PT New Issue Alert

Be notified about the new issue with links to highlights and the full TOC.

pt_newsletter_card_pink.png
PT Webinars & White Papers

The latest webinars, white papers and other informational resources.

By signing up you agree to allow AIP to send you email newsletters. You further agree to our privacy policy and terms of service.