Debye length: Difference between revisions
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A plasma consisting of freely moving positively and negatively charged particles has a natural tendency to shield net charges (or cancel DC electric fields). | A plasma consisting of freely moving positively and negatively charged particles has a natural tendency to shield net charges (or cancel DC electric fields). | ||
The effective shielding length is the Debye length, and can be derived from a simple two fluid model of the plasma. | The effective shielding length is the Debye length, and can be derived from a simple two fluid model of the plasma. | ||
<ref>J.P. Freidberg, ''Plasma physics and fusion energy'', Cambridge University Press (2007) ISBN 0521851076</ref> | <ref>J.P. Freidberg, ''Plasma physics and fusion energy'', Cambridge University Press (2007) {{ISBN|0521851076}}</ref> | ||
<ref>K. Miyamoto, ''Plasma Physics and Controlled Nuclear Fusion'', Springer-Verlag (2005) ISBN 3540242171</ref> | <ref>K. Miyamoto, ''Plasma Physics and Controlled Nuclear Fusion'', Springer-Verlag (2005) {{ISBN|3540242171}}</ref> | ||
:<math>\lambda_D = \left ( \frac{\varepsilon_0 T_e}{e^2 n_0}\right )^{1/2}</math> | :<math>\lambda_D = \left ( \frac{\varepsilon_0 T_e}{e^2 n_0}\right )^{1/2}</math> | ||
where ''T<sub>e</sub>'' is given in energy units. | where ''T<sub>e</sub>'' is given in energy units. | ||
== See also == | |||
* [[:Wikipedia:Debye_length]] | |||
* [[:Wikipedia:Plasma_parameter]] | |||
== References == | == References == | ||
<references /> | <references /> | ||
Latest revision as of 11:27, 26 January 2023
A plasma consisting of freely moving positively and negatively charged particles has a natural tendency to shield net charges (or cancel DC electric fields). The effective shielding length is the Debye length, and can be derived from a simple two fluid model of the plasma. [1] [2]
where Te is given in energy units.
See also
References
- ↑ J.P. Freidberg, Plasma physics and fusion energy, Cambridge University Press (2007) ISBN 0521851076
- ↑ K. Miyamoto, Plasma Physics and Controlled Nuclear Fusion, Springer-Verlag (2005) ISBN 3540242171