Plasma density distribution - Histórico de revisões

Ist426982 em 11h48min de 6 de julho de 2017

2017-07-06T11:48:40Z

Ist426982 em 11h48min de 6 de julho de 2017

2017-07-06T11:48:29Z

Ist426982 em 11h48min de 6 de julho de 2017

2017-07-06T11:48:12Z

Ist426982: Criou a página com "(F. F.Chen 3.6) An isothermal plasma is confined between the planes \(x=\pm a\) in a magnetic field \(\vec{B}=B_0\vec{u}_z\). The density distribution is \(n(x)=n_0\left(1-x..."

2017-07-03T17:22:07Z

Criou a página com "(F. F.Chen 3.6) An isothermal plasma is confined between the planes \(x=\pm a\) in a magnetic field \(\vec{B}=B_0\vec{u}_z\). The density distribution is \(n(x)=n_0\left(1-x..."

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(F. F.Chen 3.6)
An isothermal plasma is confined between the planes \(x=\pm a\) in a magnetic field \(\vec{B}=B_0\vec{u}_z\).
The density distribution is \(n(x)=n_0\left(1-x^2/a^2\right)\).

@@ Linha 7: / Linha 7: @@
 (b) Draw a diagram showing the density profile and the direction of the electron diamagnetic drift on both sides of the midplane,
 if \(\vec{B}\) points out of the paper.
 (c)Evaluate \(v_D\) at \(x=a/2\), if \(B=0.2\) T, \(kT_e=2\) eV and \(a=4\) cm.

← Revisão anterior		Revisão das 11h48min de 6 de julho de 2017
Linha 9:		Linha 9:


−	(c)Evaluate \(v_D\) at \(x=a/2$, if \(B=0.2\) T, \(kT_e=2$ eV and \(a=4\) cm.	+	(c)Evaluate \(v_D\) at \(x=a/2\), if \(B=0.2\) T, \(kT_e=2\) eV and \(a=4\) cm.

← Revisão anterior		Revisão das 11h48min de 6 de julho de 2017
Linha 2:		Linha 2:
	An isothermal plasma is confined between the planes \(x=\pm a\) in a magnetic field \(\vec{B}=B_0\vec{u}_z\).		An isothermal plasma is confined between the planes \(x=\pm a\) in a magnetic field \(\vec{B}=B_0\vec{u}_z\).
	The density distribution is \(n(x)=n_0\left(1-x^2/a^2\right)\).		The density distribution is \(n(x)=n_0\left(1-x^2/a^2\right)\).
		+
		+	(a) Derive an expression for the electron diamagnetic drift velocity, as a function of \(x\).
		+
		+	(b) Draw a diagram showing the density profile and the direction of the electron diamagnetic drift on both sides of the midplane,
		+	if \(\vec{B}\) points out of the paper.
		+
		+
		+	(c)Evaluate \(v_D\) at \(x=a/2$, if \(B=0.2\) T, \(kT_e=2$ eV and \(a=4\) cm.