Diferenças entre edições de "Magnitude drift"
		
		
		
		
		
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| − | (F. F. Chen ~2.7) An electron beam with density \(n_e=10^{14}\) m\(^{-3}\) and radius \(R=1)  | + | (F. F. Chen ~2.7) An electron beam with density \(n_e=10^{14}\) m\(^{-3}\) and radius \(R=1\) cm crosses a region with a uniform  | 
magnetic field \(\vec{B}=B_0\vec{u}_z)\, where \(B_0=2)\ T and the \(zz)\ axis is aligned with the direction of propagation    | magnetic field \(\vec{B}=B_0\vec{u}_z)\, where \(B_0=2)\ T and the \(zz)\ axis is aligned with the direction of propagation    | ||
of the beam. Determine the direction and magnitude of the \(\vec{E}\times\vec{B}\) drift at \(r=R\) (note that \(\vec{E}\) is  | of the beam. Determine the direction and magnitude of the \(\vec{E}\times\vec{B}\) drift at \(r=R\) (note that \(\vec{E}\) is  | ||
the electrostatic field created by the charge of the beam).  | the electrostatic field created by the charge of the beam).  | ||
Revisão das 18h07min de 29 de março de 2017
Metadata
- CONTEXTO : Segundo ciclo universitário
 - AREA: Física
 - DISCIPLINA: Física e Tecnologia dos Plasmas
 - ANO: 4
 - LINGUA: en
 - AUTOR: Vasco Guerra
 - MATERIA PRINCIPAL: Debye shielding and fundamental efects
 - DESCRICAO:
 - DIFICULDADE: *
 - TEMPO MEDIO DE RESOLUCAO: 300 [s]
 - TEMPO MAXIMO DE RESOLUCAO: 600 [s]
 - PALAVRAS CHAVE:
 
(F. F. Chen ~2.7) An electron beam with density \(n_e=10^{14}\) m\(^{-3}\) and radius \(R=1\) cm crosses a region with a uniform magnetic field \(\vec{B}=B_0\vec{u}_z)\, where \(B_0=2)\ T and the \(zz)\ axis is aligned with the direction of propagation of the beam. Determine the direction and magnitude of the \(\vec{E}\times\vec{B}\) drift at \(r=R\) (note that \(\vec{E}\) is the electrostatic field created by the charge of the beam).