Calculating Velocity of Electrons in Electric Field

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The discussion focuses on calculating the y-component of velocity for electrons moving through a constant electric field between two plates. The formula derived is v_y = (e*E*L)/(m_e*v_0), indicating the relationship between electric force and the electron's initial velocity. Participants explore the time an electron spends in the electric field, suggesting it relates to the distance L and initial speed v_0. The conversation emphasizes understanding the acceleration due to the electric field and its impact on the electron's motion. Overall, the discussion aims to clarify the physics behind electron behavior in electric fields.
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Homework Statement


Electrons with the speed v0 move through a constant electronic field E of length L
(A two plate conductor)

In the electric field the particle have gained a velocity component in y-direction
Show that this y-component is:


v_y=\frac{e*E*L}{m_e*v_0}

Tip: s=v_0*t+1/2*a*t^2, v=v_0+a*t, a=F/M

The Attempt at a Solution


I would think is has something with how much time the electron has to respond to the field in a y-direction. How much time does the electron use trough the field etc… but that’s hardly a guess…
 
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...and that time would probably be represented by the L/Vo term in the Vy equation...
 
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