Asked by jayren
The area shown is the boundary of a magnetic field directed in the positive z direction. An electron with a velocity along the
x-axis enters the field at coordinates (x, y) =
(−2 m, 0) and exits 0.35 µs later at point A
whose coordinates are (x, y) = (0, 2 m).
What is the magnitude of B~
? The mass
of the electron is 9.109 × 10
−31
kg and the
elemental charge is −1.602 × 10
−19
C.
Answer in units of µT
x-axis enters the field at coordinates (x, y) =
(−2 m, 0) and exits 0.35 µs later at point A
whose coordinates are (x, y) = (0, 2 m).
What is the magnitude of B~
? The mass
of the electron is 9.109 × 10
−31
kg and the
elemental charge is −1.602 × 10
−19
C.
Answer in units of µT
Answers
Answered by
Elena
Electron enters the magnetic field perpendicular to the magnetic field, therefore, it moves with centripetal acceleration along the curvilinear path due to Lorentz force action
m•a=q•v•B •sin α.
Since α=90º, sin α=1; q=e; v=at.=>
m•a =e•v•B=e•a•t•B =>
m= e•t•B.
B=m/e•t=
=9.109•10^-31/1.602•10^-19•0.35•10^-6 =1.62•10^-5 T =16.2 μT
m•a=q•v•B •sin α.
Since α=90º, sin α=1; q=e; v=at.=>
m•a =e•v•B=e•a•t•B =>
m= e•t•B.
B=m/e•t=
=9.109•10^-31/1.602•10^-19•0.35•10^-6 =1.62•10^-5 T =16.2 μT
Answered by
Anonymous
16.2
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