An electron with charge e enters a uniform.
magnetic field B with a velocity v. The
velocity is perpendicular to the magnetic
field. The force on the charge e is given
by
F = Bev Obtain the dimensions of B.
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An electron with charge e enters a uniform. magnetic field B with a velocity v. The velocity is perpendicular to the magnetic field. The force on the charge e is given by F = Bev Obtain the dimensions of B.
The force on the charge e is given by, F = BeV
we have to find dimension of B.
we know, dimension of force, F = [ML²T-²]
dimension of charge , e = [AT]
dimension of velocity, v = [LT-¹]
from dimensional analysis,
dimension of F = dimension of {BeV}
or, dimension of F = dimension of B × dimension of e × dimension of v
or, [ML²T-²] = dimension of B × [AT] × [LT-¹]
or, dimension of B = [ML²T-²]/[AL]
= [MLT-²A-¹]
hence, dimension of B = [M¹L¹T-²A-¹]
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