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Sean1218
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Finding period of revolution of an electron (fairly urgent)?
A doubly ionized atom (charge = +2e) whose mass is 3.65E-26 kg is accelerated by a voltage of 3950.0 V and enters a region where a uniform magnetic field B = 0.0500 T acts perpendicular to its motion.
a) What is the radius of curvature of the path of the ion in the B-field?
b) What is its period of revolution?
F=QvB
F=m4pi2r/T2
F=mv2/r
I did the first part, the correct answer is 0.601 m.
I've tried a few different methods for b), I won't list them all.
I rearranged the third equation for v, plugged it into the first equation, plugged that into the second equation and rearranged for T.
T=√(4π2m2/(Q2B2))
Solved that for 0.0000143156 s
No idea if this is right or not, but I doubt it because I think I need to use voltages and energies, but that didn't work when I tried it.
Homework Statement
A doubly ionized atom (charge = +2e) whose mass is 3.65E-26 kg is accelerated by a voltage of 3950.0 V and enters a region where a uniform magnetic field B = 0.0500 T acts perpendicular to its motion.
a) What is the radius of curvature of the path of the ion in the B-field?
b) What is its period of revolution?
Homework Equations
F=QvB
F=m4pi2r/T2
F=mv2/r
The Attempt at a Solution
I did the first part, the correct answer is 0.601 m.
I've tried a few different methods for b), I won't list them all.
I rearranged the third equation for v, plugged it into the first equation, plugged that into the second equation and rearranged for T.
T=√(4π2m2/(Q2B2))
Solved that for 0.0000143156 s
No idea if this is right or not, but I doubt it because I think I need to use voltages and energies, but that didn't work when I tried it.