Magnetic field and Bainbridge mass spectrometer

AI Thread Summary
The discussion revolves around calculating the mass of singly charged selenium ions in a Bainbridge mass spectrometer, given an electric field of 1.05 x 10^5 V/m and a magnetic field of 0.520 T. The radius of the ions' circular path is 31.0 cm. The formula B = mv/qr is relevant for determining the mass, but the user initially struggles with finding the velocity due to the lack of information. After some back-and-forth, the user acknowledges receiving help to proceed with the calculations. The focus remains on applying the correct equations to derive the mass and mass number of the selenium isotope.
Clement
Messages
6
Reaction score
0

Homework Statement


The electric field between the plates of the velocity selector in a Bainbridge mass spectrometer is 1.05 105 V/m, and the magnetic field in both regions is 0.520 T. A stream of singly charged selenium ions moves in a circular path with a radius of 31.0 cm in the magnetic field. Determine the mass of one selenium ion.

Determine the mass number of this selenium isotope. (The mass number is equal to the mass of the isotope in atomic mass units, rounded to the nearest integer. One atomic mass unit = 1 u = 1.66 10-27 kg.)

Homework Equations


B=mv/qr


The Attempt at a Solution


used formula E= kq/r^2 and found a q, but it says the particles are positively charged,
dont know how to continue without the velocity.
 
Physics news on Phys.org
got it, thanks!
 
Thread 'Help with Time-Independent Perturbation Theory "Good" States Proof'
(Disclaimer: this is not a HW question. I am self-studying, and this felt like the type of question I've seen in this forum. If there is somewhere better for me to share this doubt, please let me know and I'll transfer it right away.) I am currently reviewing Chapter 7 of Introduction to QM by Griffiths. I have been stuck for an hour or so trying to understand the last paragraph of this proof (pls check the attached file). It claims that we can express Ψ_{γ}(0) as a linear combination of...
Back
Top