How Do You Calculate the Mass of an Atom Using a Mass Spectrometer?

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To calculate the mass of an atom using a mass spectrometer, the relevant parameters include the charge (q), magnetic field (B), radius (r), and voltage (V). The equation B^2*q*r^2 / 2*V is suggested for finding the mass. However, clarification is needed regarding the correct formula for path radius in relation to mass (m), charge (q), velocity (v), and magnetic field (B). The calculations presented are incomplete, and further steps are required to determine the final mass value. Accurate application of the formula is essential for obtaining the correct mass of the doubly ionized atoms.
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Homework Statement



A mass spectrometer analyzes and gives data for a beam of doubly ionized atoms. The values are q = 2(1.60 x 10^-19 C), B = 5.0 x 10^-2 T, r = 0.120 m, and V = 3442.9 V. Find the mass of one of these atoms.


Homework Equations



B^2*q*r^2 / 2*v



The Attempt at a Solution



(5x10^-2)^2*2(1.6*10^-19)*(0.120)/2(3442.9)
 
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itsmarasilly said:

Homework Statement



A mass spectrometer analyzes and gives data for a beam of doubly ionized atoms. The values are q = 2(1.60 x 10^-19 C), B = 5.0 x 10^-2 T, r = 0.120 m, and V = 3442.9 V. Find the mass of one of these atoms.


Homework Equations



B^2*q*r^2 / 2*v
Sorry, but I can't tell what the equation you wrote here is supposed to represent.

What is the formula for path radius given m, q, v, and B? It should be in your textbook.

The Attempt at a Solution



(5x10^-2)^2*2(1.6*10^-19)*(0.120)/2(3442.9)
And that equals what?
 
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