What Is the Minimum Potential Needed to Emit X-Ray Photons of 10^-10 Meters?

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To emit X-ray photons with a wavelength of 10^-10 meters, the minimum potential needed to accelerate electrons is derived from their energy using the equation E=hc/λ, resulting in an energy of approximately 12431.25 eV. This energy corresponds to an electric potential difference of about 12431.25 volts. Rounding for significant figures, this value can be expressed as 1 x 10^4 volts. The discussion emphasizes the importance of calculating the correct potential to achieve the desired photon emission. Understanding these calculations is crucial for applications in physics and engineering.
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Homework Statement



Electrons are accelerated through a potential V and then they are suddenly stopped and emit photons. Derive the minimal value that the potential should have in order to produce some X-Ray photons of wavelength 10-10m.

Homework Equations


E=hc/λ
V=(h/e)(f-f0)

The Attempt at a Solution


I used E=hc/λ to find the energy of the X ray photons. I found E= 1.989x10-15 = 12431.25 eV

Not sure if I needed to do this or what to do next. All help is appreciated. Thank you.
 
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Hi DarkMatter5, Welcome to Physics Forums!

DarkMatter5 said:

Homework Statement



Electrons are accelerated through a potential V and then they are suddenly stopped and emit photons. Derive the minimal value that the potential should have in order to produce some X-Ray photons of wavelength 10-10m.

Homework Equations


E=hc/λ
V=(h/e)(f-f0)

The Attempt at a Solution


I used E=hc/λ to find the energy of the X ray photons. I found E= 1.989x10-15 = 12431.25 eV

Not sure if I needed to do this or what to do next. All help is appreciated. Thank you.
You have found the energy, and cleverly expressed it in electron volts. What electric potential difference (Volts) should the electron be accelerated through in order to achieve that energy?

By the way, you might want to round your result to suit the given significant figures.
 
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gneill said:
Hi DarkMatter5, Welcome to Physics Forums!You have found the energy, and cleverly expressed it in electron volts. What electric potential difference (Volts) should the electron be accelerated through in order to achieve that energy?

By the way, you might want to round your result to suit the given significant figures.

I guess it would be 12431.25 V? And is it to 1 sig fig? so 1 x 104 V?
 
Yup.
 
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gneill said:
Yup.
Thank you very much!
 
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