Calculate Depth of Water & Shielding for X-Rays (10MeV)

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SUMMARY

The discussion focuses on calculating the depth of water required to stop electrons at various energies, specifically noting that at 10 MeV, the stopping depth is 6 cm. Participants referenced the Bethe-Bloch formula to understand the relationship between electron energy and stopping power. Additionally, the conversation addressed the calculation of concrete shielding thickness for X-rays produced at these energy levels, emphasizing the need for specific measurements per MeV.

PREREQUISITES
  • Understanding of the Bethe-Bloch formula for particle interactions
  • Knowledge of radiation shielding principles
  • Familiarity with X-ray production and energy levels
  • Basic concepts of electron energy deposition in materials
NEXT STEPS
  • Research the Bethe-Bloch formula in detail for electron stopping power calculations
  • Investigate the relationship between X-ray energy and concrete shielding thickness
  • Explore the concept of exponential attenuation in materials for radiation shielding
  • Learn about the International Linear Collider and its energy specifications
USEFUL FOR

Physicists, radiation safety professionals, and engineers involved in particle physics and radiation shielding design will benefit from this discussion.

klystronman
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how do i calculate the depth of water an electron takes to stop at different energies?
( for instance at 10MeV is 6cm) would it be a dirrect relationship?
Also i need to know how to calculate shielding for the xrays created. Thickness of concrete? (per MeV)
thanks
 
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i was just wondering because of the international linear collider is such high energies:
 
klystronman said:
how do i calculate the depth of water an electron takes to stop at different energies?
( for instance at 10MeV is 6cm) would it be a dirrect relationship?
Also i need to know how to calculate shielding for the xrays created. Thickness of concrete? (per MeV)
thanks

Bethe-bloch formula

http://en.wikipedia.org/wiki/Bethe-Bloch_formula

and

http://www.medcyclopaedia.com/library/topics/volume_i/a/absorption_exponential_law.aspx

EDIT: Use the "edit" button if you want do add/change a post :)
 
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