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Klein Nishina Differential Equation for the Selection of Radiation Shielding Material (C, AL, Fe, and Zn) on the Basis of Attenuation and Cross sectional Area

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  • Saddam Husain Dhobi
  • Santosh Kumar Das
  • Kishori Yadav

Abstract

On studying the Electronic and Atomic Cross sectional area for low atomic masses (Carbon, Aluminum, Iron and Zinc) using Klien-Nishina differential equation. The atomic cross section among these elements for same energy of incidence photon the atomic cross section area found on order of Carbon Aluminum Iron Zinc. This show with increasing atomic number and mass the cross section area of material goes increase. But the mass attenuation goes decrease with increasing in mass and number of materials made up of high atomic weight and number. This is clearly seen in Fig. 2 and Fig. 3. Therefore, among these elements protective material is made up of Carbon has more safety than other (Al, Fe, Zn).

Suggested Citation

  • Saddam Husain Dhobi & Santosh Kumar Das & Kishori Yadav, 2021. "Klein Nishina Differential Equation for the Selection of Radiation Shielding Material (C, AL, Fe, and Zn) on the Basis of Attenuation and Cross sectional Area," European Journal of Applied Physics, European Open Science, vol. 3(1), pages 30-35, January.
    • Handle: RePEc:epw:physic:v:3:y:2021:i:1:id:11038
    DOI: 10.24018/ejphysics.2021.3.1.38
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