How to Calculate dE/dx for a Mixture of Gases?

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To calculate dE/dx for a mixture of gases, one can use the sum of the partial dE/dx values based on Dalton's law, where the total number of particles is the sum of individual gases. The Bethe-Bloch formula is recommended for determining energy loss per unit length in terms of MeV per gram/cm². For detailed guidance, the LBL Particle Data Book, specifically Section 27.2.6, provides relevant information on dE/dx for mixtures and compounds. Understanding that dE/dx is density dependent is crucial for accurate calculations. Utilizing these resources will aid in effectively calculating dE/dx for gas mixtures.
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Im trying to figure out how to find the dE/dx for a mixture of gases. I can find how to figure it out for an individual molecule knowing dE/dx for each element, but can't find how to find it for a mixture of two molecules of gases knowing dE/dx for each gas. Is there anywhere I can find the formula or mixing rules for this?
 
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dE/dx is density dependent. For a gas mixture with the Dalton law n=n1+n2 the resulting dE/dx wil be sum of "partial" dE/dx, I think.

Bob_for_short.
 
You can add the dE/dx for each partial pressure of gas to get a total dE/dx. Use the Bethe-Bloch formula for MeV per gram/cm^2. See LBL Particle Data Book:
http://pdg.lbl.gov/2007/reviews/passagerpp.pdf
Section 27.2.6 deals with dE/dx for mixtures and compounds.
 

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