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A narrow beam of alpha particles with kinetic energy T = 500 keV falls normally on a golden foil incorporating 1.0 × 1019 nuclei cm−3. Calculate the fraction of alpha particles scattered through the angles θ < θ0 = 30

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Given nt = 1.0 × 1019 nuclei/cm2 

The fraction ΔN/N = 1−(πR02 cot2(θ/2).nt)/4 = 1−(π/4)(1.44zZ/T)2 

cot2(θ/2).nt = 1 − π(1.44 × 2 × 79/0.5)2 cot2(30/2) × (1.0 × 1019 × 10−26)/4 = 0.82 

The factor 10−26 has been introduced to convert fm into cm2.

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