Calculate the ratio of the energy generation rate for the pp chain to the energy generation rate for the CNO cycle given the present conditions of the Sun: T=1.5696 x 107 K, p=1.527 x 105 Kg/m3, X=0.3397 and Xcno=0.0141.
Calculate the ratio of the energy generation rate for the pp chain to the energy generation rate for the CNO cycle given the present conditions of the Sun: T=1.5696 x 107 K, p=1.527 x 105 Kg/m3, X=0.3397 and Xcno=0.0141.
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
Transcribed Image Text:**Problem Statement:**
Calculate the ratio of the energy generation rate for the pp chain to the energy generation rate for the CNO cycle given the present conditions of the Sun:
- Temperature (T) = \(1.5696 \times 10^7\) K
- Density (\(\rho\)) = \(1.527 \times 10^5\) kg/m\(^3\)
- Hydrogen mass fraction (X) = 0.3397
- CNO mass fraction (\(X_{CNO}\)) = 0.0141
**Explanation:**
This problem requires calculating the ratio of energy generation rates for two nuclear processes in the Sun: the proton-proton (pp) chain and the carbon-nitrogen-oxygen (CNO) cycle, using the given solar conditions.
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