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For the following two ionized regions, determine the mean separation between particles, r, and the mean...

For the following two ionized regions, determine the mean separation between particles, r, and the mean free path for a photon, l. Indicate whether the region should be considered an ideal gas and also whether it is in LTE. For simplicity, assume a pure hydrogen gas, that the most likely interaction for the photon is scattering from a free electron , and that the effective particle size is its geometrical size.

(a) The center of the Sun (T = 15.8 × 10^6 K, n_e = 6.4 × 10^25 cm^−3 )

(b) A diffuse region in the Galaxy of diameter, D = 1 pc (T = 10^5 K, ne = 0.001 cm^−3 )

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Answer #1

Mean seperation between particles, r is given as
r = n^{-{1}/{3}}

where n is the number density

(a) 0.25 10^-10 m, (0.25 Angstrom)

(b) 10 cm

Mean free path \lambda is given by
\lambda = \frac{1}{\sigma_T n_e}

where \sigma_T is Thomson cross-section with value 6.6524*10^-29 m^2

(a) 2.3*10^8 m

b) 1.5 *10^37 m

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