RUSSIAN JOURNAL OF EARTH SCIENCES, VOL. 20, ES5007, doi:10.2205/2020ES000740, 2020


Table 3.
Parameter Value
$G$ $\rm 6.6873\, 10^{-11}\, m^3/(kg\,s^2)$
$k$ $\rm 7\, 10^{-6}\, m^2/s$
$\nu$ $\rm 10^{-6}\, m^2/s$
$\lambda$ $\rm 10^{-9}\, m^2/s$
$\beta$ $1$
$\gamma$ $1.5$
$r_b$ $\rm 3480\, km$
$\delta S$ $\rm 118\, J/(kg\, K)$
$ \rho_\circ$ $\rm 7500\, kg/m^3$
$\delta \rho$ $\rm 500\, kg/m^3$
$T_s^\circ$ $5270\,\rm K$
$ T_\circ$ $6000\,\rm K$
$K_\circ$ $ 4.76\, 10^{11}\, \rm Pa$
$C_p$ $\rm 860\, J/(kg\,K)$

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Citation: Reshetnyak M. Yu. (2020), Inverse problem for the Earth's core evolution model, Russ. J. Earth Sci., 20, ES5007, doi:10.2205/2020ES000740.


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