Table B.1: Monomer volumes $V_{\rm0,s}$ of solid materials from (Lüttke 2002) and fit coefficients c_i for the calculation of the saturation vapour pressures and difference Gibbs free energies. (*): Paper III - (**): Sharp & Huebner (1990).
Condensate $V_{\rm0,s}$ [10^-23 cm³] c₁ c₂ c₃ c₄ c₅ Fit of

TiO₂[s] 3.136 35.8027 -74734.7 0.0 0.0 0.0 $\ln p_{\rm sat}$ (*)

SiO₂[s] 3.768 0.0 -4.44364E+5 1.08531E+2 -6.59213E-4 0.0 $\Delta G^\prime$ (**)

Fe[s] 1.178 7.37828E+5 -4.22183E+5 1.71919E+2 -1.76037E-2 2.31459E-6 $\Delta G^\prime$ (**)

Mg₂SiO₄[s] 7.278 7.52334E+4 -9.38369E+5 2.47581E+2 -3.14980E-3 0.0 $\Delta G^\prime$ (**)

Al₂O₃[s] 4.265 0.0 -7.32976E+5 1.84782E+2 -2.57313E-3 0.0 $\Delta G^\prime$ (**)

**Table B.1:** Monomer volumes $V_{\rm0,s}$ of solid materials from (Lüttke 2002) and fit coefficients c_i for the calculation of the saturation vapour pressures and difference Gibbs free energies. (*): Paper III - (**): Sharp & Huebner (1990).
Condensate	$V_{\rm0,s}$ [10^-23 cm³]	c₁	c₂	c₃	c₄	c₅	Fit of
TiO₂[s]	3.136	35.8027	-74734.7	0.0	0.0	0.0	$\ln p_{\rm sat}$	(*)
SiO₂[s]	3.768	0.0	-4.44364E+5	1.08531E+2	-6.59213E-4	0.0	$\Delta G^\prime$	(**)
Fe[s]	1.178	7.37828E+5	-4.22183E+5	1.71919E+2	-1.76037E-2	2.31459E-6	$\Delta G^\prime$	(**)
Mg₂SiO₄[s]	7.278	7.52334E+4	-9.38369E+5	2.47581E+2	-3.14980E-3	0.0	$\Delta G^\prime$	(**)
Al₂O₃[s]	4.265	0.0	-7.32976E+5	1.84782E+2	-2.57313E-3	0.0	$\Delta G^\prime$	(**)

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