The stoichiometric numbers for respective elements are given by decoding the chemical formula.
When MALT will fail to decode the chemical formula, an error message will be given.
Error in inputting the stoichiometric numbers will cause serious error in the thermochemical quantities which are calculated from the stoichiometric numbers and input thermodynamic functions.
Phase symbol at 298.15 K should be selected among g, a, l, s, c. MALT uses g for gas, a for aqueous, l for liquid, c for crystal. In addition s is allowed for solid.
Elevated Phases
High temperarture phases should be selected among s, l, sl, a, g; s is for solid including crystal, amorphous etc.
This implies that gaseous species and aqueous species should be prepared as single-state data, while solid and liquid states can be combined in one compound data.
This is to check the above three quantities with stoichiometric numbers according to the following relation:
ΔfG = ΔfH - T ΔfS
ΔfS(AlBmCn) = S298(AlBmCn) - l S298(A) - m S298(B) - n S298(C)
The MALT database stores the values for S298(A), S298(B) and S298(C).
Alternative check button: All three values are given under the consitions that the standard pressure is adopted as 1 atm and the energy unit is based on Joul. Even so, there must be some needs to input values adopted uder the standard pressure of 100,000 Pa or in the unit of cal instead of J. To assist such value input, this check botton is prepared.
According to the selected number of the phases, the high temperature heat capacity pages will be created. For each phase, the following should be input.
Name : This is the phase name which identifies the current state among the high temperature states. Usually, if the phase is identified as alpha, beta etc, this is adopted. For example, Al2O3 alpha
Symbol : In the MALT database, the following name is usually adopted: c1, c2, c3,,, l, l1, where numbering is adopted when several crystal polymorphs are known.
The heat capacity coefficients, a, b, c, d, e are defined in the following equation.
Cp / J mol-1K-1= a
+ b * 10-3T/K
+ c * 105 (T/K)-2+ d * 10-6 (T/K)2+ e * 108 (T/K)-3
The first three terms represents the typical temperature dependence of the high temperature heat capacity. The fourth term is to cover the rapidly increasing effect at high temperatures. The fifth term is to represent intermediate-temperature behavior for those compounds having the high Debye temperature.