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In-class practice problems for the physical chemistry i course (chem 3410) offered at the richard stockton college of new jersey. The problems cover topics such as thermochemistry, heat capacities, and phase transformations. Students are expected to use given data to calculate various thermodynamic properties.
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Chemistry Program, School of Natural Sciences and Mathematics PO Box 195, Pomoma, NJ
TiO2(s) + 2 Cgraphite + 2 Cl2(g) → 2 COg + TiCl4(l)
for which ∆H rxn◦ = −80 kJ/mole (where the standard state is defined at 298 K). Given the data below at 298 K calculate:
(a) ∆Hrxn at 135.8◦C (b) ∆H f◦ for TiCl4(l) at 298 K.
Substance TiO2(s) Cl2(g) C (graphite) CO(g) TiCl4(l) ∆H◦ f (kJ/mol) -945 -110. CP,m (J/mol-K) 55.06 33.91 8.53 29.12 145.
Assume that the heat capacities are independent of temperature.
a) What is the enthalpy change of the iron sample when it cools from 1100◦C to 0◦C? b) What is the minimal amount of ice (in grams) that has to be present to keep the bucket at 0◦C after it has equilibrated with the iron? You may assume that the bucket does not exchange heat with the environment (only with the iron).
DATA: Iron undergoes a solid-state phase transformation from the γ-phase to the α-phase. Above 912◦C Fe is γ-Fe ; below 912◦^ C it is α-Fe. ∆Htransf ormation = H(γ-Fe) - H(α-Fe) = 900 J/mole Heat capacity of γ-Fe: 34J/mol-K Heat capacity of α-Fe: 38J/mol-K Enthalpy of melting for ice: 6.048 kJ/mol Molar mass for Fe: 56g/mole Molar mass for H 2 O: 18g/mol