Calculate H for each of the following processes. In each case, restate your result as a specific

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Calculate ΔĤ for each of the following processes. In each case, restate your result as a specific enthalpy relative to a reference state. [The solution—which you should verify—and the restatement for Part (a) are given as an illustration.] Assume that the process pressures are low enough for Ĥ to be considered independent of pressure, so that the formulas of Table B.2 (which strictly apply at 1 atm) can be used. 

(a) CH3COCH3(l, 15°C) → CH3COCH3(l, 55°C).

Solution: ΔĤ = 5.180 kJ/mol

The specific enthalpy of liquid acetone at 55°C relative to liquid acetone at 15°C is 5.180 kJ/mol. 

(b) n-C6H14(l, 25°C) → n-C6H14(l, 80°C) 

(c) n-C6H14(v, 500°C) → n-C6H14(v, 0°C). 

(Make statements about both the specific enthalpy of hexane vapor at 500°C relative to hexane vapor at 0°C and the specific enthalpy of hexane vapor at 0°C relative to hexane vapor at 500°C.)


Table B.2

TABLE B.2 Heat Capacities Form 1: C,[kJ/(mol-C)] or [kJ/(mol·K)] = a + bT + cT + dT Form 2: C,[kJ/(mol-C)] or [kJ/(mol-K)] = a + bT + cT? Example: (C,)acetone(e) = 0.07196 + (20.10 x 10-$)r - (12.78 x 10-8)7? + (34.76 x 10-12)Tr*, where T is in °C. %3D

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Elementary Principles of Chemical Processes

ISBN: 978-1119498759

4th edition

Authors: Richard M. Felder, ‎ Ronald W. Rousseau, ‎ Lisa G. Bullard

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