# exam_1 - 10.40 Fall 2003 Exam 1 9 to 11 am Thermodynamics...

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10.40 Fall 2003 Thermodynamics Exam 1 9 to 11 am Use of Thermodynamics and Its Applicati ons, 3 rd ed. and 10.40 class notes and handouts and a hand calculator are permitted. No other aids or documents are permitted. Please answer each question in a separate exam book. Be careful about managing your time and be aware of the maximum points allotted to each part of the 3 problems. 1. (40 points) This is a 6 part problem worth a total of 40 points (a) (6 points) If for a given system, closed, with one component, we had a function A = A ( U , T ), could this function contain the equivalent amount of information as the fundamental equation for intensive properties? Briefly explain your answer. (b) (6 points) Express the following derivative in terms of measurable properties for a single component: T G A ⎛⎞ ⎜⎟ ⎝⎠ . (c) (6 points) Express () ( , , , , ,...) k AB C yf P S N N µ = in terms of a Legendre transform of H = y (0) for an n component system. Also express the total differential, , in terms of derived and primitive thermodynamic properties.

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## This note was uploaded on 11/27/2011 for the course CHEMICAL E 10.302 taught by Professor Clarkcolton during the Fall '04 term at MIT.

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exam_1 - 10.40 Fall 2003 Exam 1 9 to 11 am Thermodynamics...

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