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JCE SymMath: Symbolic Mathematics in Chemistry
Work Done during Reversible and Irreversible Isothermal Expansion of an Ideal Gas
Arthur Ferguson
Department of Chemistry, Worcester State College, Worcester, MA 01602-2597

Cover
April 2004
Vol. 81 No. 4
p. 606

Full Text

This template examines how the work associated with stepwise irreversible isothermal expansion and compression of an ideal gas changes as the number of expansion or compression steps increases (Figure 1). This template uses the graphing power of Mathcad to lead the user to discover that the work approaches an asymptote as the number of steps becomes very large and that the asymptote is the work for the reversible expansion or compression. It then challenges the user to recognize that the work for the reversible expansion or compression represents a limiting value for the work for the corresponding irreversible processes

Figure 1. Work (kJ/mole) as a function of the number of isothermal steps (NSTEPS) in the stepwise irreversible expansion of an ideal gas.

Supplement
Fully interactive computer algebra files are available in the JCE SymMath collection of the JCE Digital Library Only@JCE Online.
*  Contents
*  Download
More Information
*  Citation
Ferguson, Arthur. J. Chem. Educ. 2004 81 606.
*  Keywords
Computer Assisted Instruction; Gases; Physical Chemistry; Symbolic Mathematics*; Thermodynamics; Undergraduate Research
*  History
Created:
Last Updated:
March 3, 2004
February 23, 2005
  Home > JCE Print > Journal of Chemical Education > Issues > 2004  > April  > Page 606


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