1. For each of the questions below, please give the best response based on our discussions in class. a. How is the composition of the vapor related to the composition of the liquid at the azeotrope of a binary mixture? b. In 1873, the American depicted to the right proposed a new state that he defined as H-TS. He called this the "available" or "free" He went on to demonstrate that the free energy was the energy. central variable in thermodynamics and the key to understanding phase equilibrium and chemical reaction equilibrium. The free energy has been named in his honor. Please give his name (first initial + middle name + family name): c. The Scotsman depicted to the right demonstrated that "gas particles in a box" would develop an energy distribution regardless of their initial state. His "Energy Distribution Function" laid the foundation for Statistical or Modern Thermodynamics. He also developed a useful set of thermodynamic identities or "Relations" that has been named in his honor. Please give his name (first + last, middle name optional): we

Introduction to Chemical Engineering Thermodynamics
8th Edition
ISBN:9781259696527
Author:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Publisher:J.M. Smith Termodinamica en ingenieria quimica, Hendrick C Van Ness, Michael Abbott, Mark Swihart
Chapter1: Introduction
Section: Chapter Questions
Problem 1.1P
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1. For each of the questions below, please give the best response based on our
discussions in class.
a. How is the composition of the vapor related to the composition of the liquid
at the azeotrope of a binary mixture?
b. In 1873, the American depicted to the right proposed a new state
that he defined as H-TS. He called this the "available" or "free"
energy. He went on to demonstrate that the free energy was the
central variable in thermodynamics and the key to understanding
phase equilibrium and chemical reaction equilibrium. The free
energy has been nar
initial + middle name + family name):
in his honor. Please give his name (first
c. The Scotsman depicted to the right demonstrated that "gas
particles in a box" would develop an energy distribution
regardless of their initial state. His "Energy Distribution
Function" laid the foundation for Statistical or Modern
Thermodynamics. He also developed a useful set of
thermodynamic identities or "Relations" that has been named in
his honor. Please give his name (first + last, middle name
optional):
ll
Transcribed Image Text:1. For each of the questions below, please give the best response based on our discussions in class. a. How is the composition of the vapor related to the composition of the liquid at the azeotrope of a binary mixture? b. In 1873, the American depicted to the right proposed a new state that he defined as H-TS. He called this the "available" or "free" energy. He went on to demonstrate that the free energy was the central variable in thermodynamics and the key to understanding phase equilibrium and chemical reaction equilibrium. The free energy has been nar initial + middle name + family name): in his honor. Please give his name (first c. The Scotsman depicted to the right demonstrated that "gas particles in a box" would develop an energy distribution regardless of their initial state. His "Energy Distribution Function" laid the foundation for Statistical or Modern Thermodynamics. He also developed a useful set of thermodynamic identities or "Relations" that has been named in his honor. Please give his name (first + last, middle name optional): ll
d. We met the Austrian depicted to the right earlier this semester
when we discussed radiation heat transfer. More recently, we
discussed his work as the primary advocate for the science of
Modern or Statistical Thermodynamics. His work showed that
Modern and Classical thermodynamics could be unified with a
simple equation:
S = k In(N).
Where the constant “k" has been named in his honor.
e. The Frenchman depicted to the right never derived the
equation below
YiP =
Nevertheless, the equation is named after him in recognition
of his work on solutions, plant and animal respiration, and
galvanic cells. Please give his family name.
in celgm
Dr. Tree belicves you will do well!
Transcribed Image Text:d. We met the Austrian depicted to the right earlier this semester when we discussed radiation heat transfer. More recently, we discussed his work as the primary advocate for the science of Modern or Statistical Thermodynamics. His work showed that Modern and Classical thermodynamics could be unified with a simple equation: S = k In(N). Where the constant “k" has been named in his honor. e. The Frenchman depicted to the right never derived the equation below YiP = Nevertheless, the equation is named after him in recognition of his work on solutions, plant and animal respiration, and galvanic cells. Please give his family name. in celgm Dr. Tree belicves you will do well!
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