liceo scientifico isaac newton physics course the first law of thermodynamics professor massimo...
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![Page 1: Liceo Scientifico Isaac Newton Physics course The first law of thermodynamics Professor Massimo Patrone Read by Cinzia Cetraro](https://reader033.vdocuments.site/reader033/viewer/2022051314/5514a041550346d36e8b59a2/html5/thumbnails/1.jpg)
Liceo Scientifico Isaac Newton
Physics course The first law of thermodynamics
Professor
Massimo Patrone
Read by
Cinzia Cetraro
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Historical notes
James Joule (1818-1889)
• Until 1600 combustion• Industrial Revolution• Newton• Heat: source of mechanical
work• Carnot and Joule• Thermodynamics
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From energy to heat energy: Joule's experiment
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masses
blades
water
temperature
h
Joule's experiment
1 calorie = 4,186 joule = 4,186
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The First Law of Thermodynamics The First Law of Thermodynamics
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Internal Energy
molecular motion
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• First Law of Thermodynamics
LsLs
QaQa
QcQc
LfLf
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ΔU = Q–L
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Piston or elementary machine
To understand the processes that involve real thermodynamic systems, which are rather complex, we refer to the simple model of heat engine, consisting of a cylinder with a sliding piston and containing a perfect gas.
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The perfect gas
U = U(T)U = U(T)
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The real thermodynamic processes give rise in the PV plane, to a graphic representation which is not possible to describe mathematically because for a given volume of fluid, the pressure has different values. So they are irreversible.
Reversible and irreversible transformations
In a very slow process, there are a succession off equilibrium states. This transformation is called quasi-static.
The quasi-static transformations can be played in reverse.
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1) Transformation at constant pressure: isobaric
volume
pi=pf
Vi Vf
pre
ssu
re
ΔX
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2) Transformation at constant volume: isochoric
volume
pi
Vi=Vf
pre
ssu
re
pf
L=0
ΔU=Q-L=Q
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3) Transformation at constant temperature: isothermal
pre
ssu
re
volume
pi
Vi
pf
Vf
ΔU=0
ΔU=Q-L Q=L
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4) Transformation without heat exchange: adiabatic
Q=0,L>0 ΔU=Q-L ΔU=-L <0 ΔT<0
Q=0,L<0 ΔU=Q-L ΔU=-L >0 ΔT>0
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heat engines
Thomas Savery(1650-1715)
Thomas Newcomen (1663-1729)
James Watt (1736-1819)
Charles Parsons(1854-1931)
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Thermodynamic cycles
Sadi Carnot (1796-1832) ΔU= 0 0=Q-L Q=L
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A
C
CC
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The Carnot engine
human body
Heat engine
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Special thanks to prof. Cinzia Cetraro for linguistic supervision
the end