Physics 1220/1320 Thermodynamics & Electromagnetism Chapter 19 -20.

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Presentation transcript:

Physics 1220/1320 Thermodynamics & Electromagnetism Chapter

Ideal Gas: Phase Diagram: Substance expanding on melting

Ideal Gas to real gas: Phase transitions Here: liquid/gas

Phase diagrams – 3-dim pVT system

Examples of quasi-static processes: isothermalconstant T isobaricconstant p isochoricconstant V adiabaticno heat flow

1 st Law of Thermodynamics Conservation of energy:

State Functions

Graphical representation of quasi-static processes

State Functions Ideal gas - Isothermal processes

 = C p /C v = (5/2R)/(3/2R)=5/3

TV  -1 = const.

Second Law of Thermodynamics: gives direction to processes No system can undergo a process where heat is absorbed and convert the heat into work with the system ending in the state where it began: No perpetuum mobile.

b/c heat cannot flow from a colder to a hotter body w/o a cost (work). iow e=100% is not possible! Reversible vs irreversible processes. Heat engines: heaters and refrigerators

Early heat engines:

4 stroke or Otto engine intake stroke compression stroke ignition power stroke exhaust stroke Bottom right T a, bottom left T b Use T*V  -1 = const. law for the two adiabatic processes For r=8,  = 1.4 e=56%

Diesel Cycle Typical r exp ~ 15, r comp ~ 5

Carnot Cycle The best-efficiency cycle 2 reversible isothermal and 2 reversible adiabatic processes.

There are many other useful state functions: the thermodynamic potentials Enthalpy H = U + PV Free energy at const P, T G = U + PV - TS Free energy at const. T F = U – TS Entropy S etc. The first law revised (for a p-V-T system):  U= TdS - pdV

Entropy: Cost of Order – macroscopic interpretation: reversible and irreversible processes Total entropy change zero: reversible Use dQ = S dT in first law!

w is no. of possible states Entropy ~ microscopic interpretation

The 3 rd Law of Thermodynamics 3 rd Law: It is impossible to reach absolute zero.

‘Fun’ mnemonic about thermodynamic laws: 1 st Law ‘You can’t win, you can only break even’ 2 nd Law ‘You can break even only at absolute zero’ 3 rd Law ‘You cannot reach absolute zero’ Moral: one can neither win nor break even The American Scientist, March 1964, page 40A The laws of thermodynamics give processes a direction