Energy exchanged between the gas and the environment
W
Work done on/by the gas
∆U
Internal energy of the gas (sum of kinetic and potential energies of particles)
Quasi-static process
Occurs slowly enough that a uniform pressure and temperature exists throughout the whole system at all times
Isobaric process
Pressure remains constant
Isochoric/Isovolumetric process
Volume remains constant
Isothermal process
Temperature remains constant
Adiabatic process
No heat is exchanged between the gas and the environment
2nd Law of Thermodynamics
Defines how spontaneous processes occur
Most processes are irreversible - they only happen in one direction
1st definition of 2nd Law of Thermodynamics
Heat transfer occurs spontaneously from hotter objects to colder objects (never from cold to hot)
Heat engine
Uses heat to perform work and has 3 essential features: 1) Heat QH is supplied from hot object at TH, 2) Part of input heat is used to do work W, 3) Remaining heat QC is expelled to cold object at TC
2nd definition of 2nd Law of Thermodynamics
It's impossible for any system to completely convert heat into work during a cyclic process
Thermal efficiency of a heat engine
e = W/QH = 1 - QC/QH
Reversible process
The gas can be returned to its initial state (no spontaneous heat transfers)
Carnot engine
Idealized, maximum-efficiency cyclical engine for reversible processes
Carnot efficiency
eC = 1 - TC/TH
3rd definition of 2nd Law of Thermodynamics
A Carnot engine will always have a greater efficiency than any other heat engine operating between the same temperatures, and any reversible Carnot engine will always yield the same maximum efficiency for the given operating temperatures
Entropy
A measure of the disorder of a system
Entropy change for a reversible process
∆S = Q/T
4th definition of 2nd Law of Thermodynamics
Any reversible process cannot change the entropy of the universe; any irreversible process causes the entropy of the universe to increase (∆S ≥ 0)
Specific Heat
Quantify the amount of heat required to change the temperature of an object
Calorimetry
Learn how insulating materials are used to exchange heat between multiple objects
Latent Heat
Quantify the amount of heat required to change the phase of an object
Thermal Processes
Learn how heat is exchanged between objects through convection, conduction, and radiation
Heat (Q)
The spontaneous transfer of energy between a system and its environment due to a temperature difference
Example of heat transfer
An ice cube in a cup of warm water – the ice cube is the system, while the cup and warm water is the environment
Units of heat
Joules or calories (1 cal = 4.186 J)
A Calorie describes the energy content in foods, and is related to the calorie: 1 Cal = 1000 cal = 1 kcal
Specific Heat (c)
The energy Q transferred to a mass m will change its temperature by ΔT
c ≡ Q/mΔT or Q = mcΔT
If ΔT > 0 (the substance gets warmer): Q > 0 → energy flows into the system
If ΔT < 0 (the substance gets colder): Q < 0 → energy flows out of the system
Calorimeter
An insulated container that prohibits heat transfer to the outside environment
Used to measure the specific heat capacities of unknown substances
Calorimetry
The qualitative measure of heat exchange
By conservation of energy: Σ Qgained = Σ Qlost or Σ Q = 0
Phases Changes of Matter
Melt: solid → liquid
Freeze: liquid → solid
Evaporation: liquid → gas
Condensation: gas → liquid or gas → solid
Sublimation: solid → gas
During a phase change, the temperature of the object will not change (as long as it's in thermal equilibrium). Only the internal energy will change.
Latent Heat (L)
The energy Q required to change the phase of a material of mass m