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Final Exam!
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Final Exam!
Chapter 14: Thermodynamics
- Conservation of energy
- Thermal equlibrium
- Newtons Law of cooling:∆T/∆t=-1/t(T-T_2)
- The energy that flows in a system is heat engery
- SI unit: Joule (J)
- 1 cal = 4.186 J
- 1 Calorie= 1000 cal
- 1 cal = 4.186 J
- SI unit: Joule (J)
- Thermal equlibrium
- Molecules properties : pressure, volume, and temperature
- Fahrenheit, Celsius, Kelvin
- Celsius To Kelvin: Tk = Tc + 273.15
- Celsius to Fahrenheit: = 9/5Tc + 32
- Fahrenheit, Celsius, Kelvin
- Zeroth Law of Therodynamics
- Indicates that heat must always flow from high temperature to low temperature
- If A & B and B &C are all in Thermal equilibrium so that (Ta=Tb) and (Tb=Tc) than (Ta=Tc)
- Phases of Matter : solids, liquids, gas
- Heat Capacity= Q/ΔT
- Specific Heat:c = Q/mΔT
- Assumes that system will not change phases
- Calorimetry: determine the heat energy added to each system
- Q=mcΔT
- Q is positive when energy flows into a system, Q is negative when energy flows out of a system
- Q=mcΔT
- When a phase change happens Latent Heat must be accoounted
- Latent Heat of Fusion: amount of heat that must be added to change a substance from a solid to a liquid
- To melt: Qmelt= mLfusion
- To Freeze: Qfreeze= -mLfusion
- Latent Heat of Vaporization: amount of heat that is associated with the phase change from a liquid to a gas
- To Vaporize (boil)= Qvaporization = mLvaporization
- To Condense: Qcondense = -mLvaporization
- Latent Heat of Fusion: amount of heat that must be added to change a substance from a solid to a liquid
- Conservation of energy
Chapter 15: Gases & Kinetic theroy
- Newtons Law can be applied to dilute gasses.
- Ideal Gas Law
- Dilute gas: the spacing between molecules is much larger than the size of the individual molecules
- Avogadro's Law
- constant pressure and temperature
- Volume is directly proportional to the # of molecules in the sample
- constant pressure and temperature
- Boyle's Law
- Constant Temperature
- the product of the pressure and volume is constant
- Constant Temperature
- Charles' Law
- constant pressure
- The change in temperature is proportional to the change in volume
- constant pressure
- Gay- Lussac's Law
- constant volume
- The changes in pressure are proportional to changes in temperature
- constant volume
- Avogadro's Law
- PV=nRT
- R= 8.31 J/mole K
- n= # moles in gas present
- PV=(N/Na)RT=N(R/Na)T
- Boltzmann's constant (R/Na): Kb= 1.38x 10^-23 J/K
- Specific Heat
- ΔU=ΔQ=(3/2)NkbΔT
- Heat capacity for 1 mole
- Cv= ΔQ/ΔT=NaKb=(3/2)R
- Dilute gas: the spacing between molecules is much larger than the size of the individual molecules
- Impulse Theorem
- ΔP= FΔT
- P=(Nmv^2)/ 3V
- PV=N(mv^2/3)
- ΔP= FΔT
- KE= (3/2)KbT
- v=(3kbT/m)^-1/2
- Mechanical energy= KE
- KEtotal= N(KEtrans)=(3/2)NkbT
- internal energy =U
- U = (3/2)nRt
- internal energy =U
- KEtotal= N(KEtrans)=(3/2)NkbT
- Ideal Gas Law
- Molecular velocities, temperature and pressure
- M= atomic mass
- Avogardro's number: Na= 6.02 x 10^23 (the number of particles in a mole)
- m (mass of an atom)=M/Na
- Newtons Law can be applied to dilute gasses.
Chapter 16: Thermodynamics
- 1st Law
- U= (3/2)Nkb or U=(3/2)nRT
- The internal energy of an ideal gas depends only on the temperature and number of particles
- ΔU=Uf-Ui=Q-w
- -Q indicates heat flows out of a system
- Positive Q indicates heat flows into a system
- Thermal Resrvoir
- Reservoir is much larger than the system to which it is connected
- Work done by gas on a piston
- W=FΔx
- W=PAΔx=PΔ
- The force and pressure is constant
- W=PAΔx=PΔ
- W=FΔx
- Type of processes
- Isobaric
- Constant pressure
- W=PΔV=P(Vf-Vi)
- Compressing= -w
- Expanding= w
- Constant pressure
- Isothermal
- W=nRTln(Vf/Vi)
- -W =Pressure increases the Volume decreses
- W= Pressure decreases the Volume increases
- Isobaric
- 1st Law
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