Mindmap
FINAL EXAM
Inhalt der Mindmap
FINAL EXAM
CH 14: therodynamics: energy transfer between systems of particles
- Temp: Newton's Laws of Cooling
- 1. (change in temp)/(change in time)= (-1/current temp)(current temp-surrounding temp)
- 2. current temp= surrounding temp + (inital temp- surrounding temp)e^(-time constant/current temp)
- 1. (change in temp)/(change in time)= (-1/current temp)(current temp-surrounding temp)
- temperature scales
- Fahrenheit, Kelvin, Celsius
- Conversions
- C -> K Tk=TC+273.15
- F-> C TF=(9/5)TC+32
- C -> K Tk=TC+273.15
- Conversions
- Fahrenheit, Kelvin, Celsius
- Heat: energy that flows between systems
- SI unit: calorie, c
- 1c=4.186 J
- heat flows from high temp to low temp
- SI unit: calorie, c
- Oth Law of thermodynamics
- TA=TB=TC
- heat capacity = Q/delta T= heat added/ temp change
- specific heat=c=Q/m*delta temp
- Calorimetry; used to find specific heat of system
- Conservation of energy
- Q=m*c*delta t
- no phase change
- Q=m*LF (or) LV
- phase change
- Q=m*c*delta t
- Conservation of energy
- Temp: Newton's Laws of Cooling
CH 15: Gases and Kinetic Theory
- molecular picture of a gas
- ex: balloon
- contains many identical molecules
- also applies to single atoms
- contains many identical molecules
- Avogadro's number = N_A= 6.02*10^23
- represents the number of particles in one mole
- more precisely- # of atoms in 12 g of carbon-12
- plays important part in connecting microscopic world with macroscopic world
- represents the number of particles in one mole
- atomic mass
- natural sample of an element containing 1 mole of atoms
- given in grams
- m = M / N_A
- m = moles
- M = atomic mass
- N_A = avogadro's #
- natural sample of an element containing 1 mole of atoms
- ex: balloon
- Gas Laws
- Avogadro's Law
- Volume proportional to # of molecules
- only when pressure and temp are constant
- Volume proportional to # of molecules
- Boyle's Law
- PV = constant(at constant T)
- The constant must be proportional to the # of particles to be consistent with Avogadro's Law
- PV = constant(at constant T)
- Charles' Law
- If T changes by delta T, volume changes by delta V
- Applies with constant pressure
- If T changes by delta T, volume changes by delta V
- Gay-Lussac's Law
- changes in pressure are proportional to changes in T
- only for constant volume
- changes in pressure are proportional to changes in T
- Ideal Gas Law
- PV =nRT
- R = 8.31J/mole * K = universal gas constant
- Boltzmann's constant= (R / N_A) = 1.38 * 10^-23 J /K = k_B
- PV = N(k_B)T
- N = # of gas particles
- PV =nRT
- Avogadro's Law
- Kinetic Theory
- KE = 1/2mv^2
- KE= 3/2(k_B)T
- v = sqroot((3k_b(T)) / m)
- internal energy = KE_total = N(KE_trans) = 3/2 N * k_B * T = U
- U = 3/2 n * R * T
- Specific heat of an Ideal Gas
- Delta U = Delta Q = 3/2 * N * k_B * Delta T
- delta Q / delta T = 3/2 * N_A * k_B = 3/2 R
- specific heat per mole at constant volume. denoted as C_v = 3/2R
- delta Q / delta T = 3/2 * N_A * k_B = 3/2 R
- Delta U = Delta Q = 3/2 * N * k_B * Delta T
- KE = 1/2mv^2
- molecular picture of a gas
CH 16: Thermodynamics
- First Law of Thermodynamics
- U = 3/2 * N * k_b * T
- U = 3/2 * n * R * T
- delta U = U_f - U_i = Q - W
- if Q +, then delta U +
- if Q -, then delta U -
- calculating work
- W = F * delta x
- W = P * delta V
- W = F * delta x
- Thermodynamic Processes
- Isobaric
- constant pressure
- W = P * delta V
- constant pressure
- Isothermal
- constant temperature
- W = nRT * ln(V_f / V_i)
- constant temperature
- isochoric
- constant volume
- W = P * delta V = 0
- constant volume
- Isobaric
- First Law of Thermodynamics
Informationen
- Beschreibung
- Mindmap am FINAL EXAM, erstellt von evas am 01/05/2014.
- Erstellt von
- evas
- Aufrufe
- 14
- Bewertung