Thermodynamics Review (DW)
Folien in diesem Satz (11)
-
- Temperature
- Heat
- Internal Energy
- Related to the average translational kinetic energy of a particle in a sample
- The energy transferred between two objects due to a temperature difference
- The total of all kinetic energy in a sample (translational, rotational, and vibrational)
-
- Raising the temperature of a substance
- Phase change for melting / freezing
- Phase change for vaporisation / condensation
- q = mc∆T = mc(Tf - Ti)
- q = mLf
- q = mLv
-

- Bildunterschrift: Heating curve for water
- Temperature rise = increase in kinetic energy
- Phase change = increase in potential energy
-
- Two substances have different temperatures; find the final temperature
- mc(Tf - Ti1) + mc(Tf - Ti2) = 0
- Solve for Tf
-
- Ice and hot aluminum brought to equilibrium
- 1) Find heat needed to get ice to 0.0 °C (Ti to 0.0°C)
- 2) Find heat needed to get Al to 0.0°C
- Check: Is 2 ans > 1 ans?
- 3) Find heat needed to melt ice
- Check: 1 ans + 3 ans
- 4) Final phase = warm water
- 5) Q1 + Q3 + Q4 + Qal = 0
- Solve for Tf
-
- Conduction
- Convection
- Radiation
- Solids
- Fluids
- Empty space & some matter
-
- Equation (conduct the cattle)
- k units
- k
- L
- q/t = (kA∆T)/L
- N/ s•°C
- Thermal conductivity constant
- width
-
Conduction Equation Comparison
- Given
- Substitute
- Plug in from given
- Divide. They both have modifications, so placement doesn't matter. (NO)
- L doubled, d tripled
- A = πd/2
- E1 = kπ(3d/2)∆T/L
- E2 = kπ(d/2)∆T/2L
- E1/E2 *If only E1 was modified, it would be on the bottom; new/old*
-
Conduction with Kinetic Energy
- Problem
- Find
- Kinetic energy = heat
- Cancel m, solve for ∆T; add to original temperature
- Ball thrown at insulator
- Final temperature
- .5mv^2 = mc∆T
- ∆T = .5mv^2/c
-
- Equation
- α
- Metal ring expands
- ∆L = α Lo∆T
- Coefficient of linear expansion
- Hole and outside grow
Informationen
- Beschreibung
- Comprehensive review from Doc's website
- Erstellt von
- carina iboaya · Jan 2016
- Aktualisiert
- 4 Mär 2016
- Aufrufe
- 11
- Bewertung