Difference between revisions of "PChem312 f20 w7"
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Start Chapter 3 | Start Chapter 3 | ||
| − | ====Sec 3.1=== | + | ====Sec 3.1==== |
:- Natural variables of U are T and V --> U(T,V), but first... P(V,T) | :- Natural variables of U are T and V --> U(T,V), but first... P(V,T) | ||
| Line 13: | Line 13: | ||
::* How does P change with T (at constant V)? --> nR/V | ::* How does P change with T (at constant V)? --> nR/V | ||
::* Final result --> dP = ...eq. 3.6, which has defined the terms: | ::* Final result --> dP = ...eq. 3.6, which has defined the terms: | ||
| − | |||
| − | |||
In this section you are required to take derivatives - review Math Essentials (pages 21-27). | In this section you are required to take derivatives - review Math Essentials (pages 21-27). | ||
| + | ===Wednesday, Sept 30, 2020=== | ||
| + | cont. Sec 3.1... | ||
:- note "inverse rule" --> eq. 3.1 | :- note "inverse rule" --> eq. 3.1 | ||
:- note "cyclic rule" --> eq. 3.2 | :- note "cyclic rule" --> eq. 3.2 | ||
| − | == | + | :- Definitions: |
| + | :: *Thermal expansion coefficient (α) = eq 3.5 | ||
| + | :: *Isothermal compressibility (κ<sub>T</sub>) = eq. 3.5 | ||
| + | |||
| + | :- Review of Table 3.1/3.22 | ||
===Thursday, Oct 1, 2020=== | ===Thursday, Oct 1, 2020=== | ||
| Line 36: | Line 40: | ||
:[[File:Peltier_data.png|100px]] | :[[File:Peltier_data.png|100px]] | ||
| − | 4) Demo new glassblowing lathe...(optional) | + | 4) Derivatives practice (Math Essential 3 "Problem" page 64) |
| + | |||
| + | 5) Demo new glassblowing lathe...(optional) | ||
===Friday, Oct 2, 2020=== | ===Friday, Oct 2, 2020=== | ||
| + | cont Sec 3.1... | ||
| + | |||
| + | :- Derive useful form of V(T2) = V(T1)*(1+α*ΔT) | ||
| + | :- Derive useful form of V(P2) = V(P1)*(1-κ<sub>T</sub>*ΔT) | ||
| + | ::* complete HW/Excel Thermometer table with global variables | ||
Latest revision as of 12:33, 14 October 2020
Monday, Sept 28, 2020
Start Chapter 3
Sec 3.1
- - Natural variables of U are T and V --> U(T,V), but first... P(V,T)
- - See equation 3.3 --> dP = ...
- How does P change with V (at constant T)? --> -nRT/V2
- How does P change with T (at constant V)? --> nR/V
- Final result --> dP = ...eq. 3.6, which has defined the terms:
In this section you are required to take derivatives - review Math Essentials (pages 21-27).
Wednesday, Sept 30, 2020
cont. Sec 3.1...
- - note "inverse rule" --> eq. 3.1
- - note "cyclic rule" --> eq. 3.2
- - Definitions:
- *Thermal expansion coefficient (α) = eq 3.5
- *Isothermal compressibility (κT) = eq. 3.5
- - Review of Table 3.1/3.22
Thursday, Oct 1, 2020
0) Class correction/Thermal Expansion-Compressibility Tables
1) Fire Syringe Demonstration (forgot to do earlier)
3) Peltier Experiment
4) Derivatives practice (Math Essential 3 "Problem" page 64)
5) Demo new glassblowing lathe...(optional)
Friday, Oct 2, 2020
cont Sec 3.1...
- - Derive useful form of V(T2) = V(T1)*(1+α*ΔT)
- - Derive useful form of V(P2) = V(P1)*(1-κT*ΔT)
- complete HW/Excel Thermometer table with global variables