Difference between revisions of "PChem312 f20 w7"

Latest revision as of 12:33, 14 October 2020

Start Chapter 3

- Natural variables of U are T and V --> U(T,V), but first... P(V,T)

- See equation 3.3 --> dP = ...

In this section you are required to take derivatives - review Math Essentials (pages 21-27).

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 (κ_T) = eq. 3.5

- Review of Table 3.1/3.22

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)

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_T*ΔT)

@@ Line 13: / Line 13: @@
 ::* How does P change with T (at constant V)? --> nR/V
 ::* Final result --> dP = ...eq. 3.6, which has defined the terms:
-::: Thermal expansion coefficient (α) = eq 3.5
-::: Isothermal compressibility (κ<sub>T</sub>) = eq. 3.5
 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
-===Wednesday, Sept 30, 2020===
+:- 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===
@@ Line 36: / Line 40: @@
 :[[File:Peltier_data.png|100px]]
-) Demo new glassblowing lathe...(optional)
+) Derivatives practice (Math Essential 3 "Problem" page 64)
+) 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-κ<sub>T</sub>*ΔT)
+::* complete HW/Excel Thermometer table with global variables