| Assignment #14 | Sections 19-1 & 19-2 | Due: Tue. Feb. 12 |
| Assignment #15 | Sections 19-1 & 19-2 | Due: Wed. Feb. 13 |
| Assignment #16 | Sections 19-3 & 19-5 | Due: Fri. Feb. 15 |
| Assignment #17 | Sections 19-5 & 19-6 | Due: Mon. Feb. 19 |
| Assignment #18 | Section 19-9 | Due: Wed. Feb. 20 |
|
|
||
|
|
||
START for EXAM #3 CHAPTER 19
| Assignment #14 | Sections 19-1 & 19-2 | Due: Tue. Feb. 12 |
(A) A 1.78 kilograms {23.0 grams} of water at 56.0 oC {4.60 oC}.
(B) A 150 kilograms {370 grams} of copper at -22.0 oC.
(C) A 13.5 kg {120 grams} of copper and 2.60 kg {89.0 grams} of water in thermal contact with each other, both initially at 14.6 oC {0.00 oC}.
(D) What fraction of the 215 kJ {834 cal} of energy added goes into the water {copper} in the last question (C) ?
BONUS:
(E) A 760 g {6.70 g} block of ice at -5.00 oC.
| {ANS:} #14 | (A) 40.9oC |
(B) 2.39oC |
(C) 8.33oC |
(D) 11.1% |
(E) 42.0oC |
15-1. A 500 Watt {750 W} electrical heater is placed in an insulated container into which 350 g {14.0 g} of ice at -13.0 oC and turn on. If no heat is exchanged with the environment,
Assignment #15
Sections 19-1 & 19-2
Due: Wed. Feb. 13
(A) how long will it take to just melt the ice so that there is only water at 0 oC in the container ?
(B) how long will it take to evaporate the water starting from 0 oC ? }
15-2. An insulated container contain 3.90 kg {1.25 kg} of water at 20.0 oC. What is the final temperature if the following is added to the container ?
(A) 1.25 kg of water at 97.0 oC {80.0 oC}.
(B) 482 grams {780 g} of Aluminum at 112 oC.
BONUS:
(C) 28.0 grams of steam at 100 oC {210 g of ice at 0 oC}.
| {ANS:} #15 |
15-1. (A) 6.78 s (B) 50.0 s |
15-2. |
16. A cylinder fitted with a frictionless piston has an initial volume of 2.20 liters {3.30 l}. The cylinder's chamber contains an ideal gas ( cp = 20.8 J/mole/ 0C) under a pressure of 3.22x10 5 Pa at 28.0 oC initially. The Gas is allowed to expand to a final volume of 7.90 liters. Sketch the P-versus-V diagram for each of the following processes and determine (a) work done by the gas, (b) the final temperature, and (c) the final pressure of the gas if :
Assignment #16
Sections 19-3 & 19-5
Due: Fri. Feb. 15
(A) the gas expands against a constant pressure of 3.22x10 5 Pa.
(B) the gas expands slowly so that its temperature remains constant during the expansion.
(C) the gas expands in such a way that P = a(V - V b) during the process, where a = 1.80x10 8 N/m5 and Vb = .411 liters {1.51 l}
| {ANS:} #16 | (A) 1.48 kJ, 721 K, 322 kPa |
(B) 928 J, 301 K, 135 kPa |
(C) 3.39 kJ, 2580 K, 1.15 MPa |
| Assignment #17 | Sections 19-5 & 19-6 | Due: Mon. Feb. 19 |
(A) the piston is clamped down so that the volume of the gas remains constant while the heat is added. Determine the work done by the gas, the change in internal energy, the final temperature and pressure.
(B) the piston is allowed to expand against a constant pressure of 322 kPa while the heat is added. Determine the work done by the gas, the change in internal energy, the final temperature and volume.
(C) the gas expands in such a way that P = aV 2 during the process and the final pressure is 801.7 kPa {537.8 kPa}. Determine the constant a, the final volume, the work done by the gas, and the change in internal energy.
BONUS:
(D) the gas in cylinder is allowed to expand in such way that its temperature constant while the heat is added. Determine the work done by the gas, the change in internal energy, the final volume and pressure.
| {ANS:} #17 | (A) W = 0, DU = 2.26 kJ, Tf = 727 K, Pf = 777 kPa |
| (B) W = 903 J, DU = 1.36 kJ, Tf = 557 K, Vf = 6.01 l | |
| (C) a = 2.96x10 10 N/m 8, Vf = 4.26 l, W = 410 J, DU = 1.85 kJ | |
| (D) W = 2.26 kJ, DU = 0, Vf = 27.7 l, Pf = 38.4 kPa |
| Assignment #18 | Section 19-9 | Due: Wed. Feb. 20 |
(A) Sketch the process on a P-versus-V diagram and determine the pressure, volume, and temperature at points A, B, and C.
(B) Calculate the external work done by the heat engine, and the work done in compressing the gas back to its starting state after it has accomplished external work.
(C) Calculate the heat lost by the air during the constant pressure compression, and the heat added during the constant volume heating portion of the cycle.
(D) Calculate the change in internal energy of the air during each portion of the cycle, and the net change in internal energy during each complete cycle.
(E) Show that the net work done on and by the air is equal to the net heat gained by the air during a each complete cycle.
| {ANS:} #18 | (A) PA = 1.24 MPa, T A = 795 K, V A = 240 cc , PB = 201 kPa , T B = 473 K, V B = 878 cc , PC = 201 kPa , T C = 129 K, V C = 240 cc |
| (B) Wout = 300 J, Win = -128 J | |
| (C) Qout = -448 J, Qin = 620 J | |
| (D) DUAB = -300 J, DUBC = -320 J, DUCA = +620 J, DUnet = 0.00 J | |
| (E) Wnet = 172 J, Qnet = 172 J |
First Law of Thermodynamics
Heat Capacities (Molar & Specific)
Latent Heat of Fusion & Vaporization
Ideal Gas Law
Thermal Processes & Cyclic Processes
Work & Internal Energy