The answer is (C) - does not change
The hot and cold reservoir temperature are maintained the same at 500 K and 275 K, even after temperature increase to 285 K, of the low temperature cycle.
Reason:
Entropy is a state function and is a property of the system. The change in property of the system is a state function and depends only on the initial and final state and is independent of the path followed.
That is irrespective of whether a system follows a reversible or irreversible path, the change in entropy of the system is the same for fixed initial and final state.
In our case, the hot and cold reservoir temperature are maintained the same at 500 K and 275 K and hence the entropy change is the same before and after cycle temperature increase for the reasons stated above.
2. For a heat engine shown below, the low temperature in the cycle increases from 275...
The input heat of a Carnot engine is 3,000 J. The temperature of a hot reservoir is 600 K and that of a cold reservoir is 300 K. What is the work done? Hint: The efficiency e of a Carnot engine is defined as the ratio of the work done, W, by the engine to the input heat QH : e=W/QH. W=QH – QC, where Qc is the output heat. That is, e=1-Qc/QH =1-Tc/TH, where Tc for a temperature of...
Dr. Terror uses a heat engine like the one shown at the right. It has the following operational parameters: High-temperature thermal reservoir W Low-temperature thermal reservoir TH QH TL 1. TH = 1330.0 K 2. TL = 336 K 3. QH = 3820.0 J 4. € = 12.9 % (the efficiency of the engine) QL Heat engine Part A: What is the work output (W) of the engine? W = J Part B: How much heat is exhausted (Qc) to...
High-temperature thermal reservoir Low-temperature thermal reservoir Dr. Terror uses a heat engine like the one shown at the right. It has the following operational parameters: 1. Tu = 1430.0 K 2. TL = 306 K 3. OH = 3620.0J 4. E = 12.9% (the efficiency of the engine) TH QH T Q Heat engine Part A: What is the work output (W) of the engine? W = J Part B: How much heat is exhausted (Q.) to the low-temperature reservoir?...
High-temperature thermal reservoir Low-temperature thermal reservoir Dr. Terror uses a heat engine like the one shown at the right. It has the following operational parameters: 1. Ty = 1430.0K 2. Ti = 336 K 3. QH = 3620.01 4. e = 10.9% (the efficiency of the engine) TA Heat engine Part A: What is the work output (W) of the engine? W J Part B: How much heat is exhausted (L) to the low-temperature reservoir? OL. Part C: What is...
(a) During each cycle, a Carnot engine absorbs 772 J as heat from a high-temperature reservoir at 388 K, with the low-temperature reservoir at 287 K. How much work is done per cycle? (b) The engine is then made to work in reverse to function as a Carnot refrigerator between those same two reservoirs. During each cycle, how much work is required to remove 1206 J as heat from the low-temperature reservoir? () Numbel 200.9590 UnitsT j UnitsT j (b)...
8. A reversible engine, operating in a cycle, withdraws heat from a high temperature (T2=500 K) and heat capacity (C2=20 + 0.001ⓇT [J/mole.k]) reservoir, performs work w, and rejects heat into a low-temperature (T1=300 K) and heat capacity (C=10+ 0.001XT [J/mole.k]) reservoir. Calculate the final temperature of the system and the maximum amount of work.