IMU CETPhysicsThermodynamics
⚛️ Physics

Thermodynamics

50 marks in IMU CET
164 questions in bank
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📖 What IMUCET Tests from Thermodynamics

Listen up, junior. As a Chief Engineer who has spent two decades managing massive marine boilers, auxiliary engines, and cargo refrigeration systems on oil tankers, I can tell you that Thermodynamics is not just a chapter in a book—it is how we keep a 100,000-ton vessel moving across the ocean. In the IMUCET exam, this topic is a goldmine for scoring quick marks if you understand the flow of energy.

Thermodynamics is simply the study of heat, work, and how they convert into one another. In the exam, students constantly trip up on two basic things: sign conventions (forgetting whether work is done BY the system or ON the system) and temperature units (forgetting to convert Celsius to Kelvin). Master these two habits, and you will sail through this section easily.

🎯 IMUCET Focus
IMUCET focuses heavily on direct, formula-based numericals. You must prioritize the First Law of Thermodynamics (dQ = dU + dW), Carnot engine efficiency, Coefficient of Performance (COP) for refrigerators, Newton's Law of Cooling, and Stefan-Boltzmann's Law of radiation. They love testing how changing one variable (like doubling absolute temperature or halving a radius) scales the overall output.
MARKS WEIGHTAGE
3-5 questions
🧠 Key Concepts
First Law of Thermodynamics
The total heat supplied to a system (dQ) equals the change in internal energy (dU) plus the work done by the system (dW). Remember: dW is positive when the system expands (does work) and negative when compressed (work is done on it).
Carnot Engine and Refrigerator
An ideal heat engine has efficiency eta = 1 - (T_cold / T_hot), while a refrigerator has COP = T_cold / (T_hot - T_cold). You must always convert temperatures to Kelvin by adding 273 to the Celsius value.
Stefan-Boltzmann Law
The total radiant energy emitted by a black body per unit area per second is directly proportional to the fourth power of its absolute temperature (E = sigma * T^4). For a sphere of radius R, the total power radiated is P = sigma * 4 * pi * R^2 * T^4.
⚡ What to Skip
If your exam is just two weeks away, you can safely skip complex thermodynamic proofs, detailed derivations of work done in polytropic processes, and deep kinetic theory of gases derivations. Stick strictly to the core formulas of Carnot cycles, First Law energy balances, and basic radiation scaling laws.
🏆 Exam Strategy
First, write down 'T in KELVIN' at the top of your rough sheet so you do not make the rookie mistake of using Celsius. Second, draw a simple block diagram for engine/refrigerator questions to visualize where heat is entering and leaving. Third, read the wording of work done carefully: if the question says 'work done ON the system is 50 J', write down dW = -50 J immediately.
🌳 Understand This Topic in Depth▼ Expand
📊 Visual Reference
Volume (V)Pressure (P)A (P1, V1, T1)B (P2, V2, T1)C (P3, V3, T2)D (P4, V4, T2)Isothermal Expansion (T1)Adiabatic ExpansionIsothermal Compression (T2)Adiabatic Compression
This Pressure-Volume (PV) diagram illustrates the four distinct stages of a Carnot Cycle, helping you visualize the work done during expansion and compression phases.
✏️ Worked Example
A reversible refrigerator extracts heat from a cold compartment at -13 degrees C and rejects it to a room at 27 degrees C. If the rate of heat extraction from the cold compartment is 650 Joules per second, what is the minimum power input required to run the refrigerator?
Speed Tip
Calculate the temperature difference first: 300 - 260 = 40. The COP is simply T_cold divided by this difference: 260 / 40 = 6.5. Divide the heat rate directly by this COP: 650 / 6.5 = 100. You can do this in your head in 15 seconds!
✅ Quick Check — Before You Practice

Answer these 3 questions to confirm you understood the key concepts above.

Q1. A thermodynamic system undergoes a cyclic process. In the forward path, it absorbs 100 J of heat and does 60 J of work. On the return path, 40 J of work is done on the system. What is the heat exchanged during the return path?
A. -80 J
B. -40 J
C. 80 J
D. 40 J
Q2. A spherical black body of radius R radiates power P at an absolute temperature T. If its radius is halved and the absolute temperature is doubled, what will be the new power radiated?
A. P
B. 2P
C. 4P
D. 8P
Q3. An ideal heat engine operates between temperatures of 227 degrees C and 127 degrees C. What is the efficiency of this engine?
A. 20 percent
B. 44 percent
C. 50 percent
D. 10 percent
🌳 Understand This Topic in Depth▼ Expand
📝 Practice Questions — Thermodynamics
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