only give solution for the question ( b )ER
) Tr — 3
KQ of steam at 5 bar, entropy 5.5 ky/(kg K), is heated revers, bly at constant pr
ntl the tem nperature is 300°C. Calculate the heat supplied and show on a T-S diagra i
rea whic! represents the heat flow. (15 marks) E —
b) Explain the application of the first and second laws of thermodynamics in a Rankine
~ cycle-based thermal power plant. (5 marks) Pr.
Question:
only give solution for the question ( b )ER
) Tr — 3
KQ of steam at 5 bar, entropy 5.5 ky/(kg K), is heated revers, bly at constant pr
ntl the tem nperature is 300°C. Calculate the heat supplied and show on a T-S diagra i
rea whic! represents the heat flow. (15 marks) E —
b) Explain the application of the first and second laws of thermodynamics in a Rankine
~ cycle-based thermal power plant. (5 marks) Pr.
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Asked by: manish kumar
Created at: 2025-12-03 09:25:49
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## Solution for (b)
### Application of the First and Second Laws of Thermodynamics in a Rankine Cycle-Based Thermal Power Plant
#### **First Law of Thermodynamics (Energy Conservation)**
- **Application:**
The first law states that energy cannot be created or destroyed, only transformed. In a Rankine cycle, this law governs the energy balance through each component:
- **Boiler:** Converts heat energy from fuel into steam (thermal energy to internal energy of steam).
- **Turbine:** Expands steam to produce work (internal energy to mechanical work).
- **Condenser:** Rejects waste heat to the environment (internal energy to heat loss).
- **Pump:** Uses mechanical work to increase the pressure of water (work input).
- **Cycle Analysis:**
The net work output of the cycle equals the heat added in the boiler minus the heat rejected in the condenser.
#### **Second Law of Thermodynamics (Entropy and Irreversibility)**
- **Application:**
The second law states that not all heat can be converted into work, and it introduces the concept of entropy:
- **Efficiency Limit:** It sets the theoretical maximum efficiency for the Rankine cycle (Carnot efficiency).
- **Irreversibilities:** Real processes involve losses due to friction, heat transfer, and other irreversibilities, increasing entropy.
- **Direction of Heat Flow:** Heat naturally flows from high to low temperature, so the condenser must operate at a lower temperature than the boiler.
- **Cycle Improvement:**
The second law guides improvements (like reheating and regeneration) to reduce entropy generation and increase efficiency.
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**In summary:**
- The **first law** ensures energy accounting through the Rankine cycle.
- The **second law** limits the cycle's efficiency and dictates the direction of heat flow and effects of irreversibilities.
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