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In combined gas-steam cycles, what is the energy source for the steam?

Short Answer

Expert verified
A: The energy source for the steam in combined gas-steam cycles is the waste heat generated by the gas turbine. This waste heat is captured by the Heat Recovery Steam Generator (HRSG) and used to convert water into steam, which then powers the steam turbine to generate additional electricity.

Step by step solution

01

Understand combined gas-steam cycles

Combined gas-steam cycles, also known as combined cycle power plants, are used to generate electricity more efficiently by using the waste heat produced in the gas turbine process. The gas turbine generates electricity, and the exhaust heat from the gas turbine is used to create steam, which drives a steam turbine to generate additional electricity.
02

Identify the components

In a combined gas-steam cycle, the main components are: 1. Gas turbine 2. Heat Recovery Steam Generator (HRSG) 3. Steam turbine The gas turbine uses natural gas or other fuels to generate electricity. The exhaust heat produced during this process is then directed to the HRSG, which captures the heat and converts it into steam. This steam powers the steam turbine, allowing additional electricity generation.
03

Explain the energy source for steam

In combined gas-steam cycles, the energy source for the steam is the waste heat generated by the gas turbine. The HRSG captures this waste heat and uses it to convert water into steam. The steam, at high pressure and temperature, is then directed to the steam turbine to generate additional electricity. This process significantly improves the efficiency of the power generation, as it utilizes heat that would have otherwise been wasted.

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Key Concepts

These are the key concepts you need to understand to accurately answer the question.

Electricity Generation
Electricity is the lifeblood of modern society, and its generation is a key aspect of the energy industry. Electricity can be generated through various means, including coal, nuclear, solar, wind, and hydroelectric power plants. However, a particularly efficient method of generating electricity is through combined gas-steam cycles. In these cycles, the primary mode of electricity generation is via a gas turbine that burns fuel, typically natural gas, to produce electricity. The gas turbine operates much like a jet engine but is designed to drive an electrical generator instead of propelling an aircraft.

The enhanced efficiency of combined cycles comes from their ability to capture and utilize waste heat from the gas turbine. Instead of dissipating this heat into the environment, it is transferred to a Heat Recovery Steam Generator (HRSG), which creates steam to power a secondary steam turbine. This unique approach to electricity generation allows for higher thermal efficiency, meaning more electricity can be generated from the same amount of fuel, reducing both costs and environmental impacts such as greenhouse gas emissions.
Heat Recovery Steam Generator
A Heat Recovery Steam Generator (HRSG) is an integral component of combined gas-steam cycles, designed to capture exhaust heat from the gas turbine that would otherwise be lost. This sophisticated heat exchanger is strategically placed to receive hot exhaust gases from the gas turbine. Within the HRSG, a series of tubes contain water that absorbs the heat from the exhaust, converting it into high-pressure, high-temperature steam.

The HRSG plays a pivotal role in improving overall cycle efficiency by harnessing this 'free' heat energy. However, the design and operation of an HRSG are complex, involving considerations about the temperature and pressure of steam that can be produced and the quality of heat recovery. They are engineered to optimize thermal transfer, durability, and to prevent corrosion and fouling, which can decrease efficiency and lead to increased maintenance costs. The output steam is then routed to the steam turbine to generate additional electricity, exemplifying how combined cycles make the most of the fuel’s thermal potential.
Steam Turbine Efficiency
Steam turbines are the workhorses of electricity generation in both traditional coal-fired power plants and modern combined cycle plants. The efficiency of a steam turbine is a measure of how effectively it converts thermal energy in the steam into mechanical energy and, subsequently, into electrical energy. Efficiency in the steam turbine is affected by several factors, including the design, steam pressure, steam temperature, and the materials used in the turbine’s construction.

In combined gas-steam cycles, steam turbines benefit from the high-quality steam produced by HRSGs. The higher the temperature and pressure of the steam entering the turbine, the more work it can perform, leading to better efficiency. Advanced materials capable of withstanding higher temperatures and reducing friction also contribute to these turbines' efficiency. Additionally, technologies like steam reheat and regeneration are used to extract even more work from the steam, leading to further improvements in the efficiency of these cycles. It's a balance of engineering and economics to achieve the best efficiency without compromising reliability or increasing costs unnecessarily.

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Most popular questions from this chapter

It can be shown that the thermal efficiency of a combined gas-steam power plant \(\eta_{\mathrm{cc}}\) can be expressed in terms of the thermal efficiencies of the gas- and the steamturbine cycles as $$\eta_{\mathrm{cc}}=\eta_{g}+\eta_{s}-\eta_{8} \eta_{\mathrm{s}}$$ Prove that the value of \(\eta_{\mathrm{cc}}\) is greater than either of \(\eta_{g}\) or \(\eta_{s}\) That is, the combined cycle is more efficient than either of the gas-turbine or steam-turbine cycles alone.

During a regeneration process, some steam is extracted from the turbine and is used to heat the liquid water leaving the pump. This does not seem like a smart thing to do since the extracted steam could produce some more work in the turbine. How do you justify this action?

By writing an energy balance on the heat exchanger of a binary vapor power cycle, obtain a relation for the ratio of mass flow rates of two fluids in terms of their enthalpies.

Consider a cogeneration plant for which the utilization factor is \(0.5 .\) Can the exergy destruction associated with this plant be zero? If yes, under what conditions?

Using EES (or other) software, investigate the effect of reheat pressure on the performance of an ideal Rankine cycle. The maximum and minimum pressures in the cycle are \(15 \mathrm{MPa}\) and \(10 \mathrm{kPa}\) respectively, and steam enters both stages of the turbine at \(500^{\circ} \mathrm{C}\). The reheat pressure is varied from 12.5 to 0.5 MPa. Determine the thermal efficiency of the cycle and plot it against the reheat pressure, and discuss the results.

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