The combined cycle power plant is a combination of a fuel-fired turbine with a Heat Recovery Steam Generator (HRSG) and a steam powered turbine. Therefore, this type of plant generates electricity from both gas and steam turbines. The gas turbine drives an electrical generator as the exhaust gas energy from the gas turbine is employed to produce steam in a heat recovery steam generator (HRSG), which then generates electricity from a steam turbine.
A combined cycle power plant is very large, typically rated in the hundreds of mega-watts. It employs more than one thermodynamic cycle. Heat engines are only able to use a portion of the energy their fuel generates (usually less than 50%). The remaining heat, which is produced from combustion, is generally wasted. Combining two or more “cycles” such as the Brayton cycle and Rankine cycle results in improved overall efficiency.
In a combined cycle power plant, or combined cycle gas turbine plant, a gas turbine generator generates electricity and the waste heat is used to make steam to generate additional electricity via a steam turbine; this last step enhances the efficiency of electricity generation. Most new gas power plants in North America and Europe are of this type. In a thermal power plant, high-temperature heat input to the power plant, usually from burning of fuel, is converted to electricity as one of the outputs and low-temperature heat as another output.
As a rule, in order to achieve high efficiency, the temperature difference between the input and output heat levels should be as high as possible. This is achieved by combining the Rankine (steam) and Brayton (gas) thermodynamic cycles.
Combined cycle plants are usually powered by natural gas, although fuel oil, synthesis gas or other fuels can be used. The supplementary fuel may be natural gas, fuel oil, or coal. Next generation nuclear power plants are also on the drawing board which will take advantage of the higher temperature range made available by the Brayton top cycle, as well as the increase in thermal efficiency offered by a Rankine bottoming cycle.