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Brayton Cycle

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Thermodynamic cycles
Atkinson cycle
Brayton/Joule cycle
Carnot cycle
Combined cycle
Diesel cycle
Ericsson cycle
Hirn cycle
Kalina cycle
Lenoir Cycle
Linde-Hampson cycle
Miller cycle
Mixed/Dual Cycle
Otto cycle
Rankine cycle
Scuderi cycle
Stirling cycle
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The "Brayton cycle" is a constant pressure cycle named after George Brayton (1830-1892), the American engineer who developed it. In 1872 Brayton filed a patent for his "Ready Motor"; unlike the Otto or Diesel cycles Brayton's engine used a separate compressor and expansion cylinder. Today the Brayton cycle is a cyclic process generally associated with the gas turbine. Like other internal combustion power cycles it is an open system, though for thermodynamic analysis it is a convenient fiction to assume that the exhaust gases are reused in the intake, enabling analysis as a closed system. It is also sometimes known as the Joule cycle.

Model

A Brayton-type engine consists of three components:

In the original 19th-century Brayton engine, ambient air is drawn into a piston compressor, where it is compressed; ideally an isentropic process. The compressed air then runs through a mixing chamber where fuel is added, a constant-pressure (isobaric) process. The heated, pressurized air and fuel mixture is then ignited in an expansion cylinder and energy is released, causing the heated air and combustion products to expand through a piston/cylinder; another theoretically isentropic process. Some of the work extracted by the piston/cylinder is used to drive the compressor through a crankshaft arrangement. http://www.todayinsci.com/B/Brayton_George/BraytonGeorgeEngine2.htm

The term Brayton cycle has more recently been given to the gas turbine engine. This also has three components:

Ambient air is drawn into the compressor, where it is pressurized—a theoretically isentropic process. The compressed air then runs through a combustion chamber, where fuel is burned, heating that air—a constant-pressure process, since the chamber is open to flow in and out. The heated, pressurized air then gives up its energy, expanding through a turbine (or series of turbines)—another theoretically isentropic process. Some of the work extracted by the turbine is used to drive the compressor.


Since neither the compression nor the expansion can be truly isentropic, losses through the compressor and the expander represent sources of inescapable working inefficiencies.

In general, increasing the compression ratio is the most direct way to increase the overall power output of a Brayton system.

Reference: Lester C. Lichty, Combustion Engine Processes, 1967, McGraw-Hill, Inc., Lib.of Congress 67-10876

Applications

The efficiency of a Brayton engine can be improved in the following manners:

See also

 


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