Heat engines and the second law of thermodynamic A heat engine: is any device that changes thermal energy into mechanical energy, such as steam engines.

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Presentation transcript:

Heat engines and the second law of thermodynamic A heat engine: is any device that changes thermal energy into mechanical energy, such as steam engines and automobile engines. A heat engine carries some working substance through a cyclic process. In this process: 1- The working substance absorbs energy by heat from a high- temperature energy reservoir. 2- Work is done by the engine. 3- The energy is expelled by heat to a lower-temperature reservoir.

The thermal efficiency (e) of the heat engine:

Kelvin- Planck from the second law of thermodynamics:

Heat pumps and refrigerators:

Clausius statement for the second law of thermodynamics. It's impossible to construct a cyclical machine whose sole effect is to transfer energy continuously by heat from one object to another object at a higher temperature without the input of energy by the work. صيغة كلوزيوس يستحيل انشاء مضخة حرارية تنقل حرارة من مصدر بارد إلى مصدر حار باستمرار دون أن تحتاج إلى شغل خارجي. صيغة أخرى بسيطة : Energy does not transfer spontaneously by heat from a cold object to a hot object.

Refrigerator as a heat pump

A perfect refrigerator – one in which no work is required to take heat from low-temperature region to the high- temperature region.

-In 1824 a French engineer named Sadi Carnot described a theoretical engine, now called a Carnot engine, which is of great important from both practical and theoretical viewpoints. -He showed that a heat engine operating in an ideal, reversible cycle-called a Carnot cycle. - Carnot's theorem: No real heat engine operating between two energy reservoirs can be more efficient than a Carnot engine operating between the same two reservoirs. Carnot engine:

-To describe the Carnot cycle taking place between temperatures T c and T h, we assume that the working substance is an ideal gas contained in a cylinder fitted with a movable piston at one end. -The cylinder's walls and the piston are thermally nonconducting. -Four stages of the carnot cycle are shown in the figure and the PV diagram for the cycle in figure - The Carnot cycle consists of two adiabatic processes and two isothermal processes, all reversible:

1-Process from A to B is an isothermal expansion at temperature T h, the gas is placed in thermal contact with an energy reservoir at temperature T h. During the expansion the gas absorb energy Q h from the reservoir through the base of the cylinder and does work W AB in raising the piston. 2-In process B to C, the base of the cylinder is replaced by a thermally nonconducting wall, and the gas expands adiabatically- that is, no energy enters or leaves the system by heat. The temperature of the gas decreases from T h to T C and the gas does work W BC in raising the piston. 3-In process C to D the gas is placed in thermal contact with an energy reservoir at temperature T C, and is compressed isothermally at temperature Tc.

4- In the final process D to A the base of the cylinder is replaced by a nonconducting wall, and the gas is compresses adiabatically. The temperature of the gas increases to T h and the work done by the piston on the gas is W DA. -The net work done in this reversible, cyclic process is equal to the area enclosed by the path ABCDA in figure.

The efficiency of the Carnot Engine

Gasoline and Diesel Engines -In a gasoline engine, six processes occur in each cycle. -In this discussion, we consider the interior of the cylinder above the piston to be the system that is taken through repeated cycles in the operation of the engine. -For a given cycle, the piston moves up and down twice. -These processes in the cycle can be approximated by the Otto cycle

The volume, however, remains approximately constant because of the short time interval.

This expansion causes the temperature to drop from T C to T D.

6. In the final process A O, the piston moves upward while the exhaust valve remains open. Residual gases are exhausted at atmospheric pressure, and the volume decreases from V 1 to V 2. The cycle then repeats. If the air–fuel mixture is assumed to be an ideal gas, then the efficiency of the Otto cycle is

Diesel engines operate on a cycle similar to the Otto cycle but do not employ a spark plug. The compression ratio for a diesel engine is much greater than that for a gasoline engine. Air in the cylinder is compressed to a very small volume, then the cylinder temperature at the end of the compression stroke is very high. At this point, fuel is injected into the cylinder. The temperature is high enough for the fuel–air mixture to ignite without the assistance of a spark plug.

Diesel engines are more efficient than gasoline engines because of their greater compression ratios and resulting higher combustion temperatures.

Efficiency of the Otto Cycle Show that the thermal efficiency of an engine operating in an idealized Otto cycle is given by

from the first law that the net work done during one cycle equals the net energy transfer to the system. Because processes B C and D A take place at constant volume, and because the gas is ideal, we find from the definition of molar specific heat

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