Engines—examples and efficiency

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Presentation transcript:

Engines—examples and efficiency Internal combustion Carnot Cycle Efficiency of Heat Engines

4-stroke Internal Combustion Engine Potentially informative link: http://www.siu.edu/~autoclub/frange.html This is the type of engine found in most cars Pistons that do the mechanical work are driven by “explosions” within a cylinder…

Steps in the Internal Combustion Engine Cycle: Intake Stroke: a mix of air and gasoline vapor is pulled into the combustion chamber through the intake valve Piston is moving down during this stroke Exhaust Valve Intake Valve

Steps in the Internal Combustion Engine Cycle: Next, in the compression stroke, both valves are closed Piston moves upward and compresses the gasoline and air mixture into a volume ~ 1/8 its original volume Exhaust Valve Intake Valve

Steps in the Internal Combustion Engine Cycle: In the Ignition stroke, both valves remain closed Volume remains at the compressed volume Spark Plugs generate a spark within the chamber, causing the gas/air mixture to ignite within the cylinder Rapid burning occurs; hot gases in the cylinder expand, pushing against the piston = Power Stroke

Steps in the Internal Combustion Engine Cycle: Exhaust Stroke: the exhaust valve is now opened as the piston moves upward once more The intake valve is closed during this step The hot, spent fuel vapors are exhausted from the cylinder As the piston moves back down, the cycle begins again with the intake stroke…

Other notes about the I.C.E. The pistons in the cylinders are typically attached to flywheels that keep the engine going throughout all the strokes (especially the power stroke) Most automobile engines are only 25% efficient

Diesel Engines Diesel engines use a different fuel, which is introduced to the cylinder and mixed with the air in a slightly different way than cars’ gas/air mixtures. No spark plug is used in the process…the air is simply compressed about twice as much as a gasoline engine, which increases the temperature so much that there is no need for a spark to ignite the mixture! Diesel engines are approximately 40% efficient, which makes them among the most efficient engines available!

Otto Cycle The common name for the thermodynamic cycle that an internal combustion engine goes through. The following 6 slides are showing the cycle process and the associated p-V diagram. All images were taken from: http://hyperphysics.phy-astr.gsu.edu/Hbase/thermo/otto.html#c6

Stroke 1-2: Intake Isobaric process

Step 2-3: Compression stroke Adiabatic compression process

Step 3-4: Ignition Isochoric process

Step 4-5: Power Stroke Adiabatic expansion process

Step 5-6: Exhaust Isochoric process

Step 6-1: Exhaust This step returns the cylinder to its initial conditions, and the cycle is ready to begin again

Efficiency of Thermodynamic Engines Symbol for Thermal Efficiency: h Definition: The ratio of the work the engine does to the heat energy that has been added (the heat input). Thermal efficiency will always be < 1, and should be reported as a percentage (by multiplying your calculated efficiency by 100) We can use this definition to derive a more usable expression… (see next slide )

Efficiency—mathematical relationship Since work that the engine does is related to the difference in heat energy in vs. heat energy out of the engine, we can state efficiency as follows: Therefore, The efficiency increases as the heat output gets smaller. Perfect efficiency implies that QL= 0.

Efficiency example: An engine absorbs 230 J of thermal energy from a high temperature reservoir. It then does mechanical work and exhausts 140 J of thermal energy to a cold reservoir. What is this engine’s efficiency?

Efficiency example answer:

Coefficient of performance (K) Used to define the efficiency of heat pumps (and refrigerators) rather than heat engines Slightly different expressions depending on if the heat pump is being used to heat a space or cool a space… CAN have a value greater than 1 Larger the K value, the greater the devices’ economy

Space cooling--refrigerator Ratio of heat absorbed from inside of the refrigerator to the work supplied to the refrigerator during one complete cycle.

Space Heater—Heat Pump The ratio of the total positive heat exhausted to the inside of the space, to the work supplied to the heat pump in one complete thermodynamic cycle.

The Carnot Engine Named for the engineer (early 1800’s) who first determined the theoretical maximum efficiency possible for an engine working between two heat reservoirs His findings: “No engine working between two heat reservoirs can be more efficient than a reversible engine between those reservoirs.”

Carnot’s Explanation/Arguments: If thermal energy DOES flow from the colder reservoir to the warmer reservoir, then work MUST be done Therefore: “no engine can be more efficient than ideal reversible one” And: “all such engines have the same efficiency”

So what IS a Carnot engine? This is a Theoretical Engine! It is an engine that is reversible (meaning that it will do work when energy flows from hot to cold and from cold to hot) The efficiency of a Carnot engine is dependent on the absolute temperature of each of the reservoirs, not the amount of thermal energy:

Carnot Cycle:

Efficiency: Carnot vs. “normal” No engine can have an efficiency greater than Carnot efficiency (if it did, it is breaking the 2nd law of thermodynamics) Carnot = ideal efficiency Comparing the ideal efficiency to an actual efficiency, we get the following:

Efficiency: Carnot vs. “normal” Factors that reduce efficiency: Friction, other mechanical losses i.e. ~2/3 of heat generated by power stations is exhausted into the environment Because of the efficiency relationship set up by Carnot, scientists have stated an unofficial “3rd law” of thermodynamics: It is impossible to reach the absolute zero of temperature, 0 K

Good links regarding Thermodynamics: Types of Processes Second Law Qualitative Statements Internal Combustion Engine Internal Combustion Engine (#2)—includes animations Otto Cycle Otto Cycle #2 Carnot Cycle—animation Carnot Cycle #2 Engine Efficiency