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Modern Engineering Thermodynamics

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4 CHAPTER 1: The Beginning<br />

HOW IS THERMODYNAMICS USED IN ENGINEERING?<br />

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Mechanical engineers study the flow of energy in systems such as automotive engines (Figure 1.2), turbines, heat<br />

exchangers, bearings, gearboxes, air conditioners, refrigerators, nozzles, and diffusers.<br />

Electrical engineers deal with electronic cooling problems, increasing the energy efficiency of large-scale electrical power<br />

generation, and the development of new electrical energy conversion technologies such as fuel cells.<br />

Civil engineers deal with energy utilization in construction methods, solid waste disposal, geothermal power generation,<br />

transportation systems, and environmental impact analysis.<br />

Materials engineers develop new energy-efficient metallurgical compounds, create high-temperature materials for engines,<br />

and utilize the unique properties of nanotechnology.<br />

Industrial engineers minimize energy consumption and waste in manufacturing processes, develop new energy<br />

management methods, and improve safety conditions in the workplace.<br />

Aerospace engineers develop energy management systems for air and space vehicles, space stations, and planetary<br />

habitation (Figure 1.4).<br />

Biomedical engineers develop better energy conversion systems for the health care industry, design new diagnostic and<br />

treatment tools, and study the energy flows in living systems.<br />

All engineering fields utilize the conversion and use of energy to improve the human condition.<br />

1.3 GETTING ANSWERS: A BASIC PROBLEM SOLVING<br />

TECHNIQUE<br />

Unlike mechanics, which deals with a relatively small range of applications, thermodynamics is truly global and<br />

can be applied to virtually any subject, technology, or object conceivable. You no longer can thumb through a<br />

book looking for the right equation to apply to your problem. You need a method or technique that guides you<br />

through the process of solving a problem in a prescribed way.<br />

In Chapter 4, we provide a more detailed technique for thermodynamics problem solving, but for the present,<br />

here are seven basic problem solving steps you should know and understand.<br />

1. Read. Always begin by carefully reading the problem statement and try to visualize the “thing” about which<br />

the problem is written (a car, engine, rocket, etc.). The “thing” about which the problem is written is called<br />

the system in thermodynamics. This may seem simple, but it is key to understanding exactly what you are<br />

analyzing.<br />

2. Sketch. Now draw a simple sketch of the system you visualized and add as much of the numerical<br />

information given in the problem statement as possible to the sketch. If you do not know what the “thing” in<br />

the problem statement looks like, just draw a blob and call it the system. You will not be able to remember all the<br />

numbers given in the problem statement, so write them in an appropriate spot on your sketch, so that they<br />

are easy to find when you need them.<br />

3. Need. Write down exactly what you need to determine—what does the problem ask you to find?<br />

4. Know. Make a list of the names, numerical values, and units of everything else given in the problem<br />

statement. For example, Initial velocity = 35 meters per second, mass = 5.5 kilograms.<br />

5. How. Because of the nature of thermodynamics, there are more equations than you are accustomed to<br />

working with. To be able to sort them all out, you need to get in the habit of listing the relevant equations<br />

and assumptions that you “might” be able to use to solve for the unknowns in the problem. Write down all<br />

of them.<br />

A BASIC PROBLEM SOLVING TECHNIQUE<br />

1. Carefully read the problem statement and visualize what you are analyzing.<br />

2. Draw a sketch of the object you visualized in step 1.<br />

3. Now write down what you need to find, that is, make a list of the unknown(s).<br />

4. List everything else you know about the problem (i.e., all the remaining information given in the problem statement).<br />

5. Make a list of relevant equations to see how to solve the problem.<br />

6. Solve these equations algebraically for the unknown(s).<br />

7. Calculate the value(s) of the unknown(s), and check the units in each calculation.<br />

Read → Sketch → Need → Know → How → Solve → Calculate

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