By Harold A. Simon
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Extra resources for A Student's Introduction to Engineering Design
Hunting game highlights the speed capabilities of different animals. Observations of growth, aging, and the procession of days and nights soon bring an appreciation of time. Gradually, more and more physical quantities become a part of his experience. Understanding at this stage is limited and merely reflects the need to hunt and to farm. His model of the world exists in his mind through the memory of experiences. 2. Measures The next advance comes about with man's need to interact more accurately with his environment and also to communicate with his fellows.
If the mass, M, is broken down into a body mass, Mb, and the mass of the wheels, Mw, the model of Fig. 21 is obtained. This model assumes that the tires can be replaced by a pure spring without any damping effect. /77777777777777T777777777777777 Fig. 21 Two-mass automobile model. There are now two dependent variables, yb and yw, which hopefully can each be obtained as functions of time if the parameters Mb, Mw, K, and d are known. Of course, it doesn't take much thought to realize that this model tells nothing about the car's pitching motion.
The numbers used in the following calculations are rounded off for convenience. 2a Express the poundal in terms of the dyne. The poundal is the consistent unit of force when the pound, foot, and second are used as the units of mass, length, and time. The dyne is the consistent unit of force when the gram, centimeter, and second are used. 2b Convert speed in knots to ft/sec. 2c Convert dynamic viscosity, μ, in pounds mass per foot second (lbm/ft sec) into newton seconds per square meter (N s/m2).
A Student's Introduction to Engineering Design by Harold A. Simon