Modulation in Software
Here, no underlying array is used.
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call them downstroke and upstroke, because relative to the bird s anatomy the strokes are down and up.) There are two extreme cases we can look at in terms of the lifting force generated by the beating of the wings. At one extreme, both strokes equally generate lift, and so the lifting force is essentially constant. At the other extreme, lifting force is generated only on the downstroke, and no vertical force is generated by the upstroke. Let s examine this latter case in more detail. When lifting force is generated only on the downstroke, the force alternates with the beating of the wings, between a positive value of upward lift and zero. In such a case the bird will fall slightly during the upstroke (due to gravity) and rise slightly during the downstroke (due to upward lift that is larger than the weight of the bird). This size of the up and down motion will depend on the amount of time for a wing stroke. On the downward stroke, the lifting force accelerates the bird upward for the duration of the stroke. On the upward stroke, with no lifting force, gravity accelerates the bird downward, again for the duration of the stroke. Depending on the species, a hummingbird can beat its wings anywhere from 20 to 100 times per second. If we assume an equal amount of time is spent in each stroke (up or down), then we can calculate the amount of force required on the downstroke. The average lifting force must equal the weight of the bird. Since the upstroke exerts zero force, the downstroke must therefore exert a force equal to 2 times the weight of the bird in order for the average of the two numbers to equal the weight of the bird. (If either the down- or upstroke lasted longer than the other, then we would calculate a weighted average, weighted according to the percentage of time of one wing beat cycle spent in each stroke.) 1: C# Fundamentals
x 3 if x 1 x 2 if 1 < x x 3 if x 1 3x if 1 < x
Standard Report Style to avoid page breaks within a block, to repeat headers on subsequent pages, and so on. fp = fopen("test", "w"); differentiation: d x sin x + cos x + C = 1 sin x + x cos x sin x = x cos x. dx
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FIGURE 7.7. Layout of a disk cam with oscillating at-face follower.
idx = str.LastIndexOf('h'); Console.WriteLine("Index of last 'h': " + idx); idx = str.IndexOf("ing"); Console.WriteLine("Index of first \"ing\": " + idx); idx = str.LastIndexOf("ing"); Console.WriteLine("Index of last \"ing\": " + idx); char[] chrs = { 'a', 'b', 'c' }; idx = str.IndexOfAny(chrs); Console.WriteLine("Index of first 'a', 'b', or 'c': " + idx); if(str.StartsWith("C# has")) Console.WriteLine("str begins with \"C# has\""); if(str.EndsWith("ling.")) Console.WriteLine("str ends with \"ling.\""); } } 5:
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