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Many software packages contain procedures for evaluating B-splines (deBoor, 1977; Foy, 1977). Packages such as MatLab (The Math Works, Inc.) and the IMSL software (Visual Numerics) are easily accessed and widely used. At present MatLab is limited in its exibility for handling spline functions, but the IMSL routines are fully capable of handling the procedures described here. Due to the general availability of these resources, the details of spline evaluation and equation solving will be omitted here and we will move directly to the issue of application. example applications: A series of examples to illustrate the application of the spline method to cam motion synthesis follows. The examples, taken collectively, show how the approach provides a consistent and systematic procedure that can be used to accomplish several different aims that usually have to be approached using different procedures. It will be shown that the method is as easy to apply and is as effective in routine cases as are the more conventional approaches. It will also be shown that the same procedure can be applied in more demanding circumstances without modi cation. The examples also serve to demonstrate the mechanics of applying the spline approach.
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Figure 6.55 An active bandpass filter.
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To come to grips with this rather abstract formulation, we begin to examine some properties of this new notion of exponentiation: If a is a positive number and b is any real number then (1) ln(a b ) = b ln a. In fact ln(a b ) = ln(exp(b ln a)). But ln and exp are inverse, so that the last expression simpli es to b ln a. EXAMPLE 6.14
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2.1 Introduction
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