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11:

ConsoleWriteLine("Constructing B"); } }

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For the synthesis of the cam pro le, the SPs, and hence, the spline coef cients are available In fact, with the SPs known, the coef cients Aui, Bui, Cui, Dui, for u = x, y, and i = 1, , n - 1 can be calculated, the coordinates of the interpolated points then following from Eqs (726a and b) These points are meant for the actual display of the cam pro le and the generation of the cutter path of the machine tool, if the follower is of the at-face type If the follower is of the roller type, the interpolated points represent the pitch curve, the cam pro le then being obtained as the envelope (Angeles and LopezCajun, 1991) of the set of positions of the roller This procedure is illustrated in Sec 76 742 Local Properties In the design phase one has information only about the displacement program, ie, one knows s(y) in the case of translational followers, or f (y) in the case of their oscillating counterparts, but the dimensions of the cam are, as yet, to be determined Hence, the local geometric properties of the cam pro le are to be computed based on s(y) or, correspondingly, on f(y) and its derivatives with respect to y Thus, in this subsection we introduce formulas for calculating the curvature and the pressure angle of the cam pro le in terms of the displacement program and its derivatives 7421 Translating Flat-Face Followers Apparently, the pressure angle for translating at-face followers is constantly equal to zero and needs no further discussion

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(a b )c = a b c ; ab (c) a b c = c a These are really just restatements of properties of the logarithm function that we have already considered (b) You Try It: Simplify the expressions 32 54 /(15)3 and 24 63 12 4

// Create a class derived from B class C : B { public C() { ConsoleWriteLine("Constructing C"); } } class OrderOfConstruction { static void Main() { C c = new C(); } }

The output from this program is shown here:

s(y)

As you can see, the constructors are called in order of derivation If you think about it, it makes sense that constructors are executed in order of derivation Because a base class has no knowledge of any derived class, any initialization it needs to perform is separate from and possibly prerequisite to any initialization performed by the derived class Therefore, it must be executed first

1 Each of the following is a rational number Write it as the quotient of two integers (a) (b) (c) (d) (e) (f) (g) (h) 2/3 7/8 43219445 37 4 533 6 2 345969696 73235677677677

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As you know, C# is a strongly typed language Aside from the standard conversions and automatic promotions that apply to its value types, type compatibility is strictly enforced Therefore, a reference variable for one class type cannot normally refer to an object of another class type For example, consider the following program that declares two classes that are identical in their composition:

On the other hand, the curvature of the cam pro le can be calculated by means of the formula (Angeles and Lopez-Cajun, 1991) k= 1 s + s (731)

// This program will not compile class X { int a; public X(int i) { a = i; } } class Y { int a; public Y(int i) { a = i; } } class IncompatibleRef { static void Main() {

Part I:

where s and s are, respectively, the translational displacement of the follower and its second derivative with respect to the angular displacement of the cam The parameters involved are displayed in Fig 76 7422 Oscillating Flat-Face Followers As in the previous case, the pressure angle for oscillating at-face followers is also constantly equal to zero On the other hand, the formula for calculating the curvature of the cam pro le is given by Angeles and LopezCajun (1991) k= where F(y ) f cos f + (1 + f )[(1 + 2f ) sin f + e (1 + f ) ], e

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