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Returns the value of the element at index idx within the invoking array The array must be one-dimensional Returns the value of the element at index idx within the invoking array The array must be one-dimensional Returns the value of the element at [idx1, idx2] within the invoking array The array must be two-dimensional Returns the value of the element at [idx1, idx2] within the invoking array The array must be two-dimensional Returns the value of the element at [idx1, idx2, idx3] within the invoking array The array must be three-dimensional Returns the value of the element at [idx1, idx2, idx3] within the invoking array The array must be three-dimensional Returns the value of the element at the specified indices within the invoking array The array must have as many dimensions as idxs has elements Returns the value of the element at the specified indices within the invoking array The array must have as many dimensions as idxs has elements Returns the index of the first element within the one-dimensional array a that has the value specified by v Returns 1 if the value is not found (If the array has a lower bound other than 0, then the failure value is the lower bound 1) Returns the index of the first element within the one-dimensional array a that has the value specified by v Returns 1 if the value is not found Returns the index of the first element within the one-dimensional array a that has the value specified by v The search begins at a[start] Returns 1 if the value is not found (If the array has a lower bound other than 0, then the failure value is the lower bound 1) Returns the index of the first element within the one-dimensional array a that has the value specified by v The search begins at a[start] Returns 1 if the value is not found Returns the index of the first element within the one-dimensional array a that has the value specified by v The search begins at a[start] and runs for count elements Returns 1 if the value is not found within the specified range (If the array has a lower bound other than 0, then the failure value is the lower bound 1) Returns the index of the first element within the one-dimensional array a that has the value specified by v The search begins at a[start] and runs for count elements Returns 1 if the value is not found within the specified range Initializes each element in the invoking array by calling the element s default constructor This method can be used only on arrays of value types that have constructors Returns the index of the last element within the one-dimensional array a that has the value specified by v Returns 1 if the value is not found (If the array has a lower bound other than 0, then the failure value is the lower bound 1) Returns the index of the last element within the one-dimensional array a that has the value specified by v Returns 1 if the value is not found Returns the index of the last element within a range of the one-dimensional array a that has the value specified by v The search proceeds in reverse order, beginning at a[start] and stopping at a[0] Returns 1 if the value is not found (If the array has a lower bound other than 0, then the failure value is the lower bound 1).

public static int IndexOf<T>(T[ ] a, T v) public static int IndexOf(Array a, object v, int start)

lim x 3 e x lim x sin[1/x]

FIGURE 51 Cam follower displacement, velocity, and acceleration obtained by polynominal synthesis in Example 1

public static int IndexOf<T>(T[ ] a, T v, int start) public static int IndexOf(Array a, object v, int start, int count)

public static int IndexOf<T>(T[ ] a, T v, int start, int count) public void Initialize( )

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are applied to a simple case Table 51 contains a series of nine constraints governing the rise portion of a cam In applying the spline approach, B-splines of order 6 (k = 6) de ned on a knot sequence having uniform spacing were used Since there are n + k knots, there are six knots located at x = 0, one each at x = 45 deg, x = 90 deg and x = 135 deg, and six at x = 180 deg The results are shown in Figs 51 and 52 At the scale plotted there is no discernable difference between the results obtained using either method

public static int LastIndexOf(Array a, object v)

(c) (d) (e) (f )

public static int LastIndexOf<T>(T[ ] a, T v) public static int LastIndexOf(Array a, object v, int start)

Displacement (cm) Velocity (cm/rad) Acceleration (cm/rad/rad) Constraint 1 0 45 90 Cam rotation angle (deg)

TABLE 21-12 Methods De ned by Array (continued)

Part II:

lim ln[x/(x + 1)] (x + 1)

FIGURE 52 Cam follower displacement, velocity, and acceleration obtained by spline synthesis in Example 1

public static int LastIndexOf<T>(T[ ] a, T v, int start)

.

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