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Suppose that a certain petri dish contains 6000 bacteria at 9:00 pm and 10000 bacteria at 11:00 pm How many of the bacteria were there at 7:00 pm

Often in a multithreaded program, you will want the main thread to be the last thread to finish running Technically, a program continues to run until all of its foreground threads

23:

As a result, the synthesis of the follower motion requires the formulation of a continuous surface that ts discrete follower motion constraints on the domain of the angular and the translating position parameters Spline methods applied to functions of two variables follow closely the methods described earlier and will be presented without lengthy discussion (Cox, 1972; de Boor, 1972; Farin, 1988; Faux and Pratt, 1979) Only displacement constraints will be addressed at this point

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have finished Thus, having the main thread finish last is not a requirement It is, however, often good practice to follow because it clearly defines your program s endpoint The preceding program tries to ensure that the main thread will finish last, by checking the value of Count within Main( ) s do loop, stopping when Count equals 10, and through the use of calls to Sleep( ) However, this is an imperfect approach Later in this chapter, you will see better ways for one thread to wait until another finishes

SOLUTION We know that B(t) = P eKt The algebra is always simpler if we take one of the times in the initial data to correspond to t = 0 So let us say that 9:00 pm is t = 0 Then 11:00 pm is t = 2 and 7:00 pm is t = 2 The initial data then tell us that 6000 = P eK 0 10000 = P e

While the preceding program is perfectly valid, some easy improvements will make it more efficient First, it is possible to have a thread begin execution as soon as it is created In the case of MyThread, this is done by instantiating a Thread object inside MyThread s constructor Second, there is no need for MyThread to store the name of the thread since Thread defines a property called Name that can be used for this purpose Name is defined like this: public string Name { get; set; } Since Name is a read-write property, you can use it to set the name of a thread or to retrieve the thread s name Here is a version of the preceding program that makes these three improvements:

148 10

// An alternate way to start a thread using System; using SystemThreading; class MyThread { public int Count; public Thread Thrd; public MyThread(string name) { Count = 0; Thrd = new Thread(thisRun); ThrdName = name; // set the name of the thread ThrdStart(); // start the thread } // Entry point of thread void Run() { ConsoleWriteLine(ThrdName + " starting"); do { ThreadSleep(500); ConsoleWriteLine("In " + ThrdName + ", Count is " + Count); Count++; } while(Count < 10); ConsoleWriteLine(ThrdName + " terminating"); } } class MultiThreadImproved { static void Main() {

Part I:

FIGURE 532 Cam accelerations for both spline (k = 10) and optimized polydyne with damping ratio = 02 (Cs = Cf) in Example 8

ConsoleWriteLine(); ConsoleWriteLine("Info for t2: "); t2ShowStyle(); t2ShowDim(); ConsoleWriteLine("Area is " + t2Area()); ConsoleWriteLine(); ConsoleWriteLine("Info for t3: "); t3ShowStyle(); t3ShowDim(); ConsoleWriteLine("Area is " + t3Area()); ConsoleWriteLine(); } }

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Here is the output from this version:

Assuming the motion constraints are de ned in an n m array, a recursive de nition of nonparametric B-spline surface S1 (f2,s2) can be de ned as follows (de Boor, 1978):

Info for t1: Triangle is right Width and height are 8 and 12 Area is 48 Info for t2: Triangle is right Width and height are 8 and 12 Area is 48 Info for t3: Triangle is isosceles Width and height are 4 and 4 Area is 8

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