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The state of the thread is returned as a value defined by the ThreadState enumeration It defines the following values:

ThreadStateAborted ThreadStateBackground ThreadStateStopped ThreadStateSuspended ThreadStateUnstarted ThreadStateAbortRequested ThreadStateRunning ThreadStateStopRequested ThreadStateSuspendRequested ThreadStateWaitSleepJoin

Like the natural frequencies, the mode shapes are properties of the system The exact amplitude of the motion requires knowledge of the initial conditions, but the ratio of the motions associated with each mass remains xed To put some physical intuition behind this example, consider speci c parameter values of M = 890 lbm, m = 100 lbm, Ks = 97 lbf/in, and Kt = 1140 lbf/in which are reasonable numbers for passenger car suspensions Equation (1111) indicates that for this choice of parameters, free vibrations will occur at frequencies of about 1 Hz and 11 Hz The mode shape corresponding to the low frequency mode is given by ut/us = 0079 and the mode shape corresponding to the high frequency mode is ut/us = -110 This indicates that the low frequency mode consists mainly of motion of the larger mass while the high frequency mode consists mainly of motion of the smaller mass The negative sign indicates that the two motions are 180 out of phase with each other Physically, these mathematical results describe two modes of vibration: the sprung mass bouncing on the suspension spring with the tire remaining relatively rigid (the body mode), and the tire bouncing between the road and the vehicle body while the body remains approximately stationary (the tire hop mode) The effects of vibrations at these modes are familiar to most drivers or passengers The 1 Hz mode represents the slow body bounce that can occur with particular spacings of pavement joints while the body mode produces the slapping sound as the tire bounces on a rough stretch of pavement Unlike the single mass-spring-damper system, the two-mass system possesses two degrees of freedom and two natural frequencies Loosely speaking, whenever a system consists of lumped masses and springs, each mass that is connected to other masses or the environment through a spring generates one degree of freedom and one natural frequency (for a more formal treatment of the number of variables needed to characterize a general dynamic system see Layton, 1998 or Karnopp, 2000) While the presence of damping alters the system somewhat in that oscillations die out instead of continuing inde nitely, it does not change the basic number of degrees of freedom or natural frequencies Damping will slightly change the exact numerical value of the natural frequencies relative to calculations made in the undamped case, but not the underlying intuition As demonstrated above, natural frequencies and mode shapes are concepts that can be formulated in a rigorous mathematical framework From the standpoint of modeling, however, the qualitative use of these concepts in judging the complexity and suf ciency of a given model is often as important (or more important) than exact quantitative calculations.

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All but one of these values is self-explanatory The one that needs some explanation is ThreadStateWaitSleepJoin A thread enters this state when it is waiting because of a call to Wait( ), Sleep( ), or Join( )

x=1/2

As mentioned at the start of this chapter, all C# programs have at least one thread of execution, called the main thread, which is given to the program automatically when it begins running The main thread can be handled just like all other threads To access the main thread, you must obtain a Thread object that refers to it You do this through the CurrentThread property, which is a member of Thread Its general form is shown here: public static Thread CurrentThread{ get; } This property returns a reference to the thread in which it is used Therefore, if you use CurrentThread while execution is inside the main thread, you will obtain a reference to the main thread Once you have this reference, you can control the main thread just like any other thread The following program obtains a reference to the main thread and then gets and sets the main thread s name and priority:

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