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Surface bodies are used to split solid bodies for a couple of reasons. In the part shown in Figure 26.10, a surface body was used to make the split instead of a sketch or a plane, because both of those entities split everything in an infinite distance either normal to the sketch plane or in the selected plane. A surface body only splits to the extents of the splitting surface body. If you look closely at the part, you will notice that a plane or sketch would lop off one side of the sphere on top of the object, but the small planar surface is limited enough in size to only split what is necessary. Another advantage to using a surface body is that it is not limited to a two-dimensional cut. The surface itself can be any type of surface, such as planar, extruded, revolved, lofted, or imported. Taking this a step further, the surface is not limited to being a single face, or a body resulting from a single feature; it could be made from several features that are put together as long as it is a single body and all of the outer edges of the surface body are outside the solid body. If you examine the mouse part shown in Figure 26.1, you will notice that it has splits made from multi-feature surface bodies.

where Pmax is the maximum power an MS can transmit, and is a parameter determining the convergence rate; if Pkn+1 < 0, we set it to 0. Further performance improvements can be achieved when the RX is not restricted to linear combining of the antenna signals. In particular, the MMSE RX can be combined with a successive-interference canceller (see Section 18.4.3): the BS rst decodes a particular user, and subtracts the contribution of this signal from the overall received signal. When now decoding the signal for the next user, a better SINR is available. This decoding strategy is theoretically optimum, but is (like all serial interference cancellation strategies) sensitive to error propagation. It is also noteworthy that the resulting RX has strong similarity to the Horizontal Bell labs LAyered Space Time (H-BLAST) RX that is discussed in Section 20.2.8. Blind Algorithms TR algorithms rely on the existence of a training sequence, while SR algorithms rely on the existence of a certain spatial structure of the arriving signal. Yet another group of algorithms, dubbed blind algorithms, makes neither of those assumptions. Rather, they exploit the statistical properties of the transmit signal. Let us start out by describing the received signal by the equation ri = hd si (20.15)

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Figure 2.1. Processing stages in chemical solution deposition of thin lms. Controllable parameters are shown on the left; dependent processes are shown in italics. [Reprinted from Ref. 16 with the permission of the publisher, Taylor & Francis, Ltd.: R. W. Schwartz et al., Sol-gel processing of PZT thin lms: a review of the state-of-the-art and process optimization strategies, Int. Ferro., 7, 259, (1995).]

The Start Command When Creating New Drawing option causes this PropertyManager to open up immediately when a new drawing is created. If you click in the drawing window, then the prompt appears, telling you that you are not paying attention.

Else Directory.Move("C:\DirTest\Sub1", "C:\Program Files\Sub1") End If End If If a directory exists and you attempt to create one with the same name, the command is ignored. The directory is not deleted and re-created, and no exception is raised. The preceding code shows you how to avoid this by using the Exists method or the Directory class to check for the existence of a directory. The Delete method fails if the directory you are attempting to delete contains files or subdirectories. To get around this, use the Boolean parameter True to delete everything, as the following code demonstrates. Notice also the exception that is being caught. I show you the exceptions for IO later in the chapter. Try Directory.Delete("C:\testDir") Catch ex1 As IOException If MessageBox.Show("Directory is not empty, " _ & " delete sub directories too ", "", _ MessageBoxButtons.YesNo, _ MessageBoxIcon.Question) = DialogResult.Yes Then ' Delete directory and all contents Directory.Delete("C:\ TestDir", True) End If End Try To get the current directory, its root and parent, and the directories it contains, you would use GetCurrentDirectory, GetParent, GetDirectoryRoot, and GetFiles. Console.Writeline(Directory.GetCurrentDirectory) Console.Writeline(Directory.GetDirectoryRoot _ (Directory.GetCurrentDirectory)) Dim str() As String, intX As Integer str = Directory.GetFiles(Directory.GetCurrentDirectory) For intX = 0 To str.Length - 1 Console.Writeline(str(intX)) Next Returns: C:\Temp\FileIO\ bin C:\ C:\Temp\FileIO\ bin\FileIO.exe C:\Temp\FileIO\ bin\FileIO.pdb If you need to search for specific files, the GetFiles method has a constructor that supports filtering. The following example returns all files with the .txt extension: Dim str() As String str = Dire ctory.GetFiles("C:\", *.txt") To set the current directory, you can use the SetCurrentDirectory method: Directory.SetCurrentDirectory("C:\TestDir") Note

SelectedTab (Public Instance Property)

By clicking Shrink, you instruct your computer to divide the selected drive into two new separate drive partitions. One (the one matching the old drive letter) contains your existing files and programs. The other (new) drive is empty, containing only the free space that has been taken from the pre-existing drive. You can also designate the exact amount of unused space you wish to use for your new partition by entering the size of the new partition into the Enter the Amount of Space to Shrink in MB field. (Refer to Figure 5-26.) If you do not specify this amount, the recommended allocation is used.

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