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Before removing a link, you must manually remove any newly created components from the derived universe that use a linked component This may include Joins between linked tables and nonlinked tables Condition objects that use a linked object WHERE clauses in nonlinked objects that use a linked object Contexts that include joins from the kernel universe To remove a link from a universe, use the pull-down menu to select File | Parameters, then select the Links tab Highlight the link you wish to remove and click Remove Link If you have not properly removed all the linked components that were integrated in the derived universe, Designer will give you the following error message:

// Display a string in reverse by using recursion using System; class RevStr { // Display a string backward public void DisplayRev(string str) { if(strLength > 0) DisplayRev(strSubstring(1, strLength-1)); else return; ConsoleWrite(str[0]); } } class RevStrDemo { static void Main() { string s = "this is a test"; RevStr rsOb = new RevStr(); ConsoleWriteLine("Original string: " + s); ConsoleWrite("Reversed string: "); rsObDisplayRev(s); ConsoleWriteLine(); } }

.

Here is the output:

When two universes get linked, the initial sort order of the objects is the same in the derived universe and the kernel universe If you reorder objects in the kernel universe, the sort order is not changed in the derived universe If you add a class or an object in the derived universe, it stays in the order or position in which it was added If you want changes in the sort order in the kernel universe to be reflected in the derived universe, change the parameter in the derived universe, CORE_ORDER_PRIORITY=Yes To change this parameter: 1 Select File | Parameters from the pull-down menu or select the Parameter button from the toolbar 2 Select the Parameter tab 3 Scroll to the name CORE_ORDER_PRIORITY and select it

Each time DisplayRev( ) is called, it first checks to see if str has a length greater than zero If it does, it recursively calls DisplayRev( ) with a new string that consists of str minus its first character This process repeats until a zero-length string is passed This causes the recursive

8:

as the peak acceleration is decreased Second, tuning a cam for higher speeds increases the tendency for the cam to excite vibrations at lower speeds Finally, we can verify that the vibration behavior of these tuned cams is better than that of a comparable cycloidal cam for speeds below and slightly above the designed speed if the designed operating point, F2d, is greater than the harmonic content of the tuned cam Tuned cams are appropriate for use in those systems that are intended to operate at a constant or nearly constant speed Where applicable, the method of tuned cam design may be the most powerful method available in that it allows the designer to specify entirely the output motion at the design speed However, the performance of the system away from the design speed may deteriorate depending on the designer s choice of optimization criteria and constraints In many applications, cam systems are required to operate over a wide range of operating speeds In the next section we develop methods for designing cams to have low vibration characteristics over a range of operating speeds A primary objective of these methods is the elimination of all unnecessary constraints to obtain the largest possible family of solutions 1344 Cam Design Based on Mean Squared Error Minimization Cams are often designed to operate over a wide range of speeds Since it is not possible to design a cam to be optimal at more than one speed at a time, the question becomes how best to design the cam for the best overall performance This section presents a method of designing cams for optimized performance over a range of operating speeds The cam performance index, which re ects the deviation of the system from its desired operating conditions at any one speed, is de ned as P = A1 ( X (Ti ) - Xi ) + A2.

Part II: