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For the linear spring in Eq 1141, displaced a distance x from its unstretched length, this translates to the familiar expression 1 PE = Khdh = Kd 2 2 0

ConsoleWriteLine(); // Compute the area per person in office areaPP = officeArea / officeOccupants; ConsoleWriteLine("office has:\n " + officeFloors + " floors\n " + officeOccupants + " occupants\n " + officeArea + " total area\n " + areaPP + " area per person"); } }

4 You can accept Designer s default List Name, or you can modify the name to be more meaningful In this case, change the List Name to MONTHNN

The output produced by this program is shown here:

house has: 2 floors 4 occupants 2500 total area 625 area per person office has: 3 floors 25 occupants 4200 total area 168 area per person

(1143)

objects It also helps when you need to use Windows Explorer to clean up the lov files on your local disk or verify the file size of a customized list 5 The check box Allow Users To Edit This List Of Values is checked by default Table 10-1 explains the purpose of each of these check boxes

As you can see, house s data is completely separate from the data contained in office Figure 6-1 depicts this situation

In the preceding programs, the following line was used to declare an object of type Building:

As with the force, the only spring properties needed to determine the amount of energy stored are the spring rate and the unstretched length Spring rates can be determined experimentally by applying a known force and measuring de ection (or de ecting a

10:

Building house = new Building();

This declaration performs three functions First, it declares a variable called house of the class type Building This variable is not, itself, an object Instead, it is simply a variable that can refer to an object Second, the declaration creates an actual, physical copy of the object

known amount and measuring force) but can also be determined analytically for a number of simple geometries Torsional springs (Fig 1110) are completely analogous to the linear springs described above but relate torque and angular de ection instead of torque and linear de ection The corresponding expressions for torsional springs are: T = Kr Dq (1144)

Explanation This is allowed by default This option lets Desktop Intelligence users create their own custom lists, adding whatever filters, sorts, or personal data files they find most useful I have rarely seen this used, even by power users The main caveat here is that if the designer customizes and exports a lov file, the universe lov will overwrite the user s lov, regardless of which is more recent This should rarely be checked and only for those objects in which the dimension information changes frequently Otherwise, the users can easily refresh lists of values by request Particularly with large dimension lists or slow RDBMS response times, it is important not to force an automatic refresh However, if your company has recently gone through a major reorganization, or there have been a number of RDBMS changes that would cause old lists of values on Desktop Intelligence users folders to be out of date, you may want to enable the automatic refresh for a defined period For Web Intelligence users, the lists are always refreshed for each session When you customize a list of values to display additional levels in a hierarchy, this lets users drill within the hierarchy to select their condition When the list is cascaded, this option ensures a more intuitive interface This box should be checked only when the designer has customized the list of values with the universe, the list of values is slow to execute, or the acceptable values come from a personal data file or other source to which users may not have direct access

6: