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The remainder of this chapter uses an equivalent baseband representation for the description of modulation formats in equivalent baseband. The bandpass signal i.e., the physically existing signal is related to the complex baseband (low-pass) representation as:1 sBP (t) = Re{sLP (t) exp[j 2 fc t]} (11.1)

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1. Start with a part that has a stepped split line, where the angled line makes angles of more than 90 degrees rather than less than 90 degrees. 2. Create a plane that defines the direction of pull and is located at the level of one of the split lines (for single step draft) or at the midpoint of the angled line (for double step draft). The location of the plane will determine the pivot point for the drafted faces. Essentially the line of intersection between this plane and the drafted face will remain stationary and the rest of face will pivot around it. 3. Initiate the Draft feature, and set the option to Step draft. Consult your tooling people about whether to use tapered or perpendicular steps. Perpendicular are probably easiest to tool. 4. Select the edges of the parting line. Make sure that the yellow arrows indicate which faces you want to apply draft to.

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Generally, SolidWorks users employ a combination of these methods, mainly because configurations are not usually started on a complete model; they are often added when the model is still in progress, and so features are added after the users create the configurations. On the left side of Figure 10.9, you can see a feature that is alternately unsuppressed and suppressed in the tree. The text and icon for the suppressed feature are grayed out. You can suppress features from the right-mouse button menu on the feature, from the Edit menu, or through a tool on a toolbar. The Suppress button is not on a toolbar by default, but you can find it in the Tools Customize Commands dialog box, along with the other buttons for the Features toolbar. Only the Edit menu offers the options of Unsuppress With Dependents and This Configuration/All Configurations/Specify Configurations options for each of the Suppress, Unsuppress, Unsuppress With Dependents functions. Using Unsuppress With Dependents can save you a lot of time or the hassle of looking for all of the features dependent upon a feature which had been suppressed. Because it is not available on the right-mouse button menus, this function is less used than it might otherwise be.

Each plug-in has its own settings panel, which enables you to completely customize your desktop experience. Figure 16-8 demonstrates this feature using the Window Preview plug-in.

Luxury hotels like Sheraton, Hilton, and Marriott are offering Wi-Fi services for business travelers to enjoy high-speed Internet access in guest rooms and lobbies, or by the pool. Some 5,800 U.S. hotels are expected to offer Wi-Fi service by 2004, up from 600 today. 2.23.2 Airports Wi-Fi networks are likely to be installed in limited areas of nearly 150 airports worldwide by 2003, approaching 300 by 2004. At least 25 of those will offer Wi-Fi service in virtually every concourse, gate, and lounge. 2.23.3 Restaurants and Coffee Shops Cafes like Starbucks offer Wi-Fi service to customers who can surf the Internet as they sip lattes. The payoff is that customers stay longer and spend more money. Restaurants are expected to build 12,000 Wi-Fi networks by 2004, up from about 500 today. 2.23.4 Corporations Business users in North America currently account for nearly 90% of all Wi-Fi users worldwide. Some two-thirds of the world's 1,000 biggest companies are expected to use Wi-Fi networks by 2004, up from 30% today. 2.23.5 Shopping Malls GAP has equipped its stores nationwide with Wi-Fi so that workers can check inventory or verify prices from the showroom floor. By 2004, the largest malls in the U.S. are expected to install nearly 2,000 Wi-Fi networks so that customers can check e-mail or Web sites while they shop.

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Using the same arguments as in the last section, (8.192) can also be written as W (cos2 E)' F(sin2 w/2) (sin2 -1' w/2) = 1, (8.193) 2 2 or equivalently as (1 - X)k F ( X ) X k F(1- X) = 1 (8.194)

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