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These widgets present a (typically horizontal) control that lets the user adjust the setting of any system feature whose possible values can be mapped to a range Typical uses for sliders would be to control display brightness, or for volume (sound) control These widgets present a (typically horizontal) display that allows the system to interactively indicate the progress of some system function that takes a noticeable time to complete This widget is used to give feedback to the user so that she or he will know the system is still working, and roughly how much longer before the system will be finished with its task This widget allows the developer to pack a lot of display functionality into a small space The analogy is that of looking at the tabs at the top of an open file drawer.

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When a tab is selected, an entire window of display elements associated with that tab is displayed to the user When another tab is selected, the current tab display disappears and is replaced with a new set of elements This widget is typically used when you need to support many infrequently used display elements Application preferences or parameters are typically accessed via a tabbed pane widget This complex widget allows the system developer to create a traversable tree structure similar to what is presented by the Macintosh Finder or the Windows Explorer applications This widget allows for arbitrarily large data structures to be represented and accessed Trees are often used to represent directory structures on a hard drive or for a computer network, or any other data structure that involves nested lists of information This very complex widget is used to display and update arbitrarily large tables of information.

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Let us take amplitude modulation as an example. In amplitude modulation, the amplitude of the high-frequency carrier wave is varied or modulated in accordance with audio, video, or other type of signal information to be transmitted. The general principle of amplitude modulation, AM, will be clear from a study of Fig. 30-A, which let us now concentrate on, as follows.

In this usage, a table is typically a two-dimensional array of rows and columns Generally, a table is structured so that each row of elements represents a collection of related information (often a row from a database) In this scheme, each column represents an element in the collection You ll probably be required to use JTable in your project Almost all good GUI displays include a menu bar widget This (usually horizontal) widget is most commonly found at the top of the screen.

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To the left, in the gure, is shown a portion of an unmodulated high-frequency carrier wave. (For convenience in drawing, the carrier is shown as a triangular wave, but it will actually be a sinusoidal wave.) Note that the peak value of the unmodulated carrier wave is denoted by Vc . Now suppose the carrier is AMPLITUDE MODULATED by, say, a sinusoidal wave of audio frequency voltage. The appearance of the resulting wave would then be such as shown to the right in the gure. The dashed line connecting the peaks of the carrier wave is called the envelope of the wave. For distortionless modulation the envelope must have the same waveshape as the modulating voltage. Now let Va be the peak value of the modulated component of the carrier, as indicated in the gure. Then the ratio of Va to Vc is called the modulation factor and is denoted by m; thus Va m Vc 14-A

directly under the title bar. The menu bar lets the developer arrange a wide variety of commands and system settings into logical groups. Menu bars are a part of almost every GUI display, and we look at them more closely in a few sections.

The toolbar widget is typically located directly beneath the menu bar. It displays a series of icons, each of which acts like a button, initiating an action or navigational instruction for the system.

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In the discussion here we ll assume a sinusoidal carrier wave and sinusoidal modulating signal, and use the notation !c carrier frequency in radians=second; and !a frequency of modulating signal; rad=sec: hence vc Vc sin !c t instantaneous value of unmodulated carrier; and va Va sin !a t instantaneous value of modulation envelope

Now that we ve developed our use-cases, mocked up some trial screens, equipped ourselves with an arsenal of Swing widgets (or components to be proper), and

FIGURE 13-2

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