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The values (in pixels) returned by the getWidth() and getHeight() methods can be used to draw an image at a given location that is proportional to the size of the canvas by using relative coordinates rather than exact coordinates on the canvas Let s say that the first element of the image you want drawn on the canvas is located in the center of the canvas The question you need to answer is what coordinate is the center of the canvas The answer depends on the canvas size, which depends on the small computing device that runs your MIDlet You work around this problem by letting your MIDlet calculate the center coordinate based on the return value of the getWidth() and getHeight() methods Here s what you need to do Assume the size of the canvas is 200 pixels wide (columns) and 200 pixels high (rows) The coordinate of the center of the canvas is 99, 99 (remember that coordinates are zero based), calculated as: x = getWidth()/2 y = getHeight()/2 Now assume the same MIDlet is running on a small computing device with a canvas size of 400 pixels wide by 400 pixels high The same calculation determines the center coordinate as 199, 199 Therefore, the MIDlet can use the calculation to determine the center coordinate of any size canvas, which means that the image will appear in the same canvas location when the MIDlet runs on any device Calculating a specific coordinate rather than specifying a fixed coordinate solves one problem facing a developer of a J2ME application Another problem is scaling an image to fit a canvas size that is device dependent If you knew the size of the canvas, you could plot each pixel that is required to draw an image The image will be symmetrical within the screen However, the symmetry is disrupted when the size of the canvas changes and the image size remains the same Let s say that you want to draw a line across the top of the canvas, but leave a one-pixel border around the line If the screen size is 200 pixels wide by 200 pixels high, the starting coordinate of the line is 1, 1 (the cell in the second column and second row beginning at the left corner) The ending coordinate is 1, 198 However, the line takes on a different appearance if the size of the canvas is 400 pixels by 400 pixels The line stops at the top center of the canvas because row 198 is halfway to the right of the canvas Therefore, you should write code that draws images proportional to the size of the canvas if being symmetrical within the canvas is critical to your application This means that you ll need to use relative coordinates to draw an image rather than specific coordinates by having your MIDlet calculate the specific coordinate of each element of your image For example, here is how to identify the coordinates for the line so that the length of the line is always proportional to the canvas size The starting coordinates are set as specific values because the line always begins one pixel from the left and top of the canvas Likewise, the x coordinate will always be the second row and can be fixed at row coordinate one However, the column coordinate used to specify the termination.

Q: A:

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The great industrial effort related to the development of ATM (Asynchronous Transfer Mode)5 will make this technology one of the most important actors in future wide area and local area networks IPv6 designers, well aware of this fact, tried to improve the support of ATM in IPv6 But what are ATM s peculiarities ATM is an NBMA (Non-Broadcast Multiple Access) network, and it guarantees the QoS An NBMA network10 is a multipoint access network that doesn t provide a simple mechanism to transmit a packet to all other stations IPv4 has been designed to work either on point-to-point channels that have only two endpoints or on local networks that have multiple access, but where a packet transmission to a single station or to all stations has exactly the same cost Other NBMA networks are, for example, X25 and Frame Relay (if equipped with signaling), but the need to provide a good IP support on NBMA networks emerged only with ATM because of the role that this technology will play in the future Guaranteeing the QoS means associating to each data flow a given set of quality requirements For example, if the data flow has been generated by a file transfer, that the loss rate is equal to zero is very important, whereas the delay to which packets are subject along the path is irrelevant If the data flow is generated by an audio or video source, a certain rate of loss of data can be tolerated (we can understand audio and video signals also if uncompleted), but guaranteeing limited and less variable delays from a packet to another is fundamental We must also remember that the QoS can be used only if it is requested by applications, an action that today s applications don t perform We need to foresee that applications request the QoS through a protocol like RSVP6 (see Section 122) and that this one, by jointly operating with IPv6, transforms the QoS request into a QoS request for the ATM network (see Figure 1-2).

I noticed photographs aren t on this list I ve seen plenty of photographs used on web pages can t they be saved as GIFs Images with photographic content shouldn t usually be saved as GIFs, unless they re part of an animation or require transparency Other file types are more capable of compressing photographs In fact, the JPEG file format was created specifically for photographs and shouldn t be used for other types of images such as flat-color graphics and text

Radio signals are transmitted in the frequency range from 10 kilohertz to 300,000 megahertz A hertz is one wave per second, kilohertz is 1,000 waves per second, and a megahertz is a million waves per second

Displayed in 24-bit color, also called millions of colors If the user s monitor isn t set to view 24-bit color, the file is displayed with as many colors as are available Lossy Not supported Not supported Supported as progressive JPEGs

Radio transmission consists of two components These are a transmitter and a receiver, both of which must be tuned to the same frequency A transmitter broadcasts a steady wave called a carrier signal that does not contain any information (Figure 2-4) Conceptually, you can think of a telephone dial tone as a carrier signal A carrier signal has two purposes First, the carrier signal establishes a communications channel with the receiver (Figure 2-5) The receiver knows the channel is open when the carrier signal is detected The carrier signal also serves as the wave that is encoded with information during transmission A radio transmitter encodes patterns of sound waves detected by a microphone by modifying the carrier signal wave (Figure 2-6) The receiver decodes the pattern from the carrier wave and translates the pattern into electrical current that directs a speaker to regenerate the sound waves captured by the microphone attached to the transmitter

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