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Sometimes you want to make an exception to a style for one dimension for example, when suppressing an extension line in a tight space. It isn t often worthwhile to create a new dimension style for such a situation. To override a dimension style, simply change the properties of the dimension by using the Properties palette. You can also create an override to the current dimension style. The override is like a subset of the dimension style. After you create the override, all new dimensions that you create using the dimension style include the override changes. To revert back to the original dimension style, you must delete the override. You also have the option to incorporate the override into the dimension style or save it as a new style. To create a dimension style override, follow these steps: 1. Choose Dimension Style from the Dimension toolbar. 2. Choose the dimension style for which you want to create an override (if it isn t already selected). 3. In the Dimension Style Manager, click Override. 4. The Override dialog box opens, which is just like the New (or Modify) Dimension Style dialog box. Make the changes that you want using any of the tabs. Click OK. 5. In the Dimension Style Manager, you see the style override listed beneath the dimension style that you selected. Click Close. New dimensions that you create using the dimension style that you selected now include the override properties.

In spite of the relative insensitivity of the Schiwder et al. (1983) and Hariharan (1987) algorithm to phase shift errors, it is important to calibrate the phase shift steps. A simple calculation, which is convenient for this algorithm, was proposed by Schwider et al. (1983) in which the phase step a is calculated from the following equation: cos a 1 I5 I1 2 I4 I2 14:137

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The most important reason search engine queries are so important is that a search engine delivers targeted results to prequalified interested parties. This is probably the most important value to being found in a search engine s results list. If someone finds your site in a search engine s results list, it s because they were actually looking for you. To be most precise, they were looking for your goods or services. There, that was it . . . your BIG CLUE. They were looking for your goods or services, not your company. (They don t even know your company yet.) You can register your company s name as a domain (such as www.allentowntravel.com) for those customers that already know you exist, but for the rest, you need something that helps Web surfers find your site as easily as possible. When you register a domain name, you need to register a two- to three-word combination of words that best describes what it is you sell. For example, if your company specializes in selling Caribbean vacations, your best domain names would be something like the following:

exactly alike. However, there is another cable that appears physically identical but is wired differently, called a crossover cable. These cables do literally just that they cross over the transmit signals to the receive signals. The purpose of these cables is to connect two network devices whose connectors are wired exactly the same. A simple example of this would be two computers connected by a crossover cable to use the network cable to transfer les between them. Many of today s network devices such as hubs and switches use autosensing, auto-switching ports to sense the cable and dynamically con gure the port to ensure that the transmit signal from another network device is connected to its receive signal input. This was not always the case, so in order to expand a network segment, crossover cables were necessary to daisy-chain multiple hubs together. Figure 2-18 illustrates how hubs can be daisy-chained to form a larger network segment.

Havi ng demonstrated that there is an inherent relationship be tween the Theve ni n equivalent circuit and the Norton equi valent circuit, we now proceed to apply these two im pot1 ant and useful theorems, The manner in which these theorems are applied depends on the structu re of the origi nal network under investigation For example, if onl y independent sources are present, we can calcul ate the open-circuit voltage or short-circuit current and the Thevenin equivalent resistance However, if dependent sources are also present, the Theve ni n eq uivalent will be determined by calculating Voc and isc since this is normally the best approach for determining Rlb in a network containing dependent sources Finally, if circuit A contains no il/dependellt sources, then both Voc and isc will necessarily be zero (Why ) Thus, we cannot determin e RTh by voc.

Tip To create an exponent (or superscript), type a number and then a carat, as in 2^. Select the number and the carat and then click the Stack/Unstack button. To create a subscript, type a carat, and then the number, as in ^2, and then stack it.

Example 37 Two base stations/cells are in consideration as illustrated in Fagure 7.1,. Cell 1 is serving user 1 and cell 2 is serving user 2. If the two BSs transmit simultaneously on the same channel while satisfying the SIR,,, at the user side, then how far away should the base stations be separated Assume that the received signal power is approximated as

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