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A number of forward rules makes different decisions on the basis of a generalized termination state of the wave they control (or parts of this wave). These rules produce their individual termination state, which may differ from the termination

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This condition corresponds to the ordinary stable injection-locking region in the absence of external optical feedback We have also numerically demonstrated synchronization of these high-speed chaotic laser signal generators [17] Figure 917 shows the configuration in which both the transmitter and receiver lasers receive strong steady injection from other lasers The injection lasers must have almost the same frequencies as those of the injected lasers (the allowance of the.

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PM_ADDR In Bluetooth, parked member address, an 8-bit member (master-local) address that separates the parked slaves. The PM_ADDR is only valid as long as the slave is parked. PMD See Physical medium dependent sublayer.

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But these parsing tasks are all routine; they are done in essentially the same way in all applications that process XML files. Consequently, these parsing tasks can be separated out into a standard parser component that can be implemented as a set of procedural library functions or as the instance of some class. There are a couple of different approaches for combining standard parsing code and application-specific processing code. One approach has the parser build a tree structure that represents the content of the original document. This tree will have nodes corresponding to each element in the document; attached to these nodes will be lists of attributes, and where appropriate text data from the body of an element. When the parser has finished building this structure, application-specific code can traverse the resulting tree structure to find and process those nodes with required data. An alternative somewhat simpler approach has the parser call back to the client code every time it completes the extraction of an element s tag and its attributes, or when it has isolated the content text in the body of an element. The client code that uses such a parser provides it with a link to a set of content handling functions, or a content handling object that implements a set of data handling methods. Whenever the parser has a complete data element ready for processing, it uses these links to call the appropriate method. For example, if the parser were processing a web.xml file such as:

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Table 3.2 The parameter values used in the calculations Quantity Linewidth enhancement factor Differential gain coefficient Photon decay rate Carrier lifetime Threshold pump rate Pump rate Symbol Value 3 1.19 103 s 1 7.2595 1011 s 1 2.0 ns 3.87 1017 s 1 1.05 Jthr

and HD3) and intermodulation distortion numbers (IM2 and IM3) are of great interest in characterizing circuits operating under nonlinear conditions It can easily be shown that, by passing a single-tone sine wave signal with frequency f1 through a circuit with second-order nonlinearities, a component with twice the frequency at 2f1 is created This component is referred to as the HD2 and it is usually specified in terms of its amplitude relative to the desired signal in decibels relative to the carrier (dBc) Similarly, by passing two equal-amplitude sine wave signals with frequencies f1 and f2 through the same circuit, frequency components at f1 f2 and f2 f1 would be created51 These components are referred to as IM2 components IM2 components are also typically specified in terms of their amplitude relative to each of the desired tones (in dBc) Note that even-order nonlinear terms can also generate DC terms.

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Figure 34 describes these concepts pictorially Note that second-order nonlinear components (HD2 and IM2) in a nonfrequency-translating and non-baseband circuit can be rejected by using a bandpass filter and may therefore not cause significant problems at the system level It is also important to note that even-order nonlinearities (including HD2 and IM2) in a circuit can be minimized by using differential circuits Ideal differential circuits will have infinite rejection of even-order harmonics since they possess an odd transfer function Mathematically it can be shown that the power series expansion of an odd transfer function will have no even-order terms Of course, in a practical circuit, imperfections in the layout symmetry would cause finite levels of even-order distortion components Similarly, by passing a single tone at frequency f1 through a circuit with third-order nonlinearities, components at 3f1 are generated (HD3).

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