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We define relations between phasors after the el'W1 term has been eliminated as "phasor, or frequency domain, anal ysis." Thus, we have transformed a set of differential equations with sinusoidal forcing functions in the time domain into a set of algebraic equations containing complex numbers in the frequency domain. In effect, we arc now faced with solving a set of algebraic eq uations fo r the unknown phasors. The phasors are th en simpl y transformed back to the time domain to yield the solution of the original set of differential equations. In addi tion, we note that the solution of sinusoidal steady-state circuits would be relatively simple if we could write the phasor equation directly from th e circuit description. In Section 8.4 we will lay the groundwork for doing just that. Note that in our discussions we have tacitly assumed that sinusoidal functions would be represented as phasors with a phase angle based on a cosine function. Therefore, if sine functions are used, we will simply employ the relationship in Eq. (8.7) to obtain the proper phase angle. In summary, whi le ve t ) represents a voltage in the time domain, the phasor V represents the voltage in the frequency domain. The phasor contains on ly mag ni tude and phase information, and the frequency is implicit in th is representatio n. The transformation from the time domain to the freq uency domain, as well as the reverse transformati on, is show n in Table 8. 1. Recall that the phase angle is based on a cosi ne function and, therefore, if a sine function is invo lved, a 90 shift factor must be employed, as shown in the table.

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Now that we have covered the broad outlines of the cloud technology stack, let us turn our attention to the basic forms in which it is/ will be deployed. While this is an area of rapid innovation rapid

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A Diffserv context can be stored in the ILM for each incoming label Also, the NHLFE may also contain any other information needed in order to properly dispose of the packet In accordance with this, a Diffserv context can be stored in the NHLFE for each outgoing label that is swapped or pushed This Diffserv context information is populated into the ILM and the FTN at label establishment time If the label corresponds to an E-LSP for which no EXP l PHB mapping has been explicitly signaled at LSP setup, the set of supported PHBs is populated with the set of PHBs of the preconfigured EXP l PHB mapping If the label corresponds to an E-LSP for which an EXP l PHB mapping has been explicitly signaled at LSP setup, the set of supported PHBs is populated with the set of PHBs of the signaled EXP l PHB mapping.

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If the label corresponds to an L-LSP, the set of supported PHBs is populated with the set of PHBs forming the PSC that is signaled at LSP setup When the ILM or the FTN maps a particular label to a set of NHLFEs that contains more than one element, exactly one element of the set must be chosen before the packet is forwarded In accordance with this, an incoming label FEC may be mapped, for Diffserv purposes, to multiple NHLFEs for instance, where different NHLFEs correspond to egress labels supporting different sets of PHBs. When a label FEC maps to multiple NHLFEs, the Diffserv LSR must choose one of the NHLFEs whose Diffserv context indicates that it supports the outgoing PHB of the forwarded packet When a label FEC.

210 In this respect, Structure1, which utilized theadaptive CIR estimator provided a better performance, when compared to that of Structure 2, which involved the adaptive DFE, as evidenced by Table 310 Furthermore, the complexity Structure 2 was higher than that of of Structure 1,which was studied in Section 34 However, these experimentswere conducted in a fast start-up environment, where adaptation was restricted to the duration the training seof quence length By contrast, if the adaptation was invoked over the entire transmission frame using a decision directed scheme, the complexity advantage of Structure 1 was eroded, as discussed in Section 35 The application of these fast adaptingand accurate CIR estimators was crucial in a wideband AQAM scheme, where the CIR variation across the transmission frame was slow.

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