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The task of localization is performed immediately after deployment. If the sensors are considered stationary, localization is a one-time operation.1 Unlike the vast majority of existing protocols that rely heavily on multilateration or multiangulation and on the existence of a minimum of three anchors with known geographic position, our protocol only requires one anchor the TA whose role can be played by a collocated sink. The key idea of our protocol is to allow each sensor to determine its position in a polar coordinate system centered at the TA. In particular, each sensor determines its polar angle with respect to a standard polar axis as well as a polar distance to the TA. Referring to Figure 4.2, assume without loss of generality that the TA is centrally located.2 The TA knows its own geographic coordinates, is not energy constrained and it has (highly) directional transmission capabilities. For some predetermined time, the TA transmits a rotating beacon, as illustrated in Figure 4.2. The rotation is uniform with a period of T time units, known to all the sensors in the deployment area. Every time the beacon coincides with the polar axis the TA transmits a synchronization signal on a channel l, known to the sensors. In outline, the protocol is as follows. A generic sensor a wakes up according to its internal clock. It listens to channel l for T time units. Let t0 be the moment at which



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where Pi is the partial pressure of component i over a solution, Pi0 the saturation pressure of component i and X i the mole fraction of component i in solution. This simple formulation shows that the equilibrium pressure of a component over a solution is directly proportional to its mole fraction in solution. However, empirical studies of vapour pressure curves of binary liquid mixtures show that this rule actually represents limiting behaviour and intermediate compositions actually deviate positively or negatively from Raoult s law. Another feature is that for the other component, the equilibrium pressure has a nite slope as its mole fraction in solution approaches zero. This is represented by Henry s law: Pi = Hi X i (6.16)





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NEW DEVELOPMENTS IN GENETICS AND AGING How and where do aging and health psychology researchers learn to use the exploding new information, and where do we have data already applied to aging problems While genes are xed at birth, they can have different effects at different ages and interact with environments differentially at different ages, and furthermore, behave differentially in different populations. There are age-related changes in heritability, that is, in the amount of variance in a population due to genetic variance. In addition to age related changes in heritability, it is quite possible that different genes or different combinations of genes are operative at one part of the lifecycle and inoperative at another. McClearn and Heller (2000) discuss intersections of genetics and aging. Psychologists look to genetics for the sources of individual differences in rates and patterns of aging. They illustrate their discussion with ndings from the Swedish Adoption/Twin Study of Aging that has the advantage of twins raised apart by unconfounding genetic and environmental similarity in comparing twins raised together and raised separately. Greater resemblance in twins raised

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One thing that is convenient about dBs is that when we have networks in series, each with a loss or gain given in dB, we can simply sum the values algebraically. Likewise, we can do the converse: We can break down a network into hypothetical networks in series, so long as the algebraic sum in dB of the gain/ loss of each network making up the whole is the same as that of the original network. We have a good example with the preceding network displaying a gain of +9-dB. Obviously 3 3 9. We break down the +9-dB network into three networks in series, each with a gain of +3 dB. This is shown in the following diagram:

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Furthermore, let s assume that when the link between C2 and C3 fails, C4 and C5 have voted to commit the transaction but C1 and C2 have not voted yet When the network becomes partitioned, C3 assumes that C1 and C2 have failed and starts its termination protocol Since C4 and C5 are ready to commit, C3 will commit the transaction on the computers in its partition On the other hand, C1 and C2 realize that they have lost communication with the coordinator and elect a new coordinator, say, C1 If both C1 and C2 are also ready to commit the transaction, there should be no problem and the database will remain consistent But, if C1 or C2 vote abort, they will abort the transaction, which results in an inconsistent database across the two partitions.

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