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Closeness of agreement between test result and accepted reference value Closeness of agreement between independent test results obtained under stipulated conditions Precision under conditions where independent test results are obtained with same method on identical test items in same laboratory by same operator using same equipment within short intervals of time Precision under conditions where independent test results are obtained with same method on identical test items in same laboratory but by different analysts using different equipment over extended period of time Precision under conditions where test results are obtained with same method on identical test items in different laboratories with different operators using different equipment

policy w22, 26x Worst-case fair weighted fair queuing or WF 2 Q w26x, is one such example Recall that in a WFQ system, when the server chooses the next packet for transmission at time , it selects, among all the packets that are backlogged at , the first packet that would complete service in the corresponding GPS system In a WF 2 Q system, when the next packet is chosen for service at time , rather than selecting it from among all the packets at the server as in WFQ, the server only considers the set of packets that have started and possibly finished receiving service in the corresponding GPS system at time , and selects the packet among them that would complete service first in the corresponding GPS system Now consider again the example discussed in Figure 418, but in light of WF 2 Q policy.

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At time 0, all packets at the head of each session s queue, pi, 1 , i s 1, , 11, have started service in the GPS system wFig 418 ax Among them, p1, 1 has the smallest finish time in GPS, so it will be served first in WF 2 Q At time 1, there are still 11 packets at the head of the queues: p1, 2 and pi, 1 , i s 2, , 11 Although p1, 2 has the smallest finish time, it will not start service in the GPS system until time 2; therefore, it won t be eligible for transmission at time 1 The other 10 packets have all started service at time 0 at the GPS system; thus, they are eligibleSince they all finish at the same time in the GPS system wFig 418 b.

null-voltage position for the TM10 mode of the simple triangular microstrip antenna It is found that, due to the additional slot perturbation for the horizontal patch surface current path compared to the design in Figure 52(a), the surface current paths of the two orthogonal resonant modes are lengthened, which lowers their corresponding resonant frequencies By adjusting the cross-slot to have unequal arm lengths x and y and feeding the patch at a position along the lines inclined to the y axis with an angle of = tan 1 ( x / y ) [see Figure 52(b)], the two orthogonal resonant modes have equal amplitudes and a 90 phase difference, and compact CP operation is achieved The feed position at point C shown in the gure (with y > x ) is for right-hand CP operation and point D is for left-hand CP operation.

x, the tie-breaking rule of giving highest priority to the session with the smallest number yields p1, 2 as the next packet.

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The distance between the feed position and the slot center is denoted dp Several prototypes of the CP designs shown in Figure 52 have been implemented Experimental results for a typical case with right-hand CP operation are presented in Figure 53, where the measured input impedance is shown Note that, without the presence of a slot, the fundamental resonant frequency f 10 of the triangular microstrip antenna studied here is about 19 GHz The results show a dip in the impedance locus near 19 GHz, which indicates that two resonant modes are excited at very close frequencies (if the two modes are excited at frequencies far apart, a loop instead of a dip will be observed in the impedance locus; and if only one resonant mode is excited, there will be no dip in the impedance locus).

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