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Recently, Kuperberg [538] gave a O(2 n) algorithm for the dihedral HSP The algorithm was an interesting modi cation of the standard algorithm Other computational problems that are potential targets for quantum algorithms are the nonsolvable group membership, the McElise cryptosystem, and the learning AC0 circuits A di erent approach to designing quantum optimization algorithms via adiabatic evolution was proposed by Farhi et al [539] Initial e orts in this direction concentrated on the question about whether adiabatic optimization could solve NP-complete problems such as variants on SAT in polynomial time Surprisingly, query lower bounds do not rule out this possibility [481] However, van Dam and Vazirani [540] and more recently Reichardt [541] gave classes of SAT instances for which the spectral gap is exponentially small Nevertheless, Farhi et al [542] showed that adiabatic quantum.

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frequency f 1 is decreased and is lower than 1900 MHz On the other hand, the higher frequency f 2 is very slightly affected by the variation in the spur-line length and is about the same as the frequency f 10 of the simple triangular microstrip antenna This is because the embedded spur lines are parallel to the excited patch surface current path of the TM10 mode, and thus a very small perturbation in the TM10 mode can be expected Such different effects of the spur-line length on f 1 and f 2 provide the present design with a tunable frequency-ratio range of about 12 21 It can be seen that the optimal feed positions in this design are almost about the same, which indicates that the feed position is insensitive to the variation in the spur-line length Radiation patterns at the two operating frequencies were also measured.

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and we have the relation of R1 + W + 1 mm = R2 . That is, in the present design, there exist two circular patches of different radii R1 and R2 . It is then expected that, with a suitably chosen feed position (see Figure 4.21, at a distance dp from the disk center), two resonant frequencies associated with the TM11 mode of a circular microstrip antenna can be excited; thus, dual-frequency operation with the two frequencies having very similar radiation characteristics is possible. The antenna described in Figure 4.21 has been experimentally studied [13]. Figure 4.22 shows measured return loss for constructed prototypes with various slot

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a short dwell time or come from complete ending trains Departing shunt units are units that are coupled onto through-trains or form complete starting trains The related shunting processes are depicted in Figure 152 These related processes make the train units ow through the shunt yard between arrival at and departure from the station It is mandatory that train units be checked every 48 hours for defects This check can be done locally at the stations Furthermore, all train units that lay over at a station with internal cleaning facilities should be cleaned internally Finally, train units should be cleaned externally on a regular basis, which takes place at a socalled train wash, which is available at some stations Routing of the train units takes place from the platform to the shunt yard and back.

It is observed that the two operating frequencies have the same polarization planes (x z plane) and similar broadside radiation characteristics In addition, probably owing to the spur-line perturbation, the radiation pattern of the lower operating frequency has a relatively larger cross-polarization component than that of the higher operating frequency 4333 With a V-Shaped Slot Dual-frequency operation of a slotted triangular microstrip antenna incorporating the use of a thick foam substrate has been presented [26] Figure 447 shows the proposed geometry with a V-shaped slot embedded in the triangular patch The triangular patch is equilateral with side length L.

The V-shaped slot has dimensions 1 , 2 , w 1 , and w 2 , where 1 and 2 are, respectively, the lengths of the outer and inner edges of the V-shaped slot and w 1 and w 2 are, respectively, the distances of the outer and inner edges of the V-shaped slot away from the patch edge The V-shaped slot is centered in the triangular patch, with the slot tip facing the.

You ve already created 3D lines by specifying 3D coordinates for the endpoints. The LINE command is a true 3D command because it accepts 3D coordinates. However, many commands cannot accept 3D coordinates. For example, you cannot place the center of a circle on

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