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Figure 3.16. Signals detected at PIN1 and PIN2. The Q-switch is clari ed by the periodicity in the round-trip times of the signals. This measurement was made with xenon as SBS material. The lengths of the start and SBS resonator were tuned to the Brillouin length of xenon, LB 53.6 cm: Lstart 4LB and LSBS 3LB. The re ectivity of the start resonator mirror was 50%.

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Frequency multiplication is performed by generation of upper harmonics of a fundamentalfrequency input signal; this is obtained by excitation of strong nonlinearities within the semiconductor device In the case of active devices, these are usually the nonlinearities in the output current characteristics [15 21] In particular, current clipping caused by pinching off the channel is most used because of the high distortion introduced, the low or zero-bias current dissipation and high reliability of operation; this is roughly equivalent to Class-B or Class-C operations in an ampli er and similarly yields a conversion gain in the order of 6 to 9 dB less than the fundamental-frequency gain, at least in principle [16] Other strong nonlinearities are less practical: for instance, current clipping by gate-channel junction forward conduction requires Class-A biasing and therefore high DC power dissipation, and causes possible gate junction damages; however, gain is higher than that near pinch-off.

0.2

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5 we go into the details of ongoing research into planning as problem solving by intelligent systems In Section 186, this is extended with the concept of multiresolutional reasoning We continue this approach in Section 187 where we emphasize the combination of planning and learning Learning as a source of representation and its relation with problems of planning is discussed Section 188 summarizes the essence of the planning approaches when looking from the perspective of a planning actor as a learning, problem solving entity In Section 189 we give some points for a planning research agenda From the six common elements we described earlier, the emphasis in this chapter is on the planning entity (I), the planned entity (II), the overlap between the two (III), and the organization and the context (V).

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Another very strong nonlinearity, that is gate-drain or channel breakdown, is never used because of reliability problems, in addition to the necessity for high bias voltage The effect of nonlinearities other than the transconductance modulation has been investigated [16, 20, 22, 23, 24], leading to the conclusion that a possible alternative is the modulation of the output conductance (see also 7) Other nonlinearities, for example, those due to nonlinear gate-source and gate-drain capacitances, are less effective for harmonic generation, giving a minor contribution to frequency multiplication However, the presence of reactive feedback elements within the active device can not only enhance the harmonic generation but also give rise to instability problems and must be taken into account for comprehensive and reliable multiplier design.

These contour lines are planes of equal height and the sensitivity of the measurement is determined by a. The larger the angle a, the smaller the contour interval. If a 90 , then the contour interval is equal to p, and the sensitivity is a maximum. The reference plane will be parallel to the direction of the fringes and perpendicular to the viewing direction as shown in Figure 16.12. Even though the maximum sensitivity can be obtained, a 90 angle between the projection and viewing directions will produce a lot of unacceptable shadows on the object. These shadows will lead to areas with missing data where the object cannot be contoured. When a 0, the contour interval is in nite, and the measurement sensitivity is zero. To provide the best results, an angle no larger than the largest slope on the surface should be chosen.

Terminations presented to the active device belong to two basic types: at the signal input and output ports, that is, gate/base port at fundamental frequency and drain/collector port at the desired harmonic frequency; and the other ports, usually limited to the secondor third-harmonic frequency, while ports at higher frequencies are shorted or opened For the rst type, conjugate match allows maximum power transfer, and, therefore, most ef cient conversion; since the device operates in nonlinear regime, large-signal impedances (or equivalent) must be used For the second type, often called idler ports, reactive terminations are a natural choice for minimising power dissipation Terminations at harmonic frequencies at the input port are sometimes neglected (ie shorted), assuming that the contribution of nonlinearities in the input mesh is minor; in the following, it is shown that this is not usually true.

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