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K-edge absorption effects of two or more materials can be used in conjunction to achieve special conditions, as shown in Figure 15-17 for a holmium filter and iodine contrast. The attenuation coefficient of iodine increases dramatically at the 33.2 keV K edge of iodine, and then decreases. The attenuation coefficient of holmium decreases steadily from about 33 to 55.6 keV (the K edge of holmium), at which point attenuation by holmium increases dramatically to efficiently remove photons above this energy. This creates a window from 33 to 55 keV in which the high transmission by the holmium filter overlaps the region of high attenuation by iodine. The effect in barium would be almost identical for improving film contrast, except that its K edge is at 37.5 keV.

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lOA. THE ORIGIN OF THE MICROWAVE BACKGROUND (ADVANCED)

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+ Clearly, the coef cients of the expansion are functions of the bias point. The values of the coef cients are found by intermodulation measurements with low-frequency (in the 100-MHz range) two-tone test voltages: one sinusoidal voltage at the rst test frequency is applied to the gate (or base) of the transistor, and a second sinusoidal signal at a second, very close test frequency is applied to the drain (or collector), as in Figure 3.58. The amplitudes of the test signals are small enough for a Volterra series representation of the intermodulation phenomena to be valid. By selectively shorting some harmonic and intermodulation frequencies at the ports of the device and by expressing the spectral powers for the extraction as functions of the Taylor series expansion, it is possible to use the power of the intermodulation signals coming out of the device at intermodulation frequencies for the selective and successive identi cation of all the coef cients of the Taylor series expansions. This is obtained by inversion of the Volterra series expressions for the intermodulation terms that include the coef cients; the technique is similar to the nonlinear current method (see Section 1.3.1). Since the measurements are absolute values (powers), some care is required for the identi cation of the sign of the coef cients. The instrumentation required for the measurements is very limited: the characterisation frequency (in the 100-MHz range) is high enough to avoid low-frequency dispersion, but

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once more that the shape of the Ronchi fringes is not directly related to the shape of the surface but rather is related to the transverse aberration function The photographs were taken with a normal photographic camera focused on the surface plane because the fringes we want to study are precisely in that plane Nowadays a CCD detector with a lens system can be used, and the Ronchigram can be stored in a computer, for further fast processing, sometimes combined with the use of a liquid crystal device (Luna-Zayas et al 2006) When testing an aspheric mirror, care should be taken that the transverse dimensions of the caustic (see Appendix I) are small enough so that all the light goes through the observing eye or camera Many a times the waist of the caustic is so big (ie.

5.5. MULTI-ACTOR PLANNING 5.5.1. Characteristics of Planning in a Multi-actor System In a multi-actor system the entity that makes the plan generally is a multi-actor system. The planned entity, the entity that performs the plan, is also a multi-actor system, possibly different from the planning entity. In a multi-actor system, planning is characterized by four aspects: 1. Multi-actor plans are distributed, which means that they generally are represented at many places: in the minds of actors and in the documents that actors use (see this section). 2. The planning process aims at creating or maintaining coordinated behavior or social order by creating social constructs in the forms of plans (see this section). 3. The planning process is characterized by problem solving intertwined with negotiation. In this process, social constructs (plan elements) emerge out of resolving potential con icts (see Section 5.5.2). 4. In the planning process, actors determine the acceptability of a proposed course of action by estimating their share in the costs and bene ts of the resulting cooperative activity. Much in the same way the actors set boundaries to the planning activity itself by an estimation of its costs and bene ts (see Section 5.6). In a multi-actor system, a plan can be centralized, distributed, or shared based on where it is represented (Durfee, 2001, p. 139; Wooldridge, 2002, p. 218). Furthermore, we can distinguish actor plans from coordinating plans. A centralized plan

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