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DFCA hopping mode provides full radio channel selection freedom for the DFCA algorithm and therefore the optimum performance. The synthesised frequency hopping with DFCA RRM consists of a BTS that is con gured for synthesised hopping with a xed DFCA MA list and xed pre-planned MAIOs for each transceiver (TRX). Because of the xed MA list and the xed MAIOs, the DFCA algorithm has limited freedom to choose the most suitable channel for each connection. Each timeslot in every TRX has already a xed MA list and MAIO that cannot be dynamically changed. Thus, the DFCA algorithm can only select the most suitable timeslot from all the free timeslots. In low load situation, the number of free timeslots is high so DFCA is able to optimise the performance quite effectively. However, in high load situation only a few timeslots may be available severely restricting the possibilities to nd a suitable radio channel and therefore degrading the performance. The baseband frequency hopping with DFCA is very similar to the synthesised hopping case. Also, with baseband hopping the MA list and the TRX MAIOs are xed. The only additional restriction with baseband hopping is that the MA list must contain as many frequencies as there are DFCA TRXs in the base station. If the number of the DFCA TRXs is low, this will limit the frequency diversity gain and therefore cause further performance degradation. With both synthesised frequency hopping and baseband frequency hopping, a basic frequency planning must be performed. In synthesised hopping, the MAIO reuse must be planned and in the baseband hopping the allocation of DFCA MA lists to different BB hopping BTSs must be decided. The quality of this underlying frequency plan determines maximum achievable quality during the busy hours.

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returning Newton s law of viscosity: yx = U U F = = A y y (2-7)

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Surprisingly, you don t change the color of text with a style called font-color. Given that every other style modification is done with font-something, it took me a while to remember that color is changed by simply using the attribute color:. Throughout this chapter, I have shown many examples of color specifications, but they ve all been specific by color name. In fact, there are a bunch of ways you can specify a color within CSS, some of which are explained in more detail in 7 and all of which are listed in Table 4-2.

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3. In Section 8.3.3, the differential scattering cross section was introduced. a. What is its physical meaning and what are its units b. Figure 8-20 represents the basic picture of a classical scattering trajectory, viewed from the frame of reference of the target particle. In the figure, R is the distance of closest approach, b is the impact parameter, and 8 is the defection angle.

Data from Grace indicate that elongational ow is more ef cient at breakage than is simple shearing ow. The ow in most motionless mixers is a combination of shear and elongation. An interesting comparison of several commercially signi cant static mixers utilizing ow numerical analysis is provided by Rauline et al. (1998). The investigation compares mixers using criteria of extensional ef ciency, stretching, mean shear rate, and intensity of segregation. Highest ef ciency-creating dispersions with static mixers are achieved by designs with high extensional ef ciency throughout the mixer volume. If the region of high extensional ef ciency is segregated within the mixer volume, there is no guarantee that the drop to be dispersed will pass through it, and the mixer ef ciency is reduced. Two designs of commercial signi cance in this area of application are the SMX and ISG. Use of the ISG is limited due to its high pressure drop versus that of the SMX and other designs. Note that after the dispersion is created, distributive mixing of the discrete drops is often required to achieve a uniform mix. This can be done at a lower energy expenditure than that required to create the dispersion initially.

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