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The length of the time of the normal phase is dominated by the transmission time of those (1 )(n m) behaved STAs. The total backoff time consumed in the normal phase is h n + 1, regardless of the value m. Hence,

(10.2.39)

and Ri = T - Ti is the vector pointing from the ith dipole to the observation point. In the far field direction ks , we have IRil = r-k s 'Ti and using (10.2.38) and (10.2.39) (10.2.40) where

(10.2.41) (10.2.42)

(10.2.43)

is a vector independent of i. The total scattered field is the sum of the radiation fields of all the dipoles. Hence,

normal recovery Tn,m = Tn,m + Tn,m normal Tn,m = tn poll + (h n + 1) Slot + (1 ) (n m) (tRTS + tCTS + 2 SIFS + (1 ) frame num/2 (tdata recovery + tnull frame )Tn,m = [m + (n m)] [(t1 poll

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If we refresh the row in the bdrb_job_queues table that represents the task we just processed, we see that it has been updated My started_at column has the value 2009-07-19 22:52:26, and the finished_at column has the value 2009-07-19 22:52:56 As we predicted earlier, they are 30 seconds apart If you re observant, you will notice that a few other columns also got updated, including the job_key column The value of my job_key column is now finished_ 1248043976_My Amazing Widget BackgrounDRb updates this column and prepends the word finished as well as the timestamp of completion to the key we supplied Because of this we now can reuse the job_key, should we so desire This is useful if you have recurring tasks that happen periodically So with those few simple changes to the controller, and the generation of our new worker, we quickly got database persisted tasks working Now we can feel confident when we go out and sell all those Amazing Widgets!

(10.2.44)

(Is)

J;J; }

(10.2045)

(21.10)

+ ~~J;J;

We decompose Is into coherent and incoherent intensity,

(IEs I )

(10.2.46)

(1,)

frame + SIFS)

N N + ~~(.I,.J;) }

As you ve seen, offloading heavy and/or slow processes to BackgrounDRb can make your application a lot more useable and user-friendly We can easily fire and forget these tasks and just let them complete in their own time But how do we find out the current status of those tasks What if we want to get the final result of some long-running

(10.2.47)

(Is) =

+ N(N -

1) j dri j drjP2(ri, rj)eia.(ri~rJ)

+ 2 Slot) ERR1 poll + (t1 poll + 2 Slot + tRTS + tCTS + 2 SIFS + (1 ) frame num/2 (tdata frame + SIFS) + tnull frame ) (1 ERR1 poll )]. The superpoll can poll a group of STAs together as the CF-Multipoll and the CP-Multipoll. In the superpoll, the polled STA will attach the poll records of those polled ones whose polling orders are after it to its current transmitted data frame. This scheme can be considered

(10.2.48)

where P2 (ri, rj) is the joint probability density function of particles located at ri and rj. On the other hand, the coherent field is, from (10.2.44)

(E s )

(10.2.49)

Letting 1 p(ri) = y _. _.) _ g(ri,rj) P2 (r~, r J y2 where g(r) is the pair distribution function, we have (10.2.50) (10.2.51)

calculation What if we just want to let the user know via some fancy AJAX on the page when his or her widget has finished being generated Well, BackgrounDRb has you covered BackgrounDRb supports the popular caching system Memcached7 Using Memcached we can easily place updates for and results of our tasks in the cache so that other services can come along, query, and take appropriate action based on what is in the cache Using the hooks to Memcached is easy First we need to update our backgroundrbyml file to tell BackgrounDRb where to find the Memcached servers:

Table 21.1 System and poll-related parameters. (Reproduced by permission of IEEE [43]) Parameter Channel rate PHYheader MAC header Slot SIFS DIFS PIFS Superframe CFP Max Duration frame num ldata frame(octets) lnull frame(octets) lsingle poll(octets) ln poll(octets) n BER h, the number of PCs operating in the overlapping space InitBT( s) Value 11 Mbs 192 b 272 b 20 s 10 s 50 s 30 s 25 s 20 s 3 200(default), 400, 600, 800 34 34 16 + 8n 1 20 10 3 , 10 4 , 10 5 (default), 10 6 0.2 (default), 0.4, 0.6, 0.8 1, 2 (default), 3, 4 90(default), 110, 130, 150

(E s) =

(10.2.52)

(Is)

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