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A Photoshop legend goes, If you need to test your RAM, use Photoshop It will root out any inherent problems, as a good farmer roots out weeds Photoshop will put your RAM under stress, thus revealing any flaws, as few applications will do or so the legend goes The legend has spread because it s probably rooted in equal amounts of truth and folklore You may ask, where s the connection between this legend and Photoshop performance Well, if any of your RAM chips have gone south, as it were, Photoshop performance will degrade, and corrupted data may follow in its wake Photoshop relies very heavily on two things for good performance: masses of RAM and a fast scratch disk (which basically is hard disk space used to temporarily page data out of RAM).

The Note tool lets you insert a nonprinting note (such as a reminder to yourself or another designer) in text. After selecting the tool, click in any text to insert the note. The Notes panel opens, in which you can type the note and navigate to other notes. (See 19.)

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A dual processor can make a difference, but not all processes in Photoshop can take advantage of dual processors Therefore, you come back to RAM, and the more RAM you can allocate to Photoshop, the more it will use in order to process your images faster, relying less on the scratch disk, which can slow it down (as is discussed later in this chapter) However, Photoshop currently can make use of only 4GB of RAM Because of the limitation, the less you can waste in allocating to functions that you may not use, the more will be available for tools and commands before Photoshop starts to page data to the scratch disk There is good reason for Photoshop s being probably one of the most RAM-hungry programs Continuous tone images are made of pixels (picture elements) An average image can contain millions of pixels.

When you open a file or manipulate it in any way, Photoshop has to keep track of and update the information required to describe each pixel s color, luminosity, and location, among other things What s more, because of the method used for storing information about each pixel, as soon as you duplicate the pixels in order to work on an image, the resources required to keep track of the extra data have to be similarly multiplied Furthermore, now that Photoshop supports most operations on 16-Bits/Channel files, the resources needed to simply open a file in 16-bit mode need to be doubled Then there are the files in Large Document Format (PSB), 32-bit files in High Dynamic Range (HDR) files, and on and on So, anything you can do to speed the workflow will help you accomplish your tasks in Photoshop that much quicker..

SELECT YEAR(orderdate) as year, MONTH(orderdate) as mon, COUNT(DISTINCT ol.productid) as numprods, AVG(unitprice) as avgprice, SUM(ol.numunits) as numunits FROM orders o JOIN orderline ol ON o.orderid = ol.orderid JOIN (SELECT * FROM product WHERE productgroupname = BOOK and fullprice = 20) p ON ol.productid = p.productid GROUP BY YEAR(orderdate), MONTH(orderdate) ORDER BY 1, 2

8

not be confused with the color indices of the matrix U , which will not be displayed henceforth except where necessary. The relation

to be anomalously well mixed It is also signi cant that side-sampling thieves rely on particle ow into the sampling cavity to obtain particles; consequently, free- owing or smaller particles can ow into the sampling cavity more readily than more cohesive or larger particles These observations are quanti ed in Figure 15-4b that shows the fraction of smaller beads in samples obtained using a side-sampling thief in separate experiments in which 60 m particles are initially arranged in a single thick layer over a bed of 200 m particles The thief obtains samples almost entirely consisting of the smaller species, irrespective of the actual concentration at the sampling location Sampling problems that arise from differences in particle ow into the sampling cavity can be mitigated through the use of end-sampling thieves, such as the one shown in Figure 15-5.

and the second line reads:

For these thieves, the sampling tube is inserted to a desired depth in the bed, an aperture at the distal end of the probe is opened, and then the probe is pushed deeper into the bed to capture the sample; closing the aperture allows extraction of the sample Particles are actively forced into the cavity rather than passively owing into it, as in side-sampling thieves Thus, this device is relatively free of differential sampling problems caused by differences in particle owability However, Figure 15-5a demonstrates that these devices are typically bulky and consequently entrain and disturb considerable material during their insertion For the case discussed here, the resulting sample concentration measurements (Figure 15-5b) are improved over those of the side-sampling thief but remain very inaccurate, as data consistently overestimates mixture quality.

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