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kicks back in but starts up another algorithm as well (known as congestion control). When congestion occurs, a comparison is made between the congestion window size and the TCP advertised window size. Whichever is smaller, this number is then halved and saved in a variable known as the slow-start threshold. This value must be at least 2 segments unless the congestion was a time-out and then the congestion window is set to 1 (slow start). The TCP sender then can either start up slow start or congestion avoidance. Once ACKs are received, the congestion window is increased. Once the congestion window matches the value saved in the slow-start threshold, the slow-start algorithm stops and the congestion avoidance algorithm starts. This algorithm allows for more controlled (linear, not exponential like the slow-start algorithm) growth in transmission in that it multiples the segment size by 2, divides this value by the congestion window size, and then continually increases the rate based on this algorithm each time an ACK is received. This allows for growth on the TCP connection but at a more controlled rate The effects of these algorithms were dramatic on the Internet. All versions of TCP/IP software now include these algorithms and their effects are not only based on remote connections. These algorithms are placed into action between two stations on a local subnet as well.

Figure 8.1 Background coarse aerosol concentrations and composition for selected remote locations. Coarse aerosol is de ned as PM10 PM2.5 except for Puy de Dome where it is PM10 . Organic acids have been added to the OC fraction in the Amazon Basin and at Puy de Dome. They were not separately determined at the other places. In Sevettijarvi PM10 PM2.5 was <0 and thus set to 0.

= (1 + X + X )(1 + X + X 2 + X 3 + X 4 ) = 1 + X4 + X6 + X7 + X8 This is the BCH code CBCH (15, 7) with minimum Hamming distance dmin 5. Since the generator polynomial is of weight 5, the minimum Hamming distance of the BCH code which this polynomial generates is dmin = 5.

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The crux of the problem regarding calculating mixed inorganic/organic activity coef cients in aqueous systems stems from not being able to treat the complex interactions taking place in solution between the inorganic and organic fraction Clegg et al [12] highlights the two main limitations The rst is a lack of experimental data from which important interaction parameters can be derived The second is the lack of suitable theoretical approaches Attempts have been made to formulate a coupled thermodynamic approach for atmospheric purposes, namely the models of Ming and Russell [18] and Clegg et al [12] Most of the few organicelectrolyte models are designed for industrial purposes, and the compounds in these models are usually different from the major species found in atmospheric aerosols [114] With regards to the theoretical frameworks employed, the CSB model, already discussed in Section 661, can include neutral solutes.

1 Length (=2 32)

3.5.1.2 Compile Time Validation as follows:

However, it differs from alternative thermodynamic models such as those of Chen et al [147], Chen and Evans [148] and Ananth and Ramachandran [149], as it is based on a Margules expansion for the excess Gibbs free energy The latter models use the same Debye Huckel term as used by Pitzer and Simonson [107] but account for all the shortrange interactions by expressions based upon the local composition concept [24] Similar frameworks are discussed shortly Firstly however, as discussed by Clegg et al [12], the CSB mole fraction model has been developed to include neutral solutes as solution components, yet it is dif cult to apply as the presence of neutral solutes leads to the mixture being treated as a mixed solvent system This in turn necessitates the correction of calculated activity coef cients that requires data for pure organic components that are unlikely to be available [12].

Like Disneyland, a Quartz Composer document is never truly finished as long as there is imagination left in the world. If you want to play more with Quartz Composer, here are a just a few of the many interesting features you might want to investigate: Use a Lighting patch to get the nifty effect of shining a light on objects in your composition. Check out the Clip Library in the editor window to add a pulsating Apple logo or shimmering background. Add a Mouse controller to use the mouse to slide your objects around on the screen. This won t work in a screen saver because moving the mouse deactivates the screen saver. Grab a Random patch to feed random inputs to an object, such as the location values for a cube, to make it warp around the screen. Believe it or not, Quartz Composer can read RSS feeds and display them in a composition. For a stunning example of how this works, check out the RSS Visualizer screen saver that comes with Mac OS X Tiger. For more ideas about what you can do with Quartz Composer, check out the folder at /Developer/Examples/Quartz Composer. Quartz Composer is an amazing tool for creating beautiful images without any programming. Enjoy exploring everything it can do.

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