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costly than smaller optical components Some of the benefits of the large transmit beam may not be of any significance for the particular application being considered For example, for short-range links, the effect of scintillation is insignificant Transmit Beam Divergence Transmit beam divergence measures the degree of beam spreading as it propagates away from the transmitter Divergence is the property, measured in degrees or radian, that identifies the spreading factor of the transmit beam The smaller the divergence, the less spread out the beam is In any wireless communication system, such spreading of the signal is one of the greatest sources of signal loss To illustrate the point, consider Figure 92 where two FSO systems are located a half mile from each other Let s assume the transmit beam divergence is about 1 degree, a typical value for an FSO system By the time the signal arrives at the location of the receiver, the transmit beam would have spread enough to create a beam 46 ft in radius Unless a receiver with a diameter of 46 ft is used to collect all the light, an impractical proposition, any practically sized receiver would not be able to collect most of the signal In fact, in the case of this example, a typical FSO system with a 6-in diameter receiver would be able to collect only about 1/10000th of the total power arriving at the receiving end Significantly reducing divergence requires higher precision optics and a higher precision manufacturing process For example, to recover 1/10th the transmitted signal by a 6-in receiver at a distance of 05 miles from a transmitter, the transmitted beam needs to have a divergence of about 0034 degrees Such a system requires much more precise components and manufacturing processes than a system with 1 degree of divergence Though technically feasible, the cost of such high precision systems may not make them economically viable in all applications Systems with a narrower beam divergence also pose a significant challenge to the task of aligning FSO links and maintaining alignment during their operation For example, for the system with 0035 degrees divergence, a deflection of the transmit beam by as little as 0035 degrees can mispoint the transmit signal away from the receiver As explained later, such mispointing is quite common, but mechanisms to maintain alignment within such small angles, though technically feasible, can be very costly Receive Optics The receiver optics serve purposes exactly complementary to those of the transmit optics The receiver optics collect the light signal and focus it onto the detector (or into the fiber-optic cable in the case of a passive system) They are made out of combination of one or more lenses and/or mirrors From all perspectives, the receive optics in FSO systems serve the same purpose as antennas do in RF wireless systems they collect the signal The receive optics are characterized by two key parameters: the receive aperture and the field of view (FoV) A simple form of receive optics is illustrated in Figure 93 Receive Aperture Receive aperture is the diameter of the receiver through which the received signal is collected It is, therefore, a key factor in determining the amount of light collected by the receiver A receiver with twice the receive aperture can collect.

called retained-mode drawing. Conveniently, modern graphics cards know how to draw circles too, so WPF can pass that information to the card to do the work. But screens these days don t know how to draw circles. Everything eventually does get turned into dots, but it s done at the last point of contact, not the first, and that makes a huge difference. Interestingly, monitors used to be able to draw vector-based images (although circles were pushing it). If you ever played some of the old video games like Asteroids or Battle Zone, those games did everything by constantly redrawing vectors to the screen.

The sizeof(u_var) will be 4 bytes long At run time, it does not matter what u_var is actually holding; all that matters is the size of the largest variable it can hold, because the union must be as large as its largest element