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conversation jumps from frequency to frequency on a seemingly random basis. In noise modulation, the actual signal is combined with a carefully crafted noise signal that disguises it. The otherwise narrowband signal, shown in Figure 6-17, is spread across a much wider channel typically on the order of 1.25 MHz. The bits in the data stream are combined with noise bits to create a much broader signal, and as before, only the base station and the communicating devices know the code that must be used to extract the original signal from the noise. The code is sometimes called a chipping code, and the technique is referred to as producing a chipped signal. One way to think about this technique is as follows. Imagine that you have just been appointed Ambassador to South Africa (Congratulations!). As part of your predeparture indoctrination you have learned that the country has 11 official languages: Afrikaans, IsiNdebele, IsiXhosa, IsiZulu, Northern Sotho, Sesotho, Setswana, SiSwati, Tshivenda, Xitsonga, and English. Upon arriving in the country, you attend a reception in your honor, and in attendance are dignitaries from the many regions of South Africa, all speaking their local language over glasses of mampoer and South African wine. The room is filled with people and the cacophony of eleven distinct languages is simply noise to your ears. Suddenly, however, from across the room, emerging from the general din, you hear someone calling to you. From across the ballroom your newly appointed aide de camp is talking to you in English at a normal level, yet you understand her perfectly.

Figure 1-8. With GL_TRIANGLES, you have two separate polygons drawn individually. With GL_TRAINGLE_STRIP, all the polygons are connected, so you have to basically put two degenerate triangles in between the two separate quads.

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Downloaded from Digital Engineering Library @ McGraw-Hill (www.digitalengineeringlibrary.com) Copyright 2004 The McGraw-Hill Companies. All rights reserved. Any use is subject to the Terms of Use as given at the website.

Using degenerate triangles makes the code just ever so slightly more complex for very little practical gain. I always pick the simpler of two choices, so you are going to stay with GL_TRIANGLES in this chapter.

6

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If you understand this description, then you understand noise modulated spread spectrum. These two techniques, FHSS and DSSS, formed the functional basis of the original wireless LAN standards that ultimately coalesced into the phenomenon known as Wi-Fi.

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You have preloaded your particles, so now you need to assign your textures:

Today several 80211 standards exist 80211b and 80211g devices transmit in the unlicensed 24 GHz range, while 80211a devices transmit at 5 GHz Needless to say this presents a radio compatibility problem that had to be overcome As far as implementation history is concerned, 80211b was the first version of the Wi-Fi standard to reach the market It is the least costly and offers the lowest bandwidth of the three, transmitting in the 24 GHz spectral band at speeds up to 11 Mbps Next in the developmental lineup was 80211a Operating at 5 GHz, it can handle transmission speeds up to 54 Mbps Its biggest challenge, however, was its incompatibility with the widely accepted 80211b To remedy this, 80211g was introduced, which operates in the same 24 GHz band as 802.

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-(void)setParticle:(NSString*)atlasKey { BBTexturedMesh * quad = [[BBMaterialController sharedMaterialController] quadFromAtlasKey:atlasKey]; self.mesh = [[BBTexturedMesh alloc] init]; [(BBTexturedMesh*)mesh setMaterialKey:quad.materialKey]; [(BBTexturedMesh*)mesh setAtlasKey:quad.atlasKey];

11b but offers transmission rates at speeds equivalent to 80211a upward of 54 Mbps As a result, it is not only compatible with 80211b but also benefits from the lower cost, unlicensed spectrum at 24 GHz To achieve the high-bandwidth levels that these systems offer, innovative data encoding techniques are used One of the most common, employed in 80211a and 80211g, is called orthogonal frequency division multiplexing (OFDM) OFDM divides the radio signal into multiple subsignals, which are then transmitted simultaneously across a range of different frequencies to the receiver 80211b, on the other hand, uses a different encoding technique called Complementary Code Keying (CCK) As one knowledge base defines it, complementary codes are binary complementary sequences with the mathematical property that their periodic auto-correlative vector sum is zero except at the zero shift.

We conclude the chapter by noting the spectrum of states seen in the different sectors, and describing how these are different in type II A and type II B string theories. For those with a background in differential geometry or general relativity, forms are odd in type II A theory and even in type II B theory.

And while that definition may set the engineers in the audience all aquiver, it makes me feel like I m reading the bridge column in the newspaper So, in English, CCK is simply a technique that creates a set of 64, eight-bit code words that encode data for 11 Mbps data transmission in the 24 GHz band (80211b) These code words are mathematically unique so that they can be distinguished from one another by the receiver, even when there is substantial noise and multipath interference As a result, CCK-based systems can achieve sub-.

You will grab a prebuilt quad from the material controller (more on this in a moment). You don t want to set your mesh to be the same as the quad s mesh because you are going to be mucking with the internal bits of our mesh. Instead, you will make a fresh one and copy over the parts you care about:

Type II A and type II B string theories have the same NS-NS sector. The spectrum of states in the NS-NS sector is A scalar eld which is the dilaton described in the last chapter (1 state) An antisymmetric gauge eld with 28 states A symmetric traceless rank two tensor G (this is the graviton) with 35 states

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