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23. Switch back to Shaded display. 24. If you do not have a RealView-capable computer, then skip this step. Ensure that the RealView button in the View toolbar is depressed. RMB click the Material folder in the FeatureManager. Select Edit Material, and then select Steel, AISI 304. Rotate the part. Notice that the finish is semi-reflective. Click the check mark icon to accept the change. 25. Turn the part over, select the bottom face, and apply an Appearance from the Task Pane. In the top panel, expand Appearances, Metals, Steel, and then select Wrought Steel. Apply the appearance just to the bottom face. The rest of the part should retain the semi-reflective surface, as shown in Figure 5.23. Click the check mark icon to accept the change.
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is marked in Figure 16.8 and listed in Table 16.3, which is applied in RFIC layout currently.
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I now had to walk back in my house, a trip of 20 feet, and explain to my wife, that Well, you know I m restoring my thirty-sixyear-old Porsche, so as a rst step I . . . er, um . . . just spent three thousand on a twenty-four-year-old Mercedes. I am now down to 15 feet and wondering what might go wrong with a 24-year-old car in the rst few months Anything, I decide. Ten feet and closing and beginning to sweat. Then I have a good idea. Why not buy Lazlo s $900 car for parts, hedging the risk of major mechanical calamity Five feet. Had I done that, I would no doubt have a junk Mercedes sitting in my front yard to this day. Then I have a sophisticated idea. I know just how to mitigate the risk. I enter the house with supreme con dence. Sweetheart, I say, I just picked up a great car for three thousand dollars. What was my risk mitigation strategy I bought a call option on Lazlo s Mercedes. And how would you negotiate the price of such an option Lazlo, I ll give you fty bucks to hold on to that piece of junk for six months during which time you agree to sell it to me for $900 if I need it. (I gured there was no law against writing an American option on a European car.) But Lazlo knew his option theory. Too long, he said, three months for $100. And I knew my Mercedes Theory: If there were no loud, clanking noises in the rst three months, I was probably home free. The market cleared at $100, as shown in the illustration. The Mercedes and Porsche, after restoration, are shown in the photograph. Bottom line: My Mercedes was great, and the option expired worthless at the end of three months. Well, actually, not completely worthless. The stress that it relieved probably increased my life expectancy by a couple of months, and it also serves as an exhibit in this book.
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FIGURE 7.16 Channel capacity and a comparison of several modulation methods at bit error probability equal to 10 15 . (From [Skl01] Prentice Hall PTR.)
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27.2 System Overview 27.2.1 Frequency Bands and Spectrum Flexibility
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The XML Source View is the editor for viewing and creating XML files. The editor also shares the same features of the code editor, such as auto-complete and auto-list members.
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An SOI substrate consists on a thin, sing le-crystal, defect-free sheet of silicon sitting on top of an insulator. Over a dozen gC neric techniques have been developed to produce such a material. In addition tc a good crystalline quality, SOI films must have a good thickness uniformity anit passivated silicon- insulator interfaces. Producing such materials is quite a chal enge. The most successful techniques for producing SO material are described rext. 5.2.1 Silicon-on-Sapphire Materiial
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where KLOS is the ratio of powers in the LOS to those in residual components, HLOS is a res has (uncorrelated or correlated) zero-mean Gaussian entries.16 purely deterministic matrix, and H If the distance between the TX and RX is large i.e., larger than the Rayleigh distance (see 4) the LOS gives rise to a matrix HLOS that has rank 1 (a single wave can only be associated with one singular value of the channel matrix!). This in turn implies that the singular value spread of matrix Eq. (20.46) is much larger than for a Non Line Of Sight (NLOS) matrix. Consequently, the capacity of a LOS channel is lower than for an NLOS channel when assuming equal SNR. One should however note that the SNR is often better in the LOS case compared with the NLOS case. For a power-limited scenario with realistic channels, the LOS case often gives the highest capacity, despite the imbalance between singular values. It is also noteworthy that a strong LOS component leads to a larger spread of eigenvalues if the LOS component is a plane wave. A spherical wave leads to a transfer function matrix that can have full rank if antenna elements are spaced appropriately. The curvature of waves is noticeable up to one Rayleigh distance i.e., typically a few meters. Example 20.4 Capacity in a channel with LOS. The transmit and receive arrays are uniform linear arrays with element spacing between the elements and Nr = Nt = 8. The arrays are perpendicular to the LOS connection. The DOA of the NLOS components is uniformly distributed between 0 and 2 . Estimate the mean capacity if the TX does not have CSI for an SNR of 20 dB, and KLOS = 0 and 20 dB. As a rst step, we have to determine the channel matrix. Since the transmit and receive arrays are linear arrays that are oriented perpendicular to the LOS, we nd that HLOS is the all-l s matrix if transmit and receive arrays are suf ciently far apart from each other. Furthermore, Hres has unit energy, iid complex Gaussian entries because the angular spectrum is uniformly distributed and the antenna elements are more than /2 apart from each other. From Eq. (20.38), capacity is then: C = log2 det INr + = log2 det INr + + HH Nt Nt KLOS HLOS H LOS KLOS + 1 (20.48) (20.47)
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