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Metal-oxide-semiconductor (MOS) and MIM capacitors are used in RF receiver networks as d.c. blocking circuits in CMOS and BiCMOS networks; this is very distinct from CMOS digital receiver networks. In RF receiver circuits, the MIM capacitor is placed in series between an input pad and the RF MOSFET gate (e.g., RF CMOS network), or a bipolar base input (e.g., RF BiCMOS network). Without the presence of an ESD protection network between the RF input pad and the receiver node, ESD failure of the MOS capacitor or MIM capacitor will occur from both HBM and MM type mechanisms. For example, MIM capacitor failure of capacitor elements will occur at 200 400 V HBM protection levels for a positive HBM pulse, and 100 V HBM protection levels for a negative HBM pulse. The two primary reasons for HBM and MM failure are due to the small physical size, and the presence of a dielectric thickness identical or comparable to the MOSFET gate dielectric thickness. In a MIM capacitor, the HBM ESD robustness will increase from 200 to 1000 V HBM levels as a MIM capacitor increase from 0 to 15 pF (Figure 3.15). Hence, an unprotected MIM capacitor element will undergo ESD failure under 2000 V HBM levels without a protection circuit, or protection solution in a RF receiver network.

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TABLE 6.6 Major system parameters for GPS, GLONASS, and Galileo concerning the codes and navigation data.

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The nal main mode of communication that I want to consider is the mechanical channel. This is generally taken to include communication that is facilitated via direct contact between individuals (touch) and through the transmission of information via substrate-borne vibrations. Clearly communication by touch is effective only at extremely short range, and it is likely that the range of substrate-borne vibrations is also small. After all these signals will degrade as they are transmitted and may well be masked or confused by other environmental vibrations. The

How about if you need special punctuation symbols See Table 17-6 for the most common entities that represent punctuation.

Perhaps an advantage of Spearman s rs is that it is a bridge, so to speak, between Pearson s r and the tau correlation because it incorporates properties of both. Like Pearson s r, Spearman s rs uses distances between numbers, and like Kendall tau, the computation of Spearman s rs is based on the order of the variables. The Spearman correlation can be shown to be equivalent to a Pearson correlation applied to ranks. Assuming no ties,

yields this covert message, where the series of bits on the left correspond to the letter H and the bits on the right correspond to the letter I: 0100100001001001 For the overt file I ll use a .wav file. It s important that you understand how an audio file is constructed. First, a bleep is a given pitch that lasts for a half second. You put enough of these bleeps together, and you can produce music and sounds. Each bleep is made up of eight bits, so a given bleep would look like this: 11010001 Audio files are created by stringing a bunch of these individual bleeps together to form a song. The left-most bit is the most significant bit or the one that is most audible to the human ear, and the right-most bit is the least significant and least audible. If you change the left-most bit it will have a significant impact on the pitch. If you change the right-most bit it will have minimal impact. In fact, you can change the two least significant bits and have a minimal impact on the overall sound. The basic stego technique would take the 2 least significant bits from each bleep and replace it with 2 bits from the hidden message. To hide a 16-bit message you would need to find 8 bleeps and overwrite the least significant 2 bits of each bleep with a message. Though this is not a highly elegant solution, it can be fairly effective and shows you a basic steganography technique.