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16.6.3.1 Comments on TDMA Ef ciency. Multichannel FDMA can operate with a base station power ampli er for every channel, or with a common wideband ampli er for all channels. With the latter, we are setting up a typical generator of intermodulation (IM) products as these carriers mix in a comparatively nonlinear common power ampli er. To reduce the level of IM products, just like in satellite communications discussed in 9, backoff of the power ampli er is required. This backoff can be in the order of 3 6 dB. With TDMA (downlink), only one carrier is present on the power ampli er, thus removing most of the causes of IM noise generation. Thus with TDMA, the power ampli er can be operated to full saturation, a distinct advantage. FDMA required some guardband between frequency segments; there are no guardbands with TDMA. However, as we saw previously, a guard time between uplink time slots is required to accommodate the following situations:

0.15 0.1

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Air Air is used in the vast majority of thawing/ tempering applications. Use of still air is limited to thin products; otherwise, thawing times are excessively long. Although little or no equipment is needed, considerable space is required to lay out individual items of product. Moving air is more commonly used, providing more rapid heat transfer as well as improved control of temperature and humidity. Two-stage air thawing with high initial air temperature followed by a second stage at an air temperature below 10 C has also been used. The duration of the high temperature stage is limited to 1 or 2 hours to avoid excessive bacterial growth, but the increase in heat input during this time considerably reduces the overall process time.

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In Figure 15-4 it s hard to see where the diode is installed. It s within the heat-shrink tubing on the red lead (the one that is above and to the right). Figure 15-5 shows the diode being soldered in between the two power leads. Make sure the white bar of the diode points away from the 9V connector when soldering. Figure 15-6 shows the power adapter and battery pack in use. The WRTSL54GS is totally portable and pretty easy to carry around. A portable wireless router not connected to the Internet may not seem all that useful until you hear about mesh networking. A mesh network is a group of routers communicating in a manner that enables them all to provide Internet connectivity when only a few of them at the edge of the group have Internet access. A portable and quickly deployed mesh network could be the critically needed infrastructure during emergencies that wipe out normal cell and telephone service.

of X 7 + 1 is g3 (X ) = X + 1, whose unique root is the element 1 of the extended eld GF(8) In this way, all the non-zero elements of the extended eld GF(8) are roots of X 7 + 1 The polynomial g1 (X ) = 1 (X ) is called the minimal polynomial of the elements , 2 and 4 , and it is essentially a polynomial for which these elements are roots [4] In the same way, g2 (X ) = 2 (X ) is called the minimal polynomial of the elements 3 , 5 and 6 , and g3 (X ) = 3 (X ) is the minimal polynomial of the element 1.

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Since, for instance, the Hamming code Ccyc (7, 4) has a generator polynomial with just three roots, and is not able to guarantee the correction of any error pattern of size t = 2, it would be possible to add the missing root, 3 , by forming a generator polynomial as the multiplication of g1 (X ) = 1 (X ) and g2 (X ) = 2 (X ) However, it could be more appropriate to take the lowest common multiple (LCM) of these two polynomials, in order to avoid multiple roots, which will only add redundancy without improving the error-correction capability of the code Note that the degree of the generator polynomial is the level of redundancy added by the coding technique.

k = 600, Cluster Count: 6

hab l + f3a' ) ~(aB + f3A + ab' + ba'l ~D;t.(a(9 B+b0A)

Therefore, in this particular case, the minimum common multiple of g1 (X ) = 1 (X ) and g2 (X ) = 2 (X ) will form a generator polynomial with roots , 2 , 3 , 4 , 5 and 6 , so that 5 and 6 are also added automatically Then the resulting generator polynomial is of the form g4 (X ) = 1 (X ) 2 (X ) = (X 3 + X + 1)(X 3 + X 2 + 1) = X6 + X5 + X4 + X3 + X2 + X + 1 which is, as has been seen in 3, Example 34, the generator polynomial of a cyclic repetition code with n = 7, Ccyc (7, 1), whose minimum Hamming distance is dmin = 7, able to correct any error pattern of size t = 3 or less.

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