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Transfer impedance allows one to know how much coupling is present between the transmission line and the probe A significant amount of error can occur if the transfer impedance plot from the vendor of the probe is not taken into consideration during measurement All probes have a loss curve across their frequency range of operation The value of the transfer impedance must be added to the measured value to provide accuracy The problem with achieving extreme accuracy lies with how accurate the probe has been characterized Magnetic Core Saturation Magnetic core saturation plays an important part in large energy circuits, especially AC mains where LCI measurements are taken Circuits that are capable of causing saturation may be caused by either high- or low-frequency currents that are outside the range of desired operation High energy levels may be generated by pulsed electromagnetic fields in addition to AC mains.

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In addition to the protection of compressed speech bits, CRC coding is used in various traf c and control channels in the major digital cellular standards and in the IEEE 80211 standards for WLANs The mathematical treatment of the structure and performance capabilities of block codes is based on the concepts of Hamming weight and Hamming distance The Hamming weight (or simply, weight) of a codeword is the number of nonzero elements in the codeword Similarly, the weight of an error pattern is the number of errors in the pattern The error-correction capability of a block code is determined by its minimum Hamming distance (or simply, minimum distance), where the Hamming distance between two codewords is the number of symbol positions in which two codewords differ.

The user.js file, available for download from the Web site associated with this book, contains the JavaScript routines that you ll call from your Web page to determine the visibility of a div element. Enter the following code:

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A block code with minimum distance dmin can correct any error pattern having weight up to tmax , where dmin 1 tmax = 2 where x denotes the largest integer not greater than x FEC coding techniques can be implemented to perform either hard- or soft-decision decoding, depending on the amount of information conveyed to the decoder with each demodulated symbol In the simplest implementations, the demodulator makes a de nite decision on each received symbol and passes the bits or symbols to a hard-decision decoder Hard-decision decoding algorithms are essentially ef cient algebraic equationsolving routines, although simple look-up tables are sometimes used for decoding very short block codes Single-error-correcting codes are sometimes implemented with simple shift-register encoders and decoders Here the codewords are represented as polynomials, and encoding and decoding are done using polynomial multiplication and division operations [Pet72, Lin04].

The probe must be able to handle the power level present as saturation can affect measurement accuracy This is especially true with smaller sized probes Most clamp-on versions are able to handle 50 100 A without saturation When measuring two wires at the same time, in differential-mode, common-mode current present will not typically saturate the probe since differential flux in the wire pair essentially cancels out the magnetic field present Stray Response The stray response of current probes is another concern Current probes may be sensitive to stray electric fields as they are designed to.

Soft-decision FEC decoding begins with soft-decision demodulation, in which the demodulator output is quantized to Q levels, where Q is greater than the size of the transmission alphabet Quantization incurs loss of information, and thus soft-decision demodulation preserves information that can pro tably be utilized with appropriate decoding algorithms Soft-decision decoding algorithms more nearly resemble signal correlation or matched- ltering operations than equation-solving routines A number of ef cient soft-decision techniques have been devised for decoding block codes, and several are described in [Mic85, Skl01, Lin04] It has been shown that the soft-decision Viterbi decoding algorithm, used widely for decoding convolutional codes, can also be used to perform optimum soft-decision decoding for some block codes [Wol78] Soft-decision decoding provides better performance than hard-decision decoding at a cost of increased demodulator and decoder complexity The range of performance improvement achievable will depend to a great extent on the characteristics of.

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