By Uwe Meyer-Baese
ISBN-10: 3662067285
ISBN-13: 9783662067284
ISBN-10: 3662067307
ISBN-13: 9783662067307
Field-Programmable Gate Arrays (FPGAs) are revolutionizing electronic sign processing. The effective implementation of front-end electronic sign processing algorithms is the most aim of this booklet. It starts off with an outline of contemporary FPGA know-how, units and instruments for designing cutting-edge DSP platforms. A case research within the first bankruptcy is the foundation for greater than forty layout examples all through. the subsequent chapters care for desktop mathematics suggestions, idea and the implementation of FIR and IIR filters, multirate electronic sign processing platforms, DFT and FFT algorithms, complicated algorithms with excessive destiny strength, and adaptive filters. every one bankruptcy comprises routines. The VERILOG resource code and a word list are given within the appendices. This re-creation incorporates
- Over 10 new approach point case experiences designed in VHDL and Verilog
- A new bankruptcy on snapshot and video processing
- An Altera Quartus replace and new version Sim simulations
- Xilinx Atlys board and ISIM simulation support
- Signed mounted aspect and floating aspect IEEE library examples
- An evaluate on parallel all-pass IIR filter out design
- ICA and PCA process point designs
- Speech and audio coding for MP3 and ADPCM
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Additional info for Digital Signal Processing with Field Programmable Gate Arrays
Sample text
Hex for the ROM table, and verify the correct results through a simulation. ame· 1iilo- clk I I I I I . 0ns 3 X L I 2 X 10 X 12 X . 5 X . X 0 10 X 10 . ' 2 15 X 18 .. . . .... } Fig. 20. 1 on p. 14. 7: (a) Design a 16-bit adder using the LPM_ADD_SUB macro with the MaxP lusll software. 2 (p. 20). 8: (a) Design the PREP benchmark 5 shown in Fig. 2la with the MaxPlusll software. The design has a 4 x 4 unsigned array multiplier followed by an 8-bit accumulator. If MAC = TRUE accumulation is performed otherwise S get.
L,M = 7l/(M) corresponds to the ring of integers modulo M, called the residue class modM. The mapping of an integer X into a RNS £-tuple X H (x1, x2, ... , XL) is defined by Xt =X mod mt, for l = 1, 2, ... L. 12) (z1, z2, ... , zL),. Specifically: X ((X)m 1 y ((Y)m Z=XDY 1 ' (X)m2 , (Y)m 2 ' ( (XDY)m, ,(XDY)m 2 , • • "1 ••• ,(XDY)mL). As a result, RNS arithmetic is "pairwise" defined. The L elements of Z = (XDY) mod Mare computed concurrently within L small wordlength mod (mt) channels whose width is bounded by Wt = pog 2(mt)l bits (typical 4- to 8-bits).
1 Fixed-Point Numbers We will first review the fixed-point number systems shown in Fig. 1. 1 shows the 3-bit coding for the 5 different integer representations. Unsigned Integer Let X be an N-bit unsigned binary number. , Xn E [0, 1]). The digit x 0 is called the least significant bit (LSB) and has a relative weight of unity. The digit XN -1 is the most significant bit (MSB) and has a relative weight of 2N - 1 . Signed-Magnitude (SM) In signed-magnitude systems the magnitude and the sign are represented separately.
Digital Signal Processing with Field Programmable Gate Arrays by Uwe Meyer-Baese
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