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Group M3 Jacob Thomas Nick Marwaha Craig LeVan Darren Shultz Project Manager: Zachary Menegakis April 20, 2005 MILESTONE 13 Short Final Presentation DSP 'Swiss Army Knife' Overall Project Objective: General Purpose Digital Signal Processing Chip
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Project Description We aimed to implement a “general discrete-signal network that appears, in various forms, inside many digital signal processing (DSP) applications.” [1] Specifically, the circuit is a ‘comb’ filter followed by a second-order recursive network (referred to henceforth as a ‘biquad’).
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Project Description (Huh?) What does that mean? ‘Comb’ = selective additive delay ‘Biquad’ = Feedback loop with multiply and adds. Overall effect is to implement 22 distinct functions based on the input coefficients.
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Marketing Motivation
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Marketing – System Integration How Does Our Circuit Fit Into the Bigger Picture? Focus on Audio/Video Applications Audio: Digital Radios / MP3 Players (i.e. Motorola, Lucent, Texas Instruments) Digital Music Synthesis / Sampling (i.e. Yamaha, Korg) Noise Reduction (i.e. Dolby) Video: Comb Filter to separate color and brightness (i.e. Sony, Toshiba) Others: Motor Control Functions such as RPM (i.e. Ford, GE)
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Design Process How did you get from description to actual implementation?
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Behavioral/Algorithmic Description How exactly does it work?
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Dataflow Example of function 1 of 22: The Moving Averager Our circuit implements a simple moving average over 8 or 16 data points. An average is simply the sum of a data set divided by the number of data points. The moving average takes a set number of data points to be used and as new data comes in, old data "falls off" the end of the calculation. For example…
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Dataflow A Moving Averager Smoothes a Signal to Reduce Noise
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Dataflow A moving average over 8 data points: 4 1 6 3 9 5 0 6 7 2 1 8 01.01.1251.3752.253.0 3.6254.754.1254.754.6254.25
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Emulations – C Code
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Emulations - Soft-IP Top Level VerilogVerified Complex Function
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Floorplan Evolution
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Road to Verification – fp_mult verilog vs. schematic VSIM 1> run # x xxxxxx xxxxx * x xxxxxx xxxxx = x xxxxxx xxxxx # 0 000000 00000 * 0 000000 00000 = 0 000000 00000 # 0 011110 00000 * 1 011101 11000 = 1 011100 11000 # 0 100001 00100 * 0 100000 01000 = 0 100010 01101 # 0 100001 01110 * 0 100000 00001 = 0 100010 01111 # 0 100001 11100 * 0 100000 11110 = 0 100011 11010 # 0 100100 11110 * 0 100010 11000 = 0 101000 10110 # 1 100100 11110 * 1 100010 11000 = 0 101000 10110 # 0 100001 00010 * 0 100001 11110 = 0 100100 00000 # ** Note: $finish : fp_mult_tb0.v(41) # Time: 9 ns Iteration: 0 Instance: /tester
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Road to Verification – fp_add verilog vs. schematic VSIM 1> # x xxxxxx xxxxx + x xxxxxx xxxxx = x xxxxxx xxxxx # 0 000000 00000 + 0 000000 00000 = 0 000000 00000 # 0 011110 00000 + 1 011101 11000 = 0 011011 00000 # 0 100001 00100 + 0 100000 01000 = 0 100001 11000 # 0 100001 01110 + 0 100000 00001 = 0 100001 11110 # 0 100001 11100 + 0 100000 11110 = 0 100010 01101 # 0 100100 11110 + 0 100010 11000 = 0 100101 00110 # 1 100100 11110 + 1 100010 11000 = 1 100101 00110 # 0 100001 00010 + 0 100001 11110 = 0 100010 10000 # ** Note: $finish : fp_add_tb0.v(40) # Time: 9 ns Iteration: 0 Instance: /tester
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Road to Verification – Top Level Structural Verified all of the functions for the ‘Swiss Army Knife’ in Schematic. Plotted outputs using custom made code & MatLab. From plots it is evident that the accuracy is excellent.
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Issues Encountered
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Misunderstanding of DSP terms and main blocks represented in IEEE paper. Booth encoding was time consuming and problematic. Imaginary numbers proved less of a difficulty than we initially thought. Issues correctly identifying the source of errors in analog simulation.
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Specs Pin Specs Inputs (76 pins) X[n] : 12 pins a 1, a 2, b 0, b 1, b 2 : 5 * 12 = 60 pins vdd, gnd, N, c 1 : 4 * 1 = 4 pins Outputs (12 pins) Y[n] : 12 pins TOTAL: 88 pins
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Specs Part Specs Fp_add: Transistors: 2,274 Area: 103.5450μm x 124.200μm = 12,860.29μm 2 Density: 0.18 Fp_mult: Transistors: 2,464 Area: 95.5450μm x 141.750μm = 13,543.50μm 2 Density: 0.18 Comb: Transistors: 6,290 Area: 99.360μm x 151.290μm = 15,032.17μm 2 Density: 0.42
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Specs Chip Specs Transistors: 34,564 Area: 434.520μm x 395.460μm = 171,835.28μm 2 Density 0.20
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Layout Layer Masks Full chip layout
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Layout - Overlay
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Conclusions Jake Layout? Nick Layout / Sims? Darren Verilog / Matlab / C / DSP? Craig Verilog / schematic / layout?
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