1 / 44

Sub- Nyquist System Optimization

By: Daniel Barsky Natalie Pistunovich Supervisors: Rolf Hilgendorf Inna Rivkin. Sub- Nyquist System Optimization. Final Presentation. Outline. Previous work Test environment description Test results Conclusions Future work. Previous Work.

megara
Télécharger la présentation

Sub- Nyquist System Optimization

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. By: Daniel Barsky Natalie Pistunovich Supervisors: Rolf Hilgendorf Inna Rivkin Sub-NyquistSystem Optimization Final Presentation

  2. Outline • Previous work • Test environment description • Test results • Conclusions • Future work

  3. Previous Work

  4. Reminder – Pre-simulation analysis Memory FPGA 1 FPGA 2 FPGA 3 73% 98% 75% Expander CTF DSP Q-Frame . . . OMP A† Controller Support Change Detector

  5. Reminder – Pre-simulation analysis (Cont.) • Reconstruction Delay: • Expander - ~15 cycles (@120MHz) • CTF – ~1450 cycles (@120 MHz) • DSP - ~500 cycles (@120 MHz) New Incoming Sample Pseudo-Inverse Delay Q-Frame Delay Sample ready For reconstruction 3.5usec 5usec 11usec Timeline Expander Delay Reconstruction Delay OMP Delay

  6. Test Environment

  7. Test Environment Overview - Matlab A Matrix Beta Filter Coefficients Beta txt txt General Data A Matrix Filter Coefficients txt txt txt txt

  8. Test Environment Overview – Matlab (Cont.) Dataset_1 Dataset_2 Dataset_3 Input Data N N_frame Threshold Support Input Data N N_frame Threshold Support txt txt txt txt txt txt txt txt txt txt

  9. Test Environment Overview – Matlab (Cont.) Matlab_pack ...\General Data …\Dataset_1 …\Dataset_2 …\Dataset_3 Matlab_pack VHDL VHDL

  10. Test Environment Overview – Modelsim (Cont.) Filter Coefficient FIFO A Matrix β Filter Coefficients Input Samples Expanded Samples Expander Samples FIFO Supply Input Samples N Recalculate Support Delayed Samples CTF SCD DSP N_frame Threshold Support A Matrix Record Reconstructed Data Simulation Controller

  11. Filter Coefficients FIFO Module • Reads the filter coefficients from a file • Upon receiving a REQ, outputs a line of 7 coefficients and an ACK signal

  12. Test Environment Overview - Modelsim Filter Coefficient FIFO A Matrix β Filter Coefficients Input Samples Expanded Samples Expander Samples FIFO Supply Input Samples N Recalculate Support Delayed Samples CTF SCD DSP N_frame Threshold Support A Matrix Record Reconstructed Data Simulation Controller

  13. Supply Samples Module • Reads from the files generated by Matlab: • The input samples • The N, N_frame, Threshold values • The correct support • Upon receiving a positive pulse on the OE signal, starts generating the input samples

  14. Supply Samples Module (Cont.) FSM: Opens the first Dataset files (input samples, Nframe , threshold) and waits for an OE command Idle OE Reads samples from the relevant dataset and feeds them to the expander Read next dataset Dataset i<3 done When the dataset samples are done, reads the samples and data for the next dataset Dataset 3 done When all samples are done, do nothing Done

  15. Test Environment Overview – Modelsim (Cont.) Filter Coefficient FIFO A Matrix β Filter Coefficients Input Samples Expanded Samples Expander Samples FIFO Supply Input Samples N Recalculate Support Delayed Samples CTF SCD DSP N_frame Threshold Support A Matrix Record Reconstructed Data Simulation Controller

  16. A matrix, β coefficient modules • Read the appropriate data from A file • Upon receiving an address, output The appropriate data

  17. Test Environment Overview – Modelsim (Cont.) Filter Coefficient FIFO A Matrix β Filter Coefficients Input Samples Expanded Samples Expander Samples FIFO Supply Input Samples N Recalculate Support Delayed Samples CTF SCD DSP N_frame Threshold Support A Matrix Record Reconstructed Data Simulation Controller

  18. Samples FIFO module • Upon receiving a WE, stores incoming samples from the expander • Upon receiving OE, outputs stored samples to the DSP for reconstruction • Maximum FIFO length – defined by a Generic • Actual FIFO length – 4294 samples (@20MHz)

  19. Test Environment Overview – Modelsim (Cont.) Filter Coefficient FIFO A Matrix β Filter Coefficients Input Samples Expanded Samples Expander Samples FIFO Supply Input Samples N Recalculate Support Delayed Samples CTF SCD DSP N_frame Threshold Support A Matrix Record Reconstructed Data Simulation Controller

  20. Simulation Controller • The main part of the testbench • Receives all status signals from all blocks, and sends control signals to all blocks • Consists of 3 FSMs – Expander FSM, CTF FSM, DSP FSM

  21. Simulation Controller (Cont.) Expander FSM: Initializes the expander and starts the process of loading the filter coefficients Init Waits until all coefficients have been loaded and the Expander is ready Raises the “Data Valid” signal while supplying zero samples (to generate phase shift) Wait Ready Done Raises the “Data Valid” signal and inputs real samples to the Expander Samples Done Once the samples are finished, pauses the Expander Ready Phase Delay Input Samples Counter

  22. Simulation Controller (Cont.) CTF FSM: Initializes the CTF Init Waits until the CTF is ready Initiates the CTF support calculation and waits for a “Support Valid” signal Waits until DSP acknowledges the new support Wait Ready Idle Waits until the SCD indicates a change in the support, upon which time it will initiate a recalculation of the support Support Change DSP Support ACK Ready Support Valid Calculate Support Wait DSP

  23. Simulation Controller (Cont.) DSP FSM: DSP is ready and waiting for the CTF to calculate a new support Wait Support DSP is calculating a new Pseudoinverse matrix Support Valid Pseudoinverse calculation done, samples from the Samples FIFO are used for reconstruction Pseudo Inverse Support Change Pseudoinverse Done Reconst-ruction Support Unchanged

  24. Simulation Results

  25. Expander Initialization

  26. Input Samples & Expander Operation

  27. CTF Initialization

  28. CTF Support Recovery (Incorrect)

  29. CTF Support Recovery (Correct)

  30. Sample FIFO

  31. DSP Pseudoinverse Calculation

  32. DSP Support Change Detector

  33. DSP Support Change Detector (False Positives)

  34. DSP Support Change Detector (False Positives)

  35. DSP Support Change Detector (Failure to detect)

  36. Reconstruction Example #1 – AM + sine

  37. Reconstruction Example #2 – AM + FM

  38. Conclusions

  39. Hardware Utilization (based on synthesis results of the different groups, includingarcitecture blocks) 21% 58% 73% 33% 98% 78% 15% 40% 75% 98% 8% 31%

  40. Reconstruction Latency Expander CTF DSP 15 Cycles 1087 Cycles 29,823 Cycles 248.5usec Timeline Previous Evaluation: New Incoming Sample New Incoming Sample DSP Delay DSP Delay Sample ready For reconstruction Sample ready For reconstruction 5usec 9.06usec 14.5usec Expander Delay Expander Delay Timeline CTF Delay CTF Delay

  41. Further Conclusions • Support calculation is unstable, and extremely sensitive to input phase (relative to the NCO’s phase) • SCD is highly prone to misdetections & false positives! • The system seems to have more trouble with FM signals than with AM/sine

  42. Future Work

  43. Future Work • Characterize the dependency of the support calculation on the input phase • Use fewer resources at a higher clock frequency at the reconstruction stage - in an attempt to squeeze it in with the Expander • Reimplement Pseudoinverse to share resources with the CTF, to fit them both in the same FPGA • Simulate & integrate implementation

  44. Gantt Chart

More Related