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An Overview of Delay-and-sum Beamforming

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1 An Overview of Delay-and-sum Beamforming
DSP Seminar (1st semester, ) An Overview of Delay-and-sum Beamforming Student: Wong Hok Him Supervisor: Professor P.C. Ching Date: 11th January, 2007

2 Outline Objective Introduction Delay-and-sum Beamforming Future Works
Q & A

3 Objective Design a small-dimensional microphone array for beamforming in an acoustic environment with the presence of noises

4 Introduction (1) Microphone
Characterized by a spatial directivity pattern, which specifies the gain and phase shift that the microphone gives to a signal coming from a certain direction (angle-of-arrival)

5 Introduction (2) Spatial directivity pattern
Function of angle-of-arrival and frequency Transfer function for source of a particular frequency  at angle 

6 Introduction (3) Spatial filtering
Received signals from different microphones Filtering Summing Spatial filtering “Virtual” spatial directivity pattern

7 Introduction (4) Spatial filter design is based on two factors
Microphone characteristics Microphone array configuration

8 Introduction (5) Beamforming Can be thought of as spatial filtering
Can increase the receiver sensitivity in the direction of wanted signals Can decrease the receiver sensitivity in the direction of interferences and noises

9 Covered in this seminar
Introduction (6) Two categories of beamforming Fixed beamforming Delay-and-sum beamforming Weighted-sum beamforming Filter-and-sum beamforming Adaptive beamforming LCMV beamforming Generalized sidelobe canceller Covered in this seminar

10 Introduction (7) Basic differences between fixed and adaptive beamforming Fixed beamforming Adaptive beamforming Fixed filters Adaptive filters Data-independent Data-dependent

11 Introduction (8) Assumptions
Microphone gain = 1 at all angles for all frequencies Far-field source (plane waveforms)

12 Delay-and-sum Beamforming (1)

13 Delay-and-sum Beamforming (2)

14 Delay-and-sum Beamforming (3)
Simulation settings Number of microphones M = 5 Distance between neighbouring microphones d = 0.03 m Sampling frequency fs = 16 kHz Source frequency f = 5000 Hz

15 Delay-and-sum Beamforming (4)

16 Future Works Investigate into adaptive beamforming, e.g. GSC, which has the ability to minimize noises Perform simulations to compare the performances of various existing types of adaptive beamforming in a noisy environment

17 Reference Microphone Array Processing, Marc Moonen, Dept. E.E., EAST, K.U.Leuven

18 Q & A Thank You!


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