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Open-Loop Dereverberation of Multichannel Room Impulse Responses Bowon Lee, Mark A. Hasegawa-Johnson, and Camille Goudeseune Department of Electrical and.

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Presentation on theme: "Open-Loop Dereverberation of Multichannel Room Impulse Responses Bowon Lee, Mark A. Hasegawa-Johnson, and Camille Goudeseune Department of Electrical and."— Presentation transcript:

1 Open-Loop Dereverberation of Multichannel Room Impulse Responses Bowon Lee, Mark A. Hasegawa-Johnson, and Camille Goudeseune Department of Electrical and Computer Engineering Beckman Institute for Advanced Science and Technology University of Illinois at Urbana-Champaign

2 Audio Display for a Virtual Reality Theater (Beckman Cube)

3 Audio Demo (Plywood Cube)

4 Introduction  Free-Field Audio Display  Sound Control at Multiple Points  Open-Loop Inversion of Room Impulse Responses  Image Source Method to Estimate Room Impulse Responses

5 Problem Formulation  Consider a Multichannel System: L sound sources and M control points

6 Problem Formulation (Continued)  Transfer function G from L sound sources to M control points

7 Problem Formulation (Continued)  Inverse transfer function H from M desired control points to L sound sources

8 Problem Formulation (Continued)  Multichannel System from M desired control points to M actual control points

9 Problem Formulation (Continued)  We do not know the transfer function G, a matrix of exact room impulse responses  Create inverse H using the estimation of the room impulse responses G instead of G : ^ ^

10 Problem Formulation (Continued)  How to Estimate the Room Impulse Responses?  How to Find the Inverse Transfer Function H ? ^

11 Estimation of the Room Impulse Responses: Image Source Method  Two-Dimensional Illustration

12 Image Source Method (Continued)  : Reflection coefficient of the wall (uniform)  : Index of the image source location  : Distance between the image source and receiver  : Impulse arrival time

13 Computing the Inverse Transfer Function  Room impulse responses are non-minimum phase in most cases  Therefore, they are not exactly invertible  Solution: Use regularization and modeling delay

14 Computing the Inverse Transfer Function: Regularization  Add a small constant β to the diagonal components before the inversion :

15 Computing the Inverse Transfer Function: Modeling Delay  Delay the inverse transfer function to make it a delayed causal sequence

16 Computing the Inverse Transfer Function Example in 1-D Case

17 Experiment: 2 X 2 (L = M = 2) Case  Starter Pistol as a Sound Source : Best Approximation of a Point Source

18 SPL of a Starter Pistol

19 Comparison of Measured and Simulated Room Impulse Responses (First 20 ms)

20 Comparison of Measured and Simulated Room Impulse Responses (After 100 ms)

21 One More Problem: Image Source Method is only Accurate for t < 100 ms

22  Solution: Apply a Tapering Window

23 Results: 12 dB Dereverberation

24 Summary  Open-Loop Inversion of Room Impulse Responses  Estimation of Room Impulse Responses by Image Source Method  Measurement of Room Impulse Responses using a Starter Pistol  12 dB Dereverberation


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