IP Library › Granted Patent US 10,621,995
Granted Patent B2
US 10,621,995 · App. 16/208,284 · Granted Apr 14, 2020

Methods, apparatus and systems for decoding a higher order ambisonics (HOA) representation of a sound or soundfield

Inventors: Sven Kordon (Wunstorf, DE); Alexander Krueger (Hannover, DE)
Assignee: Dolby Laboratories Licensing Corporation
G10L19/008G10L19/24
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Quick Facts
Patent No.
US 10,621,995
App. No.
16/208,284
Granted
Apr 14, 2020
Kind
B2
Abstract

When decompressing an HOA data frame representation, a gain control ( 15, 151 ) is applied for each channel signal before it is perceptually encoded ( 16 ). The gain values are transferred in a differential manner as side information. However, for starting decoding of such streamed compressed HOA data frame representation absolute gain values are required, which should be coded with a minimum number of bits. For determining such lowest integer number (β e ) of bits the HOA data frame representation (C(k)) is rendered in spatial domain to virtual loudspeaker signals lying on a unit sphere, followed by normalisation of the HOA data frame representation (C(k)). Then the lowest integer number of bits is set to β e =┌log 2 (┌log 2 (√{square root over (K MAX )}·O)┐+1)┐.

Claims (14)

1. A method of decoding a compressed Higher Order Ambisonics (HOA) sound representation of a sound or sound field, the method comprising:

receiving a bit stream containing the compressed HOA representation,

demultiplexing the compressed HOA representation from a bitstream, wherein a number of HOA coefficients correspond to the compressed HOA representation, and

decoding the compressed HOA representation based on a lowest integer number β e when independent access units are present in the bit stream, wherein the lowest integer number β e is determined based on β e =┌log 2 (┌log 2 (√{square root over (K MAX )}·O)┐+1)┐,

wherein K MAX =max 1≤N≤N MAX K(N,Ω 1 (N) , . . . , Ω O (N) ), N is an order, N MAX is a maximum order of interest, Ω 1 (N) , . . . , Ω O (N) are directions of virtual loudspeakers, O=(N+1) 2 is number of HOA coefficient sequences, and K is a ratio between a squared Euclidean norm ∥Ψ∥ 2 2 of mode matrix and O, and

wherein √{square root over (K MAX )}=1.5.

2. An apparatus for decoding a compressed Higher Order Ambisonics (HOA) sound representation of a sound or sound field, the apparatus comprising:

a receiver configured to receive a bit stream containing the compressed HOA representation,

a demultiplexer configured to demultiplex the compressed HOA representation from a bitstream, wherein a number of HOA coefficients correspond to the compressed HOA representation, and

a processor configured to decode the compressed HOA representation based on a lowest integer number β e ,

wherein the lowest integer number β e is determined based on β e =┌log 2 (┌log 2 (√{square root over (K MAX )}·O)┐+1)┐ when independent access units are present in the bit stream,

wherein K MAX =max 1≤N≤N MAX K(N, Ω 1 (N) , . . . , Ω O (N) ), N is an order, N MAX is a maximum order of interest, Ω 1 (N) , . . . , Ω O (N) are directions of virtual loudspeakers, O=(N+1) 2 is number of HOA coefficient sequences, and K is a ratio between a squared Euclidean norm ∥Ψ∥ 2 2 of mode matrix and O, and

wherein √{square root over (K MAX )}=1.5.

3. A non-transitory computer readable medium having stored thereon executable instructions to cause a computer to perform the steps of method 1.

Assignments (3)
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Dec 4, 2018
From: KRUEGER, ALEXANDER; KORDON, SVEN
To: THOMSON LICENSING
Reel/Frame 047667/0563 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Dec 4, 2018
From: THOMSON LICENSING
To: DOLBY INTERNATIONAL AB
Reel/Frame 047667/0864 →
ASSIGNMENT OF ASSIGNOR'S INTEREST Recorded Dec 4, 2018
From: DOLBY INTERNATIONAL AB
To: DOLBY LABORATORIES LICENSING CORPORATION
Reel/Frame 047667/0897 →
Priority Claims (1)
EP 14306026 · Jun 27, 2014 · regional
Continuity (3)
Division 15891066 · Feb 7, 2018
Division 15319711
Related Publication 20190147891A1 · May 16, 2019
Cited By (1)
US 12,424,229