CN111239685B - Sound source positioning method based on uniform design and self-organizing feature mapping neural network - Google Patents

Sound source positioning method based on uniform design and self-organizing feature mapping neural network Download PDF

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CN111239685B
CN111239685B CN202010021009.6A CN202010021009A CN111239685B CN 111239685 B CN111239685 B CN 111239685B CN 202010021009 A CN202010021009 A CN 202010021009A CN 111239685 B CN111239685 B CN 111239685B
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沈学利
姜彦吉
孙宁
郭羽含
梁振兴
陈治琦
李晓臻
吴彤彤
孙涵莆
张琪虹
胡鑫泽
张彭泊
王嘉宁
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Abstract

The invention provides a sound source positioning method based on uniform design and self-organizing feature mapping neural network, and relates to the technical field of sound source positioning. Firstly, determining a three-dimensional space where a sound source is located, and dividing the three-dimensional space into n three-dimensional grids; selecting m characteristics of the sound signal as experimental factors in a uniform design method; selecting k grids which are uniformly distributed from the n grids to make a uniform design table; establishing a self-organizing feature mapping neural network, and performing normalization processing on data in the uniform design table to serve as the input of the network; connecting weights of neurons of an input layer and an output layer of the self-organizing feature mapping neural network, determining a weight adjusting domain, and updating the weights; assigning an initial value to the learning rate of the self-organizing feature mapping neural network, and setting the learning rate to gradually decrease along with the increase of the training times; and comparing the similarity of the input quantity and the weight corresponding to the neuron in the competition layer by adopting an Euclidean distance method to obtain the sparse position of the sound source, and finally realizing the accurate positioning of the sound source.

Description

Sound source positioning method based on uniform design and self-organizing feature mapping neural network
Technical Field
The invention relates to the technical field of sound source positioning, in particular to a sound source positioning method based on uniform design and self-organizing feature mapping neural network.
Background
The sound signal in the environment is an important data source for our information acquisition. In space, a sound source is required to be positioned frequently, the position of the sound source in the space is obtained after calculation processing according to collected sound signals, visualization of the sound source is achieved, but many problems cannot be effectively solved when complex sound source environments need to be distinguished and analyzed, and the sound source cannot be positioned quickly and accurately. When an acoustic signal with certain characteristics is transmitted in space, the traditional analysis algorithm for sound source positioning has the disadvantages of large calculation amount, low precision and long positioning time. There is a need for a fast, accurate and adaptive method for determining the intrinsic regularity and nature of signals to locate the position of a sound source in space.
Disclosure of Invention
The technical problem to be solved by the present invention is to provide a sound source localization method based on uniform design and self-organizing feature mapping neural network, so as to realize localization of the overlapped and mixed sound signal source in the three-dimensional space and improve the spatial resolution.
In order to solve the technical problems, the technical scheme adopted by the invention is as follows: the sound source positioning method based on the uniform design and the self-organizing feature mapping neural network comprises the following steps:
step 1, determining a three-dimensional space where a sound source is located, dividing the three-dimensional space where the sound source is located into n three-dimensional grids with the same size according to the overall shape of the three-dimensional space, wherein the body center of each three-dimensional grid has an independent coordinate in a space coordinate system, and the body center coordinate of each three-dimensional grid is used as the position of the sound source to be positioned; the size of the meshing determines the required sound source positioning accuracy;
step 2, determining experimental factors in a uniform design method; selecting m characteristics of the sound signal as experimental factors in a uniform design method; for the sound signals collected in each stereo grid in the step 1, a one-dimensional vector X formed by m experimental factors existsm=(x1,x2,…xi…xm) However, vectors in different stereoscopic grids, namely at different positions, are different, and for the whole three-dimensional space, n m-dimensional vectors exist;
step 3, selecting k grids which are uniformly distributed from n grids in the three-dimensional space by adopting a uniform design method;
step 4, making the selected k grids into a uniform design table with k rows and m columns, wherein the k rows represent the selected k grids for the positioning experiment, and the m columns are respectively different characteristics of sound signals in the k grids;
step 5, establishing a self-organizing feature mapping neural network; the self-organizing feature mapping neural network is of a two-layer neural network model structure, one layer is an input layer, the other layer is a competition layer, each neuron of the two-layer network is connected in a bidirectional mode, the competition layer is used as an output layer, and each neuron of the two-layer network is connected in a transverse mode; the number of neurons in the input layer is m, the number of neurons corresponds to the number of m experimental factors in the step 2, namely the number of the neurons is equal to the dimension of the sample, and the number of the neurons in the competition layer, namely the number of the neurons in the output layer is k;
step 6, normalizing the vector data of k rows and m columns in the uniform design table
Figure BDA0002360762240000021
The processed vector is represented as
Figure BDA0002360762240000022
As an input vector of the self-organizing feature mapping neural network;
step 7, mapping neuron connection weights omega of the input layer and the output layer of the neural network on the self-organizing featuresjAssigning; the connection weight is taken from any k of n m-dimensional vectors in the space, and the connection weight is normalized to obtain a weight vector
Figure BDA0002360762240000023
Step 8, calculating the product of the input vector and the weight vector of the self-organizing feature mapping neural network to obtain z output values
Figure BDA0002360762240000024
For z output values computed from the input vector, a win neighborhood N is definedj(t), determining weight adjustment domain for training t times until the winning neighborhood is reduced to have a maximum output value y along with the increase of training timespP ∈ (1, z), called winning neuron; and updating the weights of the winning neurons and other neurons in the weight adjustment domain, wherein the weight adjustment domain comprises the following formula:
Figure BDA0002360762240000025
wherein, Δ ωjkUpdating variable quantity for the weight of the neuron in the weight adjustment domain, wherein eta is the learning rate of the self-organizing feature mapping neural network;
step 9, assigning an initial value to the learning rate eta of the self-organizing feature mapping neural network, and setting the learning rate to gradually decrease along with the increase of the training times so as to ensure convergence, wherein the formula is as follows:
Figure BDA0002360762240000026
wherein a is a constant between 0 and 1, t is the training times, and t is the number of training timeslMaximum training times set for the self-organizing feature mapping neural network;
step 10, positioning a sound source; for the input vector, similarity comparison is carried out on the input vector and a weight corresponding to a neuron in a competition layer by adopting an Euclidean distance method; of the k input vectors, the k vectors are,
Figure BDA0002360762240000027
and the input vector corresponding to the minimum Euclidean distance calculation result is closest to the sound source position, namely the stereo grid where the input vector is located is closest to the sound source position, and then the sound source sparse position is obtained.
Adopt the produced beneficial effect of above-mentioned technical scheme to lie in: the sound source positioning method based on the uniform design and the self-organizing feature mapping neural network, which is provided by the invention, adopts the self-organizing feature mapping neural network to realize sound source positioning, is a calculation method different from the traditional analytic method for sound source positioning, has the advantages of high precision, small operand and accurate positioning, and provides a new idea for space sound source positioning.
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FIG. 1 is a flow chart of a sound source localization method based on a neural network of uniform design and self-organizing feature mapping according to an embodiment of the present invention;
fig. 2 is a schematic structural diagram of a self-organizing feature mapping neural network according to an embodiment of the present invention.
Detailed Description
The following detailed description of embodiments of the present invention is provided in connection with the accompanying drawings and examples. The following examples are intended to illustrate the invention but are not intended to limit the scope of the invention.
In this embodiment, the sound source localization method based on the uniform design and the self-organizing feature mapping neural network, as shown in fig. 1, includes the following steps:
step 1, determining a three-dimensional space where a sound source is located, dividing the three-dimensional space where the sound source is located into n three-dimensional grids with the same size according to the overall shape of the three-dimensional space, wherein the body center of each three-dimensional grid has an independent coordinate in a space coordinate system, and the body center coordinate of each three-dimensional grid is used as the position of the sound source to be located; the size of the meshing determines the required sound source positioning accuracy; in this embodiment, the three-dimensional space where the sound source is located is a rectangular solid space with length, width and height a, b and c, respectively, and the number of meshes in each direction is la,lb,lcWhen n is equal to la·lb·lc
Step 2, determining experimental factors in a uniform design method; m characteristics of the sound signals are selected as experimental factors in a uniform design method, and for the sound signals collected in each three-dimensional grid in the step 1, one-dimensional vectors X formed by the m experimental factors existm=(x1,x2,…xi…xm) However, vectors in different stereoscopic grids, namely at different positions, are different, and for the whole three-dimensional space, n m-dimensional vectors exist; in this embodiment, five characteristics of the frequency, amplitude, phase, sound pressure, and sound intensity of the sound signal are selected as experimental factors in the uniform design method.
Step 3, for the larger three-dimensional space where the sound source is located, the more the number of the divided grids, therefore, a uniform design method is adopted to select k grids which are uniformly distributed from n grids in the three-dimensional space;
step 4, making the selected k grids into a uniform design table with k rows and m columns, wherein the k rows represent the selected k grids for the positioning experiment, and the m columns are respectively different characteristics of sound signals in the k grids;
step 5, establishing a self-organizing feature mapping neural network; the self-organizing feature mapping neural network is of a two-layer neural network model structure, one layer is an input layer, the other layer is a competition layer, each neuron of the two-layer network is connected in a bidirectional mode, the competition layer is used as an output layer, and each neuron of the two-layer network is connected in a transverse mode; the number of neurons in the input layer is m, the number of neurons corresponds to the number of m experimental factors in the step 2, namely the number of the neurons is equal to the dimension of the sample, and the number of the neurons in the competition layer, namely the number of the neurons in the output layer is k;
the Self-Organizing Feature mapping network (SOFM), also called Kohonen network, has two layers, as shown in fig. 2, and is composed of an input layer and an output layer (competition layer), the topology structure of the SOFM does not include a hidden layer, and each neuron of the input layer collects external information to each neuron of the output layer through a weight vector. The number of neurons in the input layer is equal to the sample dimension. The input layer is one-dimensional; the competing layers form a two-dimensional array, which may be one-dimensional, two-dimensional, or multi-dimensional. Wherein the two-dimensional competition layer is constructed in a matrix mode, and the application of the two-dimensional competition layer is the most extensive. All the neurons of the input layer and the competitive layer are connected with each other, and the competitive layers are connected with each other in a lateral direction. The network automatically classifies the input modes according to the learning rules, namely under the condition of no instructor, the network extracts the characteristics of each input mode by self-organizing and learning the input modes and expresses the classification result in a competition layer.
Step 6, normalizing the vector data of k rows and m columns in the uniform design table
Figure BDA0002360762240000041
The processed vector is represented as
Figure BDA0002360762240000042
As an input vector of the self-organizing feature mapping neural network;
step 7, mapping neuron connection weights omega of the input layer and the output layer of the neural network on the self-organizing featuresjAssigning; the connection weight is taken from any k of n m-dimensional vectors in the space, and the connection weight is normalized to obtain a weight vector
Figure BDA0002360762240000043
Step 8, calculating the product of the input vector and the weight vector of the self-organizing feature mapping neural network to obtain each output value z
Figure BDA0002360762240000044
For input vector calculationThe obtained z output values define a win neighborhood Nj(t), determining weight adjustment domain for training t times until the winning neighborhood is reduced to have a maximum output value y along with the increase of training timespP ∈ (1, z), called winning neuron; and updating the weights of the winning neurons and other neurons in the weight adjustment domain, wherein the weight adjustment domain comprises the following formula:
Figure BDA0002360762240000045
wherein, Δ ωjkUpdating the variable quantity for the weight in the weight adjustment domain, wherein eta is the learning rate of the self-organizing feature mapping neural network;
step 9, assigning an initial value to the learning rate eta of the self-organizing feature mapping neural network, and setting the learning rate to gradually decrease along with the increase of the training times so as to ensure convergence, wherein the formula is as follows:
Figure BDA0002360762240000046
wherein a is a constant between 0 and 1, t is the training times, and t is the number of training timeslMaximum training times set for the self-organizing feature mapping neural network;
as can be seen from the calculation formula of the learning rate eta, the learning rate gradually decreases with the increase of the training times, and the fine adjustment of the output is realized.
Step 10, positioning a sound source; for the input vector, similarity comparison is carried out on the input vector and a weight corresponding to a neuron in a competition layer by adopting an Euclidean distance method; of the k input vectors, the k vectors are,
Figure BDA0002360762240000051
and the input vector corresponding to the minimum Euclidean distance calculation result is closest to the sound source position, namely the closer the stereo grid where the input vector is located is to the sound source position, so as to obtain the sound source sparse position.
Finally, it should be noted that: the above examples are only intended to illustrate the technical solution of the present invention, but not to limit it; although the present invention has been described in detail with reference to the foregoing embodiments, it will be understood by those of ordinary skill in the art that: the technical solutions described in the foregoing embodiments may still be modified, or some or all of the technical features may be equivalently replaced; such modifications and substitutions do not depart from the spirit of the corresponding technical solutions and scope of the present invention as defined in the appended claims.

Claims (6)

1. A sound source positioning method based on a uniform design and a self-organizing feature mapping neural network is characterized in that: the method comprises the following steps:
step 1, determining a three-dimensional space where a sound source is located, dividing the three-dimensional space where the sound source is located into n three-dimensional grids with the same size according to the overall shape of the three-dimensional space, wherein the body center of each three-dimensional grid has an independent coordinate in a space coordinate system, and the body center coordinate of each three-dimensional grid is used as the position of the sound source to be positioned;
step 2, determining experimental factors in a uniform design method; selecting m characteristics of the sound signal as experimental factors in a uniform design method; for the sound signals collected in each stereo grid in the step 1, a one-dimensional vector X formed by m experimental factors existsm=(x1,x2,…xi…xm) However, vectors in different stereoscopic grids, namely at different positions, are different, and for the whole three-dimensional space, n m-dimensional vectors exist;
step 3, selecting k grids which are uniformly distributed from n grids in the three-dimensional space by adopting a uniform design method;
step 4, making the selected k grids into a uniform design table with k rows and m columns, wherein the k rows represent the selected k grids for the positioning experiment, and the m columns are respectively different characteristics of sound signals in the k grids;
step 5, establishing a self-organizing feature mapping neural network;
step 6, normalizing the vector data of k rows and m columns in the uniform design table, and expressing the processed vector as
Figure FDA0002360762230000011
As an input vector of the self-organizing feature mapping neural network;
step 7, mapping neuron connection weights omega of the input layer and the output layer of the neural network on the self-organizing featuresjAssigning; the connection weight is taken from any k of n m-dimensional vectors in the space, and the connection weight is normalized to obtain a weight vector
Figure FDA0002360762230000012
Step 8, calculating the product of the input vector and the weight vector of the self-organizing feature mapping neural network to obtain z output values
Figure FDA0002360762230000013
For z output values computed from the input vector, a win neighborhood N is definedj(t), determining weight adjustment domain for training t times until the winning neighborhood is reduced to have a maximum output value y along with the increase of training timespP ∈ (1, z), called winning neuron; updating the weights of the winning neurons and other neurons in the weight adjustment domain;
step 9, assigning an initial value to the learning rate eta of the self-organizing feature mapping neural network, and setting the learning rate to gradually decrease along with the increase of the training times so as to ensure convergence;
step 10, positioning a sound source; for the input vector, similarity comparison is carried out on the input vector and a weight corresponding to a neuron in a competition layer by adopting an Euclidean distance method; in the k input vectors, the input vector corresponding to the minimum Euclidean distance calculation result is closest to the sound source position, namely the three-dimensional grid where the input vector is located is closest to the sound source position, and then the sound source sparse position is obtained.
2. The sound source localization method based on uniform design and self-organizing feature mapping neural network of claim 1, wherein: the size of the meshing determines the required sound source localization accuracy.
3. The sound source localization method based on uniform design and self-organizing feature mapping neural network of claim 1, wherein: step 5, the self-organizing feature mapping neural network is of a two-layer neural network model structure, wherein one layer is an input layer, the other layer is a competition layer, the neurons of the two layers of networks are connected in a two-way mode, the competition layer is used as an output layer, and the neurons of the layer are connected in a transverse mode; the number of neurons in the input layer is m, the number of neurons corresponds to the number of m experimental factors in the step 2, namely the number of the neurons is equal to the dimension of the sample, and the number of the neurons in the competition layer, namely the number of the neurons in the output layer is k.
4. The sound source localization method based on uniform design and self-organizing feature mapping neural network of claim 3, wherein: step 8, updating the weights of the winning neurons and other neurons in the weight adjustment domain, which is shown in the following formula:
Figure FDA0002360762230000021
wherein, Δ ωjkAnd (3) updating the variable quantity of the weight of the neuron in the weight adjustment domain, wherein eta is the learning rate of the self-organizing feature mapping neural network.
5. The sound source localization method based on uniform design and self-organizing feature mapping neural network of claim 4, wherein: the learning rate η of the self-organizing feature mapping neural network in the step 9 is shown as the following formula:
Figure FDA0002360762230000022
wherein a is a constant between 0 and 1, t is the training times, and t is the number of training timeslAnd setting the maximum training times for the self-organizing feature mapping neural network.
6. The sound source localization method based on uniform design and self-organizing feature mapping neural network of claim 5, wherein: for the input vector, the Euclidean distance method is adopted to compare the similarity of the input vector and the weight corresponding to the neuron in the competition layer, and the following formula is shown:
Figure FDA0002360762230000023
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