CN109506763A - A kind of vector hydrophone thinned arrays method based on learning aid optimization - Google Patents

A kind of vector hydrophone thinned arrays method based on learning aid optimization Download PDF

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CN109506763A
CN109506763A CN201811451174.4A CN201811451174A CN109506763A CN 109506763 A CN109506763 A CN 109506763A CN 201811451174 A CN201811451174 A CN 201811451174A CN 109506763 A CN109506763 A CN 109506763A
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vector hydrophone
teacher
class
weight
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CN109506763B (en
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罗再磊
沈同圣
赵德鑫
黎松
郭少军
孟路稳
刘峰
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National Defense Technology Innovation Institute PLA Academy of Military Science
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    • G01MEASURING; TESTING
    • G01HMEASUREMENT OF MECHANICAL VIBRATIONS OR ULTRASONIC, SONIC OR INFRASONIC WAVES
    • G01H3/00Measuring characteristics of vibrations by using a detector in a fluid

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Abstract

The present invention provides a kind of vector hydrophone thinned arrays method based on learning aid optimization, include the following steps: that (1) determines that vector hydrophone combination directive property and composite array directivity function step, (2) Optimization Progress initialization step, (3) choose individual teacher step, learn from each other stage etch, (7) of (4) Teacher's comprehensive learning procedure, (5) teachers ' teaching stage etch, (6) student terminate judgment step.The present invention combines practical classroom instruction process, it introduces Teacher's comprehensive and learns the stage, utilize the working mechanism of the vector hydrophone in thinned arrays, optimizing is switched in " activation " and " closing " two states, the local search ability for enhancing learning aid optimization can get better thinned arrays optimum results, while without adjusting the specific parameter factors of algorithm, a large amount of algorithm regulating time is saved, practical implementation is more met.

Description

A kind of vector hydrophone thinned arrays method based on learning aid optimization
Technical field
The invention belongs to sonar technique fields, dilute more particularly, to a kind of vector hydrophone based on learning aid optimization Dredge method of structuring the formation.
Background technique
Vector hydrophone is passed in structure by traditional non-directive acoustic pressure as a kind of novel underwater acoustic measurement sensor Sensor and dipole directive property vibration velocity sensor are combined, and can synchronize, concurrent measurement acoustic pressure and vibration velocity information, fundamentally Solve the problems, such as " port and starboard ambiguity ", in underwater sound warning sonar, tow line array sonar, the conformal sonar of shell side cooler, more base sound Receiving equal fields is widely used.
Thinned array refers on the basis of meeting array performance constraint, the removal portion from the full array intensively arranged of tradition A kind of array element obtained after point array element can reduce biography with the array of sparse formal distribution under the premise of obtaining high-resolution Sensor number reduces system hardware cost.Vector hydrophone thinned arrays technology helps to solve the mistake in practical sonar array Effect array element reparation and distributed more base sonars are structured the formation problem, have important engineering value.
Process of the R.V Rao et al. based on teacher and student Knowledge Sharing and acquisition during classroom instruction, proposes religion With optimization algorithm.In the religion stage, class member learns according to the otherness of teacher's matrix and student's average level;It is learning Stage is compared to each other between class member, and the low member of fitness learns to the high member of fitness.This Knowledge Sharing mode The autonomous learning stage of teacher is had ignored, typically, teacher is as the highest member of fitness in entire population, in classroom It requires a great deal of time before giving lessons and carries out autonomous learning to prepare the content of courses, to improve Classroom Teaching.
Existing thinned arrays technology generallys use Stochastic Optimization Algorithms to find the globally optimal solution of problems, such as simulates Annealing algorithm, genetic algorithm, particle swarm algorithm etc., for this pseudo-similar random optimization approach there are a common problem, i.e. algorithm is specific Parameter factors adjust cooling ratio that is very complicated, such as being used to control temperature drop rate in simulated annealing, and heredity is calculated Mutagenic factor in method intersects the factor, Studying factors and inertia weight in particle swarm algorithm.This kind of parameter factors are in algorithm reality Need to take a significant amount of time during applying and be adjusted, once and problem model or application change, then need weight New adjusting algorithm parameter is unfavorable for practical engineering application to adapt to new problem model or application, pole.
Summary of the invention
Aiming at the above defects or improvement requirements of the prior art, the present invention provides a kind of vectors based on learning aid optimization Hydrophone thinned arrays method, key step are as follows:
(1) vector hydrophone combination directive property and composite array directivity function step are determined:
Using the acoustic pressure and vibration velocity channel output signal of vector hydrophone, obtain combination formed directivity function R (f, θ), wherein f is hydrophone centre frequency, and θ is horizontal azimuth.The sound pressure signal is denoted as p, and the vibration velocity signal is denoted as v, vibration Fast sensor can form dipole directive property in three-dimensional space.In Oceanic waveguide, since vertical direction is standing wave, so Usually investigate the two-dimentional directive property of horizontal direction.
According to the combination directivity function R (f, θ) of vector hydrophone, determination is answered by what multiple vector hydrophones formed Combined array column directivity function Fm(f, θ), expression formula are
Fm(f, θ)=R (f, θ) F (f, θ)
Wherein F (f, θ) is the directivity function of acoustic pressure scalar matrix.
(2) Optimization Progress initialization step:
Initialize the control parameter in learning aid optimization algorithm, including class individual amount Pz, maximum number of iterations Gen. To carry out vector hydrophone arrays excitation weight w initialize random assignment, the arbitrary excitation weight be 0 to 1 between with Machine real number, matrix size are Pz × M, and wherein M indicates the number of vector hydrophone in array.The excitation weight indifference effect In the excitation power in vector hydrophone whole acoustic pressure and vibration velocity channel, i.e., in the acoustic pressure and vibration velocity channel in vector hydrophone Value is the same.
Define i-th of class volume matrix wiCorresponding objective function f (wi) expression formula is
||·||0Indicate l0Norm operation, for the sparse degree of metric matrix, k1For penalty coefficient, for controlling secondary lobe Peak level, value size in entire visible area wave beam number and beam resolution it is related;S indicates that beam energy value is high In the region of desired side lobe peak.
(3) individual teacher step is chosen
Class's individual adaptation degree is evaluated, the optimal individual of fitness is chosen and is used as individual teacher, the fitness function of class It can be expressed as
Wherein g indicates current corresponding the number of iterations.Choosing the highest member of fitness in class's individual is teacherIts Remaining class member is student.
(4) Teacher's comprehensive learning procedure
Teacher prepares class teaching content by autonomous learning, and autonomous learning is carried out using local search approach, institute State Teacher's comprehensive study the stage include the following steps:
(4.1) m-th of vector hydrophone is chosen with random ergodic sequence, judges vector hydrophone acoustic pressure and vibration velocity channel Motivate weight wT, mWhether it is 0, if then starting " activation " process, otherwise, starts " closing " process.
" activation " process includes the following steps:
(4.1.1) with arbitrary excitation weight to the vector hydrophone carry out assignment, the arbitrary excitation weight be 0 to 1 it Between real number, excitation weight acts on the whole acoustic pressures and vibration velocity channel of the vector hydrophone.
(4.1.2) judges whether new teacher's matrix after assignment can obtain better fitness, if then receiving new to swash Weight is encouraged, the vector hydrophone whole acoustic pressure and vibration velocity channel excitation weight are otherwise set as 0 again.
" closing " process includes the following steps:
The excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel is set as 0 by (4.2.1).
(4.2.2) judges whether new teacher's matrix after assignment can obtain better fitness, if then receiving new to swash Weight is encouraged, the excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel is otherwise returned into reset condition.
(4.2) judge whether all vector hydrophones have traversed in individual teacher, if then terminating Teacher's comprehensive Step is practised, step (4.1) are otherwise transferred to.
(5) teachers ' teaching stage etch
Stage teacher gives lessons according to the whole know-how of class member, it is therefore an objective to make class's average level and oneself Body know-how is more close.The be averaged difference of know-how of teacher and class is defined as follows:
Wherein rand indicates the random number of [0,1], indicates the average know-how of class, TfIndicate teaching the factor, this because Son is for indicating teaching efficiency, with equiprobability value 1 or 2.The class member in stage mode of updating one's knowledge is
If the updated value of individual memberCompared to being achieved preferably originally as a result, can then be retained, otherwise return is former Beginning excitation state.
(6) student learns from each other stage etch
(6.1) two individual students weight matrixs are randomly choosedWithTarget function value corresponding to it is respectivelyWithIfThat is the fitness of individual i is higher than individual j, and individual j is to individual i at this time It practises,Otherwise individual i learns to individual j,
(6.2) if updated weight matrixCorresponding target function value is lower than original value, then enablesIt is no Then, it is not processed;If updated weight matrixCorresponding target function value is lower than original value, then enablesOtherwise, It is not processed;
(6.3) step (6.1)~(6.2) are repeated, make to have an opportunity to learn from each other between multiple class's individuals, repetition is held Row number is determined by class's individual amount.
(7) judgment step is terminated
If current iteration number g reaches maximum number of iterations Gen, Optimization Progress is terminated, exports final class's excitation Weight matrix, and select wherein optimum individual as final vector hydrophone thinned arrays scheme;Otherwise, step (3) are transferred to.
Compared with prior art, the invention has the following advantages that
(1) vector thinned arrays method proposed by the present invention, only need to be to algorithm without adjusting the specific parameter factors of algorithm Population scale and maximum number of iterations set i.e. executable thinned arrays Optimizing Flow, a large amount of algorithm tune can be saved The time is saved, practical implementation is more met.
(2) present invention combines practical classroom instruction process, introduces Teacher's comprehensive and learns the stage, utilizes the arrow in thinned arrays The working mechanism for measuring hydrophone switches over optimizing, the office of enhancing learning aid optimization in " activation " and " closing " two states Portion's search capability can get better thinned arrays optimum results.
Detailed description of the invention
Fig. 1 is vector hydrophone thinned arrays method flow diagram of the present invention;
Fig. 2 is that the vector hydrophone arrays after thinned arrays motivate weight distribution map;
Fig. 3 is sparse spike hydrophone array and original array wave beam comparison diagram.
Specific embodiment
In order to make the objectives, technical solutions, and advantages of the present invention clearer, with reference to the accompanying drawings and embodiments, right The present invention is further elaborated.It should be appreciated that described herein, specific examples are only used to explain the present invention, not For limiting the present invention.
Fig. 1 be it is of the present invention based on learning aid optimization vector hydrophone thinned arrays method flow diagram, as according to According to the most common linear array in sonar field progress thinned arrays, key step is as follows:
(1) vector hydrophone combination directive property and composite array directivity function step are determined:
Using the acoustic pressure and vibration velocity channel output signal of vector hydrophone, obtain combination formed directivity function R (f, θ), wherein f is vector hydrophone centre frequency, and θ is horizontal azimuth, and the sound pressure signal is denoted as p, and the vibration velocity signal is denoted as V, combination directive property are
In formulaTo guide orientation, vcTo combine vibration velocity, by two orthogonal vibration velocity component vxAnd vyIt is composed, expression formula For
Consider that most common half-wavelength uniform linear array in sonar field, array element number 32, vector water are listened in this example Device array center frequency is 8kHz, and it is 90 ° that main beam, which focuses orientation,.
According to the combination directivity function R (f, θ) of vector hydrophone, determination is answered by what multiple vector hydrophones formed Combined array column directivity function Fm(f, θ), expression formula are
Fm(f, θ)=R (f, θ) F (f, θ)
F (f, θ) is the directivity function of acoustic pressure scalar matrix in formula, and expression formula is
(2) Optimization Progress initialization step:
Initialize the control parameter in learning aid optimization algorithm, including class individual amount Pz, maximum number of iterations Gen. Class's individual amount is set as 50 in this example, maximum number of iterations 100.
Random assignment is initialized to the excitation weight w for carrying out vector hydrophone arrays, the arbitrary excitation weight is 0 to 1 Between random real number, matrix size be 50 × 32, the excitation weight indifference act on vector hydrophone whole acoustic pressure with On vibration velocity channel, i.e., the excitation weight in the acoustic pressure and vibration velocity channel in vector hydrophone is the same.
Define i-th of class volume matrix wiCorresponding objective function f (wi) expression formula is
k1Wave beam number for penalty coefficient, for controlling side lobe peak level, in value size and entire visible area It is related to beam resolution;S indicates that beam energy value is higher than the region of desired side lobe peak.Penalty coefficient is set as k in this example1 =0.5, secondary lobe region is set as [0,86 °] ∪ [94 °, 360 °].
(3) individual teacher step is chosen
Class's individual adaptation degree is evaluated, the optimal individual of fitness is chosen and is used as individual teacher, the fitness function of class It can be expressed as
Wherein g indicates current corresponding the number of iterations.Choosing the highest member of fitness in class's individual is teacherIts Remaining class member is student.
(4) Teacher's comprehensive learning procedure
Teacher prepares class teaching content by autonomous learning, and autonomous learning is carried out using local search approach, institute State Teacher's comprehensive study the stage include the following steps:
(4.1) m-th of vector hydrophone is chosen with random ergodic sequence, judges vector hydrophone acoustic pressure and vibration velocity channel Motivate weight wT, mWhether it is 0, if then starting " activation " process, otherwise, starts " closing " process.
" activation " process includes the following steps:
(4.1.1) with arbitrary excitation weight to the vector hydrophone carry out assignment, the arbitrary excitation weight be 0 to 1 it Between real number, excitation weight acts on the whole acoustic pressures and vibration velocity channel of the vector hydrophone.
(4.1.2) judges whether new teacher's matrix after assignment can obtain better fitness, if then receiving new to swash Weight is encouraged, the excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel is otherwise set as 0 again.
" closing " process includes the following steps:
The excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel is set as 0 by (4.2.1).
(4.2.2) judges whether new teacher's matrix after assignment can obtain better fitness, if then receiving new to swash Weight is encouraged, the excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel is otherwise returned into reset condition.
(4.2) judge whether all vector hydrophones have traversed in individual teacher, if then terminating Teacher's comprehensive Step is practised, step (4.1) are otherwise transferred to.
(5) teachers ' teaching stage etch
Stage teacher gives lessons according to the whole know-how of class member, it is therefore an objective to make class's average level and oneself Body know-how is more close.The be averaged difference of know-how of teacher and class is defined as follows:
Wherein rand indicates the random number of [0,1], wgIndicate the average know-how of class, TfIndicate teaching the factor, this because Son is for indicating teaching efficiency, with equiprobability value 1 or 2.The class member in stage mode of updating one's knowledge is
If the updated value of individual memberCompared to being achieved preferably originally as a result, can then be retained, otherwise return is former Beginning excitation state.
(6) student learns from each other stage etch
(6.1) two individual students weight matrixs are randomly choosedWithTarget function value corresponding to it is respectivelyWithIfThat is the fitness of individual i is higher than individual j, and individual j is to individual i at this time It practises,Otherwise individual i learns to individual j,
(6.2) if updated weight matrixCorresponding target function value is lower than original value, then enablesIt is no Then, it is not processed;If updated weight matrixCorresponding target function value is lower than original value, then enablesOtherwise, It is not processed;
(6.3) step (6.1)~(6.2) are repeated, make to have an opportunity to learn from each other between multiple class's individuals, repetition is held Row number is determined by class's individual amount.
(7) judgment step is terminated
If current iteration number g reaches maximum number of iterations 100, Optimization Progress is terminated, exports final class's excitation Weight matrix, and select wherein optimum individual as final vector hydrophone thinned arrays scheme;Otherwise, step (3) are transferred to.
Hydrophone number is 24 in the finally obtained sparse spike array of this example, and excitation weight distribution is as shown in Fig. 2, Fig. 3 For the spatial beams comparison diagram of sparse spike battle array and original array.According to final thinned arrays result it is found that sparse spike battle array Hydrophone number compared to original array reduces 25%, and maximum side lobe peak falls to -18dB by original -13.3dB, has Better Sidelobe Suppression effect.
As it will be easily appreciated by one skilled in the art that the foregoing is merely illustrative of the preferred embodiments of the present invention, not to The limitation present invention, any modifications, equivalent substitutions and improvements made within the spirit and principles of the present invention should all include Within protection scope of the present invention.

Claims (2)

1. a kind of vector hydrophone thinned arrays method based on learning aid optimization, which comprises the steps of:
(1) vector hydrophone combination directive property and composite array directivity function step are determined:
Using the acoustic pressure and vibration velocity channel output signal of vector hydrophone, obtains combination and forms directivity function R (f, θ), Wherein f is hydrophone centre frequency, and θ is horizontal azimuth.The sound pressure signal is denoted as p, and the vibration velocity signal is denoted as v, vibration velocity Sensor can form dipole directive property in three-dimensional space.In Oceanic waveguide, since vertical direction is standing wave, so logical Often investigate the two-dimentional directive property of horizontal direction.
According to the combination directivity function R (f, θ) of vector hydrophone, the compound matrices being made of multiple vector hydrophones are determined Column directivity function Fm(f, θ), expression formula are
Fm(f, θ)=R (f, θ) F (f, θ)
Wherein F (f, θ) is the directivity function of acoustic pressure scalar matrix.
(2) Optimization Progress initialization step:
Initialize the control parameter in learning aid optimization algorithm, including class individual amount Pz, maximum number of iterations Gen.To into The excitation weight w of row vector hydrophone arrays initializes random assignment, and the arbitrary excitation weight is the random reality between 0 to 1 Number, matrix size are Pz × M, and wherein M indicates the number of vector hydrophone in array.The excitation weight indifference acts on arrow It measures on hydrophone whole acoustic pressure and vibration velocity channel, i.e., the excitation weight in the acoustic pressure and vibration velocity channel in vector hydrophone is all It is the same.
Define i-th of class volume matrix wiCorresponding objective function f (wi) expression formula is
||·||0Indicate l0Norm operation, for the sparse degree of metric matrix, k1For penalty coefficient, for controlling side lobe peak Level, value size in entire visible area wave beam number and beam resolution it is related;S indicates that beam energy value is higher than the phase Hope the region of side lobe peak.
(3) individual teacher step is chosen
Class's individual adaptation degree is evaluated, the optimal individual of fitness is chosen and is used as individual teacher, the fitness function of class can be with It is expressed as
Wherein g indicates current corresponding the number of iterations.Choosing the highest member of fitness in class's individual is teacherRemaining class Grade member is student.
(4) Teacher's comprehensive learning procedure
Teacher prepares class teaching content by autonomous learning, and autonomous learning is carried out using local search approach, the religion Teacher includes the following steps: in the autonomous learning stage
(4.1) m-th of vector hydrophone is chosen with random ergodic sequence, judges the excitation of vector hydrophone acoustic pressure and vibration velocity channel Weight wT, mWhether it is 0, if then starting " activation " process, otherwise, starts " closing " process.
(4.2) judge whether all vector hydrophones have traversed in individual teacher, if then terminating Teacher's comprehensive study step Suddenly, step (4.1) are otherwise transferred to.
(5) teachers ' teaching stage etch
Stage teacher gives lessons according to the whole know-how of class member, it is therefore an objective to know that class's average level with itself Know horizontal more close.The be averaged difference of know-how of teacher and class is defined as follows:
Wherein rand indicates the random number of [0,1], wgIndicate the average know-how of class, TfIndicate that the teaching factor, the factor are used In indicating teaching efficiency, with equiprobability value 1 or 2.The class member in stage mode of updating one's knowledge is
If the updated value of individual memberCompared to achieving originally better as a result, can then be retained, otherwise return original sharp Encourage state.
(6) student learns from each other stage etch
(6.1) two individual students weight matrixs are randomly choosedWithTarget function value corresponding to it is respectively WithIfThat is the fitness of individual i is higher than individual j, and individual j learns to individual i at this time,Otherwise individual i learns to individual j,
(6.2) if updated weight matrixCorresponding target function value is lower than original value, then enablesOtherwise, no It processes;If updated weight matrixCorresponding target function value is lower than original value, then enablesOtherwise, it does not do Processing;
(6.3) step (6.1)~(6.2) are repeated, makes to have an opportunity to learn from each other between multiple class's individuals, repeat secondary Number is determined by class's individual amount.
(7) judgment step is terminated
If current iteration number g reaches maximum number of iterations Gen, Optimization Progress is terminated, exports final class's excitation weight Matrix, and select wherein optimum individual as final vector hydrophone thinned arrays scheme;Otherwise, step (3) are transferred to.
2. a kind of vector hydrophone thinned arrays method based on learning aid optimization according to claim 1, It is characterized in that, " activation " process includes the following steps:
(4.1.1) carries out assignment to the vector hydrophone with arbitrary excitation weight, and the arbitrary excitation weight is between 0 to 1 Real number, excitation weight act on the whole acoustic pressures and vibration velocity channel of the vector hydrophone.
(4.1.2) judges whether new teacher's matrix after assignment can obtain better fitness, if then receiving new excitation power Value, is otherwise set as 0 for the excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel again.
" closing " process includes the following steps:
The excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel is set as 0 by (4.2.1).
(4.2.2) judges whether new teacher's matrix after assignment can obtain better fitness, if then receiving new excitation power Otherwise the excitation weight of the vector hydrophone whole acoustic pressure and vibration velocity channel is returned to reset condition by value.
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