Method for destruction-free determination of the depth of hardening on surface-hardened components
US-2024027402-A1 · Jan 25, 2024 · US
US12379353B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-12379353-B2 |
| Application number | US-202418627342-A |
| Country | US |
| Kind code | B2 |
| Filing date | Apr 4, 2024 |
| Priority date | Jun 30, 2022 |
| Publication date | Aug 5, 2025 |
| Grant date | Aug 5, 2025 |
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The present invention provides an improved method and system for denoising high-frequency ultrasound based on a multipath matching pursuit algorithm. The method includes: acquiring a high-frequency ultrasound detection signal of a to-be-tested sample; constructing a discrete overcomplete dictionary according to the high-frequency ultrasound detection signal, and training the discrete overcomplete dictionary; reconstructing the high-frequency ultrasound detection signal by using a trained dictionary and using a multipath matching pursuit algorithm, and obtaining a global optimal atom; performing interpolation on the global optimal atom, and constructing a consecutive atomic library; and reconstructing the high-frequency ultrasound detection signal in the consecutive atomic library according to a parameter of the global optimal atom, to complete signal denoising. In the present invention, a signal-to-noise ratio and detection precision of a high-frequency ultrasound signal are improved, so that a reflected signal and a position of a microdefect inside a sample can be observed more effectively.
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What is claimed is: 1. An improved method for denoising high-frequency ultrasound based on a multipath matching pursuit algorithm, comprising: S1: acquiring a high-frequency ultrasound detection signal of a to-be-tested sample; S2: constructing a discrete overcomplete dictionary according to the high-frequency ultrasound detection signal, and training the discrete overcomplete dictionary; S3: reconstructing the high-frequency ultrasound detection signal by using a trained dictionary and using a multipath matching pursuit algorithm, and obtaining a global optimal atom; S4: performing interpolation on the global optimal atom, and constructing a consecutive atomic library; and S5: reconstructing the high-frequency ultrasound detection signal in the consecutive atomic library according to a parameter of the global optimal atom, to complete signal denoising, wherein the reconstructing the high-frequency ultrasound detection signal by using a trained dictionary and using a multipath matching pursuit algorithm, and obtaining a global optimal atom in step S3 specifically comprises steps of: S31: giving a dictionary D, a to-be-processed signal y, and a sparsity k, initializing a sparse coefficient α 0 =0 and a residual r 0 =y, and reconstructing an atom set Ω 0 =ϕ and an index set ω 0 =ϕ; S32: for a t th iteration, calculating a residual r t−1 , taking inner products of all atoms in the dictionary matrix D, finding G corresponding atoms with the largest inner products and corresponding indices, only keeping n paths according to each iteration, setting a threshold according to an inner product of a current optimal atom and the residual, and eliminating a selected atom if an inner product of the atom and a signal is less than the threshold; S33: updating an index set ω t and a corresponding reconstructed atom set Ω t : ω t = [ ω t - 1 , λ t ] , Ω t = [ Ω t - 1 , ] ; wherein λ t represents a t th iteration index, represents an atom for the t th iteration; S34: calculating a sparse coefficient α t of the reconstructed atom set Ω t corresponding to the to-be-processed signal y; S35: determining whether an iteration termination condition is met, and if the iteration termination condition is met, stopping the iteration and restoring a sparse coefficient α by using the index set ω t , or if the iteration termination condition is not met, letting t=t+1, until the iteration ends; and S36: selecting a path with the smallest residual from all the paths for output, to obtain the global optimal atom. 2. The improved method for denoising high-frequency ultrasound based on a multipath matching pursuit algorithm according to claim 1 , wherein a method for acquiring a high-frequency ultrasound detection signal of a to-be-tested sample in step S1 comprises: completely immersing the to-be-tested sample in deionized water, scanning the to-be-tested sample by using a high-frequency ultrasound probe, and saving a high-frequency ultrasound detection signal acquired during scanning, wherein a focal plane of the high-frequency ultrasound probe is disposed on a bottom surface of the to-be-tested sample. 3. The improved method for denoising high-frequency ultrasound based on a multipath matching pursuit algorithm according to claim 1 , wherein a method for constructing a discrete overcomplete dictionary according to the high-frequency ultrasound detection signal in step S2 comprises: selecting iteration parameters according to the high-frequency ultrasound detection signal, and constructing the discrete overcomplete dictionary. 4. The improved method for denoising high-frequency ultrasound based on a multipath matching pursuit algorithm according to claim 3 , wherein the iteration parameters comprise a dictionary matrix D ∈ R M×X , a coefficient matrix αϵR k×M , an index set ω m , and a residual E m . 5. The improved method for denoising high-frequency ultrasound based on a multipath matching pursuit algorithm according to claim 1 , wherein the performing interpolation on the global optimal atom, and constructing a consecutive atomic library in step S4 specifically comprises steps of: constructing the consecutive atomic library near a frequency of the global optimal atom by using polar coordinate interpolation, specifically represented as follows: a starting atom d ( f a ) = d ( f n - Δ 2 ) , an initial atom d(f b )=d(f n ), and an ending atom d ( f c ) = d ( f n + Δ 2 ) , d ( f a ) = c ( f n ) + r cos ( θ
Internal structure, e.g. defects, grain size, texture · CPC title
Statistical methods not provided for in G01N29/4409, e.g. averaging, smoothing and interpolation · CPC title
with a model, e.g. best-fit, regression analysis · CPC title
providing acoustic coupling {, e.g. water (impedance matching G10K11/02)} · CPC title
Internal reflections (echoes), e.g. on walls or defects · CPC title
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