US4372163A
Expired / Lapsed
US
⏱️ 0.0 years remaining
Acoustic measurement of near surface property gradients
Assignee: Boeing North American Inc
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Filing: 1981-02-03
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Granted: 1983-02-08
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Expires: 2001-02-03
Abstract
Abstract Disclosed is a method for determining the dispersion of a surface acoustic wave in an object, including the steps of generating a broadband acoustic wave in a surface of the object, detecting the wave at first location on the surface, and detecting the wave at a second location on the surface. Fourier transforms of the first and second detected waves are calculated, then the change in phase Δφ(f) of the frequency component f of the detected wave, between the first and second locations, is computed from the phase components of the quotient of the two transforms. The dispersion of the wave in the surface is given by the formula v(f)=(2πf Δl/Δφ(f)) In a pulse-echo version of the method, the wave is generated and detected at the first location, and generated and detected at the second location, the dispersion then being according to the formula v(f)=4πf Δl/Δφ(f)).
Inventors
- 👤 Bernhard R. Tittmann
- 👤 Lloyd A. Ahlberg
- 👤 Richard K. Elsley
Bibliographic Details
Application Number
—
Jurisdiction
US
Data Source
google_patents
Last Synchronized
2026-10-31 03:50
CPC Classifications
G; G01; G01N; G01N29/00; G01N29/04; G01N29/041; G01N29/34; G01N29/348; G01N2291/00; G01N2291/02; G01N2291/025; G01N2291/0258; G01N2291/04; G01N2291/042; G01N2291/0423
Claims Analysis
Total Claims: 13
Claim 1
Independent Claim
96 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave in a surface of the object; detecting the wave at a first location on the surface; detecting the wave at a second location on the surface; and calculating the velocity dispersion v(f)=2πfαl/αφ(f) where f is the frequency component of the wave, Δl is the distance between the first and second locations, and Δφ(f) is the change in phase of the frequency component f of the detected wave between the first and second locations.
Claim 2
Independent Claim
96 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave in a surface of the object; detecting the wave at a first location on the surface; detecting the wave at a second location on the surface; and calculating the velocity dispersion v(f)=2πfαl/αφ(f) where f is the frequency component of the wave, Δl is the distance between the first and second locations, and Δφ(f) is the change in phase of the frequency component f of the detected wave between the first and second locations.
Claim 3
Independent Claim
123 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave at a first location in a surface of the object; detecting the wave at the first location after it has propagated through the surface; generating the broadband acoustic wave at a second location in the surface of the object; detecting the wave at the second location after it has propagated through the surface; and calculating the velocity dispersion v(f)=4πfΔl/Δφ(f) where f is the frequency component of the wave, Δl is the distance between the first and second locations, and Δφ(f) is the change in phase of the frequency component f of the detected wave between the first and second locations.
Claim 4
Independent Claim
123 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave at a first location in a surface of the object; detecting the wave at the first location after it has propagated through the surface; generating the broadband acoustic wave at a second location in the surface of the object; detecting the wave at the second location after it has propagated through the surface; and calculating the velocity dispersion v(f)=4πfΔl/Δφ(f) where f is the frequency component of the wave, Δl is the distance between the first and second locations, and Δφ(f) is the change in phase of the frequency component f of the detected wave between the first and second locations.
Claim 5
Independent Claim
28 words
The method of claims 1 or 2, further comprising the step of: inverting the calculated dispersion to derive a subsurface profile of the physical structure of the object.
Claim 6
Independent Claim
49 words
The method of claims 1 or 2, wherein the step of calculating the dispersion of the wave further comprises taking Fourier transforms of the wave detected at the first and second locations and calculating the change in phase Δφ(f) from the phase components of the quotient of those transforms.
Claim 7
Independent Claim
29 words
The method of claims 1 or 2 wherein the step of generating a broadband acoustic wave further comprises energizing a transmitting acoustic transducer on the surface of the object.
Claim 8
Dependent Claim
45 words
The method of claim 5, wherein the steps of detecting the wave at first and second locations further comprise: positioning a receiving acoustic transducer at the first location to detect the wave, and positioning the receiving transducer at the second location to detect the wave.
Claim 9
Independent Claim
23 words
The method of claims 1 or 2 wherein the step of generating a broadband acoustic wave further comprises generating a broadband Rayleigh wave.
Claim 10
Independent Claim
140 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave in a surface of the object; detecting the wave at a first location on the surface; detecting the wave at a second location on the surface; calculating a Fourier transform of the first detected wave; calculating a Fourier transform of the second detected wave; calculating the change in phase Δφ(f) of the frequency component f of the detected wave between the first and second locations from the phase component of the quotient of the transforms; and calculating the dispersion of the wave in the surface according to the formula v(f)=(2πfΔl/Δφ(f)) where v(f) is the velocity of the wave in the surface as a function of frequency and Δl is the distance between the first and second locations.
Claim 11
Independent Claim
140 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave in a surface of the object; detecting the wave at a first location on the surface; detecting the wave at a second location on the surface; calculating a Fourier transform of the first detected wave; calculating a Fourier transform of the second detected wave; calculating the change in phase Δφ(f) of the frequency component f of the detected wave between the first and second locations from the phase component of the quotient of the transforms; and calculating the dispersion of the wave in the surface according to the formula v(f)=(2πfΔl/Δφ(f)) where v(f) is the velocity of the wave in the surface as a function of frequency and Δl is the distance between the first and second locations.
Claim 12
Independent Claim
167 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave at a first location in a surface of the object; detecting the wave at the first location after it has propagated through the surface; generating the broadband acoustic wave at a second location in the surface of the object; detecting the wave at the second location after it has propagated through the surface; calculating a Fourier transform of the first detected wave; calculating a Fourier transform of the second detected wave; calculating the change in phase Δφ(f) of the frequency component f of the detected wave between the first and second locations from the phase component of the quotient of the transforms; and calculating the dispersion of the wave in the surface according to the formula v(f)=(4πfΔl/Δφ(f)) where v(f) is the velocity of the wave in the surface as a function of frequency and Δl is the distance between the first and second locations.
Claim 13
Independent Claim
167 words
A method for determining the dispersion of a surface acoustic wave in an object, comprising the steps of: generating a broadband acoustic wave at a first location in a surface of the object; detecting the wave at the first location after it has propagated through the surface; generating the broadband acoustic wave at a second location in the surface of the object; detecting the wave at the second location after it has propagated through the surface; calculating a Fourier transform of the first detected wave; calculating a Fourier transform of the second detected wave; calculating the change in phase Δφ(f) of the frequency component f of the detected wave between the first and second locations from the phase component of the quotient of the transforms; and calculating the dispersion of the wave in the surface according to the formula v(f)=(4πfΔl/Δφ(f)) where v(f) is the velocity of the wave in the surface as a function of frequency and Δl is the distance between the first and second locations.
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USPTO Annuity & Maintenance Windows
| Annuity Stage | Window Opens | Payment Deadline | Surcharge Period Until | Estimated Fee | Status |
|---|---|---|---|---|---|
| 3.5 Years (Year 4) | 1986-02-07 | 1986-08-09 | 1987-02-08 | $2000.00 | Window Closed / Lapsed |
| 7.5 Years (Year 8) | 1990-02-07 | 1990-08-09 | 1991-02-08 | $3760.00 | Window Closed / Lapsed |
| 11.5 Years (Year 12) | 1994-02-07 | 1994-08-09 | 1995-02-08 | $7700.00 | Window Closed / Lapsed |