Claims Analysis
Total Claims: 11
Claim 1
Independent Claim
214 words
A method of forming a holographic record of wave energy which comprises the steps of: visibly depicting along one coordinate of a display (a) the amplitude with time of appearances of waves that are reflected and diffracted from an object and propagate toward a line of receiving stations and (b) the amplitudes and phases of appearances of a reference wave at the same receiving stations; visibly depicting along an orthogonal coordinate of the same display the order and spacing of said receiving stations with distance along said line of receiving stations; one of said displays of depicted wave appearances and receiving station spacings being produced for each of a plurality of laterally spaced lines of receiving stations; diffracting parallel, coherent light from said display and through a focusing means that is arranged to produce a onedimensional Fourier transform along the time dimension; visibly recording the intensity of said Fourier transform with respect to both a selected frequency and distance along the line of the receiving stations from which the Fourier transform was produced; said intensities of the Fourier transforms of each of said displays being visibly recorded along one coordinate of a display in which the order and spacing of said laterally spaced lines of receiving stations are visibly recorded along an orthogonal coordinate.
Claim 2
Independent Claim
214 words
A method of forming a holographic record of wave energy which comprises the steps of: visibly depicting along one coordinate of a display (a) the amplitude with time of appearances of waves that are reflected and diffracted from an object and propagate toward a line of receiving stations and (b) the amplitudes and phases of appearances of a reference wave at the same receiving stations; visibly depicting along an orthogonal coordinate of the same display the order and spacing of said receiving stations with distance along said line of receiving stations; one of said displays of depicted wave appearances and receiving station spacings being produced for each of a plurality of laterally spaced lines of receiving stations; diffracting parallel, coherent light from said display and through a focusing means that is arranged to produce a onedimensional Fourier transform along the time dimension; visibly recording the intensity of said Fourier transform with respect to both a selected frequency and distance along the line of the receiving stations from which the Fourier transform was produced; said intensities of the Fourier transforms of each of said displays being visibly recorded along one coordinate of a display in which the order and spacing of said laterally spaced lines of receiving stations are visibly recorded along an orthogonal coordinate.
Claim 3
Dependent Claim
14 words
The process of claim 1 in which said wave energy is seismic wave energy.
Claim 4
Dependent Claim
26 words
The process of claim 1 in which said depictions of wave appearances are corrected for variations in the location and environment of the individual receiving stations.
Claim 5
Dependent Claim
31 words
The process of claim 1 in which said depictions of appearances of reflected and diffracted waves are displaced along the time coordinate from said depictions of appearances of the reference wave.
Claim 6
Dependent Claim
51 words
The process of claim 1 wherein the same pattern of receiving station spacing is maintained with respect to the receiving stations in each of said lines of receiving stations; and said depictions of appearances of a reference wave are preprepared for duplication on each of said displays of depicted wave appearances.
Claim 7
Dependent Claim
26 words
The process of claim 5 in which said depictions of appearances of said reference wave are inclusive of the appearances of a plurality of reference waves.
Claim 8
Dependent Claim
36 words
The process of claim 5 wherein: said preprepared depictions of said reference wave include those of differently directed reference waves; and said Fourier transforms are produced with respect to each of said differently directed reference waves.
Claim 9
Dependent Claim
135 words
A process of forming and reconstructing a holographic image which comprises the steps of: diffracting parallel coherent light from a display that contains visible depictions of appearances of both waves that are reflected and diffracted toward at least one line of receiving stations and appearances of at least one reference wave at said receiving stations along one coordinate and visible depictions of the order and spacing of said line of receiving stations along an orthogonal coordinate, with said diffracted light being passed through a focusing means arranged to produce a one-dimensional Fourier transform along a time domain; visibly recording the intensity of said Fourier transform with respect to both a selected frequency and distance along said line of receiving stations; and diffracting parallel coherent light from said recorded Fourier transform to reconstruct a holographic image.
Claim 10
Dependent Claim
135 words
A process of forming and reconstructing a holographic image which comprises the steps of: diffracting parallel coherent light from a display that contains visible depictions of appearances of both waves that are reflected and diffracted toward at least one line of receiving stations and appearances of at least one reference wave at said receiving stations along one coordinate and visible depictions of the order and spacing of said line of receiving stations along an orthogonal coordinate, with said diffracted light being passed through a focusing means arranged to produce a one-dimensional Fourier transform along a time domain; visibly recording the intensity of said Fourier transform with respect to both a selected frequency and distance along said line of receiving stations; and diffracting parallel coherent light from said recorded Fourier transform to reconstruct a holographic image.
Claim 11
Dependent Claim
29 words
The process of claim 8 in which said recording of a Fourier transform and said reconstruction of a holographic image are conducted with respect to at least two frequencies.