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EP0450152A1 Expired / Lapsed EP ⏱️ 0.0 years remaining

Computerized tomographic imaging method and apparatus utilizing data interpolation for helical scanning

Assignee: Toshiba Corp
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Filing: 1990-11-08
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Granted: —
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Expires: 2010-11-08
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Abstract

Abstract In an X-ray tomographic imaging apparatus (100), images of multi-planer slices of an object (M) under medical examination are reconstructed by irradiating the object (M) with a fan-shaped X-ray beam (XB), while continuously transporting the object (M) along its longitudinal axis and rotating an X-ray source (3) and an X-ray detector (4) in relation to the object (M). The actually-acquired projection data and also opposite-beam projection data are processed in accordance with the linear interpolation method. The opposite beam projection data is obtained by calculating the actually-acquired projection data with respect to the slice plane (SC).

Inventors

  • 👤 Yusuke Toki

Bibliographic Details

Application Number —
Jurisdiction EP
Data Source google_patents
Last Synchronized 2026-11-08 09:50
CPC Classifications
A; A61; A61B; A61B6/00; A61B6/02; A61B6/03; A61B6/032; A61B6/027; G; G06; G06T; G06T12/00; G06T12/10

Claims Analysis

Total Claims: 7
Claim 1
Independent Claim 332 words
An X-ray computerized tomographic imaging apparatus (100) for reconstructing tomographic images of multi-planer slices of an object under medical examination, comprising: table couch means (2) for supporting the object (M) under medical examination; table couch drive control means (8) for controlling a continuous transportation of the table couch means (2) along a longitudinal axis of the object (M); an X-ray beam source (3) for radiating a fan-shaped X-ray beam toward the multi-planer slices of the object (M); detector means (4) for detecting the fan-shaped X-ray beam which has penetrated through the slices of the objects (M) to thereby produce projection data representative of profile intensities of the fan-shaped X-ray beam; means (1) for mounting both the X-ray beam source (3) and the detector means (4) in such a manner that the X-ray beam source (3) is continuously positioned opposite to the detector means (4) with respect to the slice of the object (M), while detecting the fan-shaped radiation beam, and for performing a relative movement between the X-ray beam source (3) and the object (M) in a plane which is perpendicular to the longitudinal axis of the object (M), whereby a helical scanning around the object (M) is realized by the continuous transportation of the table couch means (2) and the relative movement between them; and, interpolation calculating means (10) for obtaining slice projection data at a predetermined slice point (C₁:C₂) on a slice plane (SC) by performing an interpolation calculation based upon at least one pair of first actually-acquired projection data at a first point (D₁:E₂) which is located nearest the slice point (C₁:C₂) and has the same rotation phase relationship with the slice point (C₁:C₂) during the helical scanning, and also second actually-acquired projection data at a second point (E₁:D₂) located opposite to the first point (D₁:E₂) as a center of the slice plane (SC), whereby said tomographic image of the object (M) at the slice plane is reconstructed based upon at least a plurality of interpolated slice projection data.
Claim 2
Dependent Claim 32 words
An X-ray computerized tomographic imaging apparatus (100) as claimed in Claim 1, wherein said interpolation calculating means (10) executes the linear interpolation method based upon said one pair of actually-acquired projection data.
Claim 3
Dependent Claim 34 words
An X-ray computerized tomographic imaging apparatus (100) as claimed in Claim 1, wherein said interpolation calculating means (10) executes the Lagrange's interpolation method based upon at least two different pairs of actually-acquired projection data.
Claim 4
Dependent Claim 138 words
An X-ray computerized tomographic imaging apparatus (100) as claimed in Claim 1, wherein said interpolation calculating means (10) includes: means (22) for designating said slice projection data; means (23:24) for obtaining the second actually-acquired projection data at the second point (E₁:D₂) located opposite to the first point (D₁:E₂) as the center of the slice plane (SC) based on said designated slice projection data; means (25) for calculating weight coefficients for said one pair of first and second actually-acquired projection data at the first point (D₁:E₂) and second point (E₁:D₂) based upon a positional relationship between said first and second points with respect to said slice plane (SC); means (21) for performing the interpolation calculation by utilizing both of said first and second actually-acquired projection data at the first and second points and also the calculated weight coefficients thereof.
Claim 5
Independent Claim 215 words
A method for reconstructing tomographic images of multi-planer slices of an object under medical examination in an X-ray computerized tomographic imaging apparatus (100), comprising the steps of: radiating the object (M) under medical examination by a fan-shaped X-ray beam, while continuously translating the object (M) along a longitudinal axis thereof and relatively rotating an X-ray radiating source (3) and a detector (4) for detecting the fan-shaped X-ray beam penetrated through the object to produce projection data representative of profile intensities of the fan-shaped X-ray beam, whereby a helical scanning around the object (M) is realized by the continuous transportation of the object (M); executing an interpolation calculation so as to obtain slice projection data at a predetermined slice (C₁:C₂) on a slice plane (SC) by utilizing at least one pair of first actually-acquired projection data at a first point (D₁:E₂) which is located nearest the slice point (C₁:C₂) and has the same rotation phase relationship with the slice point (C₁:C₂) during the helical scanning, and also second actually-acquired projection data at a second point (E₁:D₂) located opposite to the first point (D₁:E₂) as a center of the slice plane (SC), whereby said tomographic image of the object (M) at the slice plane is reconstructed based upon at least a plurality of interpolated slice projection data.
Claim 6
Dependent Claim 28 words
A method as claimed in Claim 5, wherein said interpolation calculation is the linear interpolation method by utilizing said one pair of first and second actually-acquired projection data.
Claim 7
Dependent Claim 27 words
A method as claimed in Claim 5, wherein said interpolation calculation is the Langrange's interpolation method by utilizing at least two different pairs of actually-acquired projection data.

References Cited (Backward Citations)

US4086492A Cited
US4630202A Cited
US4789929A Cited
EP0383232A2 Cited

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