IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM...

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IMAGE RECONSTRUCTION

Transcript of IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM...

Page 1: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

IMAGE RECONSTRUCTION

Page 2: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT

FROM SPECIFIC INPUT

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ALGORITHM MUST TERMINATE AFTER FINATE

NUMBER OF STEPS

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PRE-PROCESING

REFORMATTED RAW DATA

CONVOLUTION WITH FILTER

IMAGE RECONSTRUCTION ALGORITHM

RECONSTRUCTED IMAGE

IMAGE:IMAGE:

STORAGEDISPLAY

RECORDINGARCHIVING

DETECTORS

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IMAGE RECONSTRUCTION PERFORMED BY:

• ARRAY PROCESSOR OR PROCESSORS

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RECONSTRUCTION WHEN ONE OR MORE TECHNICAL FACTORS ARE MODIFIED IS

CALLED:

• RETROSPECTIVE RECONSTRUCTION

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FACTORS THAT CAN BE CHANGED DURING RECONSTRUCTION

• DFOV

• MATRIX

• SLICE THICKNESS

• SLICE INCREMENTATION

• ANGLE

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SFOV LARGE DFOV

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SFOV SMALL DFOV

TARGETED (ZOOMED) RECON

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SFOV VERY SMALL DFOVTARGETED (ZOOMED) RECON

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DIFFERENT MATRICES

80 X 80 512 X 512

USUALLY MATRIX IS PERMANENTLY SET AT 512 X 512

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SLICE THICKNESS

• RECONSTRUCTION IN DIFFERENT THICKNESS ONLY POSSIBLE IN THE MULTISLICE UNIT

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SLICE INCREMENTATION

• RECONSTRUCTION IN DIFFERENT SLICE INCREMENTATION POSSIBLE IN SINGLE AND MULTISLICE UNITS

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INCREMENTATION

2MM

2MM

SLICE

INCREMENT

2MM

1MM

SLICE

INCREMENT

CONTIGUOUS 50% OVERLAP

2MM

4MM

SLICE

INCREMENT

100% GAP

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SLICE vs

RECONSTRUCTIONINCREMENTATION

• SLICE THICKNESS

• RECON INCREMENT

• IMAGE QUALITY

• IMAGE QUALITY

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TOMO ANGLE 360º

TUBE

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TOMO ANGLE 180º

TUBE

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TOMO ANGLE

• ANGLE IMAGE QUALITY

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TYPES OF DATA

• MEASUREMENT DATA

• RAW DATA

• CONVOLVED DATA

• IMAGE DATA

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PREREQUISITE FOR DATA RECONSTRUCTION

• DATA AVAILABLERAW

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MEASUREMENT DATA(SCAN DATA)

• DATA THAT ARISES FROM DETECTORS. IT NEEDS TO BE PREPROCESSED TO ELIMINATE ARTIFACTS.

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RAW DATA

• IT’S THE RESULT OF SCAN DATA BEING PRE-PROCESSED

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CONVOLVED DATA

• FILTERED BACKPROJECTION IS THE ALGORITHM USED BY MODERN CT.

• IT REQUIRES FILTERING AND THEN BACKPROJECTION. RAW DATA IS FILTERED USING MATHEMATICAL FILTER.(CONVOLUTION)

• IT REMOVES BLURR. CONVOLUTION CAN ONLY BE APPLIED TO RAW DATA.

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MATHEMATICAL FILTER CAN ALSO BE CALLED:

• KERNEL

• ALGORITHM

• PASS FILTER

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TYPES OF FILTERS

• SMOOTH

• STANDARD

• SHARP

• EXTRA SHARP

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TYPES OF FILTERS (SIEMENS)

• B20 (SMOOTH)

• B40 (STANDARD)

• A80 (SHARP)• A91 (VERY SHARP)

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SMOOTH SHARP

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IMAGE DATA(RECONSTRUCTED DATA)

• CONVOLVED DATA THAT HAVE BEEN BACKPROJECTED INTO THE IMAGE MATRIX TO CREATE CT IMAGES DISPLAYED ON THE MONITOR.

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DETECTORS

SCAN DATA PREPROCESSING RAW DATA

CONVOLUTION

CONVOLVED DATA DATA

BACKPROJECTION

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BEAM GEOMETRIES AND DATA ACQUSITION

• PARALLEL –SLOW

• FAN -FASTER

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Algorithms applicable to CT

Back projection Iterative methods Analytic methods

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BACK PROJECTION

• ALSO CALLED SUMMATION METHOD OR LINEAR SUPERPOSITION METHOD

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Example image of how a cube generates different projections depending on the angle of projection

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ITERATIVE ALGORITHMS

• SIMULTANEOUS ITERATIVE RECONSTRUCTION TECHNIQUE

• ITERATIVE LEAST SQUARES TECHNIQUE

• ALGEBRAIC RECONSTRUCTION TECHNIQUE

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ITERATIVE RECON DEFINITION

• IT STARTS WITH ASSUMPTION AND COMPARES THIS ASSUMPTION WITH A MEASURED VALUE, MAKES CORRECTIONS TO BRING THE TWO VALUES IN AGREEMENT. THIS PROCESS REPEATS OVER AND OVER.

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Page 41: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

ART USED BY HOUNSFIELD IN HIS FIRST EMI BRAIN

SCANNER

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ITERATIVE TECHNIQUES ARE NOT USED IN TODAY’S

COMMERCIAL SCANNERS THEY ARE VERY SLOW

BETTER THAN FILTERED BACK PROJECTION IN METAL ARTIFACT

REDUCTION AND NOISE REDUCTION

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ANALYTIC RECONSTRUCTION ALGORITHMS

• FOURIER RECONSTRUCTION

• FILTERED BACK PROJECTION

USED IN MODERN CT SCANNERS

Page 44: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

FILTERED BACK-PROJECTIONCONVOLUTION METHOD

• PROJECTION PROFILE IS FILTERED OR CONVOLVED TO REMOVE THE TYPICAL STAR LIKE BLURRING THAT IS CHARACTERISTIC OF THE SIMPLE BACK PROJECTION.

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Page 46: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.
Page 47: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

STEPS IN FILTERED BACK PROJECTION

• ALL PROJECTION PROFILES ARE OBTAINED• THE LOGARITHM OF DATA IS OBTAINED• LOGARITHMIC VALUES ARE MULTIPLIED BY

DIGITAL FILTER• FILTERED PROFILES ARE BACKPROJECTED• THE FILTERED PROJECTIONS ARE SUMMED

AND THE NEGATIVE AND POSITIVE COMPONENTS ARE CANCELLED

Page 48: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

FOURIER RECONSTRUCTION

• USED IN MRI

• NOT USED IN CT BECAUSE OF COMPLICATED MATHEMATICS

Page 49: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

ALGORITHM (FILTER) vs NOISE

DETAIL

NOISE

STANDARD

SMOOTHING

EDGE-ENHANCEMENT

SHARP

HIGH PASS FILTER

LOW PASS FILTER

Page 50: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

RECONSTRUCTION IN SPIRAL CT

• FILTERED BACK PROJECTION USED + INTERPOLATION BACAUSE OF THE CONTINUOUS MOVEMENT OF THE PATIENT IN THE Z-DIRECTION.

( TO ELIMINATE MOTION BLURR)

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RECONSTRUCTION IN MULTISLICE SPIRAL CT

• INTERLACED SAMPLING

• LONGITUDINAL INTERPOLATION

• FAN BEAM RECONSTRUCTION

Page 52: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

RECONSTRUCTION ALGORITHM COMPARISON

• ANALYTIC METHODS ARE FASTER THAN ITERATIVE ALGORITHMS.

• FILTERED BACK PROJECTION IS USED IN MODERN CT SCANNERS

• ITERETIVE METHODS ARE BETTER THAN FILTERED BACK PROJECTION IN METAL ARTIFACT REDUCTION AND NOISE REDUCTION

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MPRMULTIPLANAR

RECONSTRUCTION(REFORMATTING)

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IT USES DATAIMAGE

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STACKS OF IMAGES ONLY IN ONE PLANE CAN BE USED

FOR ONE TYPE OF MPRDIFFERENT PLANE IMAGES

CAN NOT BE COMBINED

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ONLY IMAGES IN ONE PLANE CAN BE COMBINED!

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Page 60: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

CURVED MPR

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FOR BEST QUALITY IMAGES

• USE VOLUMETRIC DATA ACQUSITION• RECON YOUR ORIGINAL THICKER SLICES INTO

VERY THIN SLICES (2mm OR 1 mm)• SELECT RECON INCREMENT THAT WOULD CREATE

AT LEAST 50% OVERLAP BETWEEN SLICES

EXAMPLE:2 MM SLICE THICKNESS1 MM SLICE INCREMENT

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3-D

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EXTRUSION

IS A MODELING TECHNIQUE THAT GENERATES A 3-D OBJECT FROM

A 2 –D PROFILE ON THE

COMPUTER SCREEN.

IT USES IMAGE DATA TO BUILD 3-D OBJECT

Page 65: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

EXTRUSION

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PIXEL AREA

A

B

A= WIDTH B= HEIGTH

AREA OF THE PIXEL = A x B

Page 67: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

VOXEL VOLUME

A

B

C

A= WIDTH B= HEIGTH

C-DEPTH (SLICE THICKNESS)

VOLUME OF THE VOXEL = A x B x C

Page 68: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

DATA ACQUSITION FOR 3-D

• CONVENTIONAL SLICE BY SLICE

• VOLUME DATA ACQUSITION

Page 69: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

PROBLEMS WITH CONVENTIONAL SLICE BY SLICE ACQUISITION IN 3-D

GENERATION• MOTION - STAIR-STEP ARTIFACT

• MIREGISTRATION

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STAIR-STEP ARTIFACT

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SEVERE STAIR-STEP ARTIFACT

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PROCESSING FOR 3-D

• SEGMENTATION

• TRESHOLDING

• OBJECT DELINEATION

• RENDERING

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SEGMENTATION

• PROCESSING TECHNIQUE USED TO IDENTIFY THE STRUCTURE OF INTEREST IN A GIVEN IMAGE. IT DETERMINES WHICH VOXEL ARE PART OF THE OBJECT AND SHOULD BE DISPLAYED AND WHICH ARE NOT AND SHOULD BE DISCARDED.

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SEGMENTATION

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THRESHOLDING

• METHOD OF CLASSIFYING THE TYPES OF TISSUES REPRESENTED BY EACH OF THE VOXELS. CT NUMBER IS USED TO DETERMINE THIS.

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TRESHOLDING (IN SEGMENTATION)

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DELINEATION

• BOUNDARY EXTRACTION

• VOLUME EXTRACTION

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DELINEATION

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RENDERING TECHNIQUES

• SURFACE RENDERING – SHADED SURFACE DISPLAY (SSD)

• VOLUME RENDERING

Page 80: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

SURFACE RENDERING-SSD

• SIMPLER OF THE TWO METHODS. DISPLAYS THE IMAGE ACCORDING TO ITS CALCULATIONS OF HOW THE LIGHT RAYS WOULD BE REFLECTED TO THE VIEWERS EYES.

• COMPUTER CREATES INTERNAL REPRESENTATION OF SURFACES

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ADVANTAGE OF SSD

• NOT MUCH COMPUTING POWER REQUIRED

• ONLY CONTOUR IS USED

Page 83: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

DISADVANTAGES OF SSD

• INFO OF STRUCTURES INSIDE OR BEHIND THE SURFACE IS NOT DISPLAYED!!

Page 84: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

VOLUME RENDERING

• SOPHISTICATED TECHNIQUE. 3-D IMAGES HAVE BETTER QUALITY THAN IN SURFACE RENDERING. USES ENTIRE DATA SET FROM 3-D SPACE. IT REQUIRES MORE COMPUTING POWER.

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ADVANTAGES OF VOLUME RENDERING (VR)

• UNLIKE SSD, VOLUME RENDERING ALLOWS SEEING THROUGH SURFACES. IT ALLOWS THE VIEWER TO SEE BOTH INTERNAL AND EXTERNAL STRUCTURES.

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DISADVANTAGE/S

• IT REQUIRES GREAT COMPUTING POWER – SOPHISTICATED COMPUTER EQUIPMENT

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MAXIMUM INTENSITY PROJECTION

• VOLUME RENDERING 3-D TECHNIQUE THAT IS NOW FREQUENTLY USED IN CTA ( CT ANGIO) IT USES LESS THAN 10% OF DATA IN 3-D SPACE. IT DOES NOT NEED SOPHISTICATED COMPUTING.

IT ORIGINATED IN MRA

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MIP ALLOWS ONLY THE VOXEL WITH THE

BRIGHTEST VALUE TO BE SELECTED

Page 90: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

VR vs MIP

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ADVANTAGES OF MIP

• NO NEED FOR SOPHISTICATED COMPUTER HARDWARE- IT USES LESS THAN 10% OF DATA

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DISADVANTAGE/S OF MIP

• ARTIFACT- STRING OF BEADS

• NO SUPERIMPOSED STRUCTURES DEMONSTRATION

Page 93: IMAGE RECONSTRUCTION. ALGORITHM-A SET OF RULES OR DIRECTIONS FOR GETTING SPECIFIC OUTPUT FROM SPECIFIC INPUT.

ARTIFACTS

• SSD – MANY FALSE SURFACES

• MIP – MIP ARTIFACT

• VR - FEW