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Assignment 3: Visualisation of 3D Volumetric Structures From Medical Images







Algorithm: Maximum Intensity Projection

A short summary of the data set:

Data set: CT (picker scanner) 256 x 256 x 256

52 slices, 5 mm thickness, CT head

Short description on what you intend to Visualization software used:

visualize: 3D doctor

A set of CT images was converted to dicom

format. In this data set, we are interested to

visualize the eye-balls with optic nerve and

the brainstem. The contours of the structures

were manually drawn in each slice. The body

contour of the images was not included.









Surface rendering

Volume rendering: Same patient data set was used.

Algorithm: Maximum Intensity Projection

A short summary of the data set:

Data set: Data set source not known 256 x 256 x 256

55 slices, CT pelvis

Short description on what you intend to Visualization software used:

visualize: 3D doctor

In this data set, contour of the pelvis bone was

drawn automatically. The pelvis was divided into

left and right sides. The left side of the pelvis is

in red and the right side is in blue.









Surface rendering Volume rendering: Same patient data set was used.

Maximum Intensity Projection:

Viewed at: X (up/down): 5 degree

Y (left/right): 10 degree

Z (clockwise):0 degree

Algorithm: Ray Casting

A short summary of the data set:

Data set: MR (Siemens) 256 x 256 x 256

78 slices, 3 mm thickness, MR head

Short description on what you intend to Visualization software used:

visualize: Volview

A set of MR images was converted to dicom

format. In this data set, we are interested to

visualize the facial expression. The right lens is

clearly displayed on the images below. As the

data set did not have sufficient images, part of

the nose was not displayed. Images were

rotated.









Other information:

I am unable to delete the patient’s name for this dataset.

The 3D display here is to share with everyone the images

and with no other intentions.

Algorithm: Ray Casting

A short summary of the data set:

Data set: CT (Picker) 256 x 256 x 256

78 slices, 3 mm thickness, CT Brain

The visualization software used:

Brainlab application software





Short description on what you intend to visualize:

A set of CT images was converted to dicom format. In this data set, the critical structures (e.g.

eyes, brainstem and cord) and the lesion are digitized manually. The 3D display enables the

doctor and the physicist to visualize and ensure that radiation beam does not enter into the

critical organs unnecessarily. The N-shaped (in blue) is a set of localisers for treatment setup

purpose. The lesion is shown in yellow. The brainstem and cord is shown in green. The

radiation arcs are in blue and yellow.









Other information: The 3D display was exported from the application software and converted in

bmp format. The resolution after the conversion was not as good as the original.

Algorithm: Marching Cubes

Data set: Data set source not known

Data set: CT, 256 x2 256 x 256, voxel =7

44 slices, 3 mmxthickness, CT skull

The visualization software used: The visualization software used:

Software written in C++ Software written in C++









Skull Purkinje cell

Marching cubes is an algorithm for rendering

isosurfaces in volumetric data. The basic

notion is that we can define a voxel(cube) by

the pixel values at the eight corners of the

cubes. If one or more pixels of a cube have

values less than the user specified isovalue,

and one or more have values greater than this

value, we know the voxel must contribute

some component of the isosurface. By

determining which edges of the cube are

intersected by the surface, we can create

triangular patches which divide the cube

between regions within the isosurface and

regions outside. By connecting the patches

from all cubes on the isosurface boundary, we

get a surface representation.

Algorithm: Marching Cubes



Data set: not known

The visualization software used:

Volvis









Short description on what you intend to visualize:



In this data set, marching cubes algorithm was

used to visualize a small lobster. The isovalue was

set to 30.



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