Methods Conclusions References ResultsIntroduction After all tests were performed, the optimal tolerance value was 1.125. This tolerance value had an overall.

Slides:



Advertisements
Similar presentations
PLUS 2.0 Architecture Adam Rankin, Andras Lasso, Csaba Pinter, Tamas Ungi, and Gabor Fichtinger Laboratory for Percutaneous Surgery (Perk Lab) School of.
Advertisements

Integrating DICOM RT Import into Slicer 4
Test Automation for Verifying Software’s Detectability for Rule Violations Name: Zhishuai Yao Supervisor: Pro. Jukka Manner Place: Varian Medical Systems.
SlicerRT Image-guided radiation therapy research toolkit for 3D Slicer Csaba Pinter 1, Andras Lasso 1, An Wang 2, David Jaffray 2, and Gabor Fichtinger.
Improvements in SlicerRT, the radiation therapy research toolkit for 3D Slicer Csaba Pinter1, Andras Lasso1, An Wang2, David Jaffray2, and Gabor Fichtinger1.
Image Registration: Demons Algorithm JOJO
System Challenges in Image Analysis for Radiation Therapy Stephen M. Pizer Kenan Professor Medical Image Display & Analysis Group University.
Fricke gel dosimeters for the measurement of the anisotropy function of a HDR Ir-192 brachytherapy source Mauro Carrara 1, Stefano Tomatis 1, Giancarlo.
Methodology Performance Estimate and Noise Modelling A baseline performance estimate was determined for a very low cost commercial MEMS-based IMU, the.
MRI Image Segmentation for Brain Injury Quantification Lindsay Kulkin 1 and Bir Bhanu 2 1 Department of Biomedical Engineering, Syracuse University, Syracuse,
Interactive, GPU-Based Level Sets for 3D Segmentation Aaron Lefohn Joshua Cates Ross Whitaker University of Utah Aaron Lefohn Joshua Cates Ross Whitaker.
Yujun Guo Kent State University August PRESENTATION A Binarization Approach for CT-MR Registration Using Normalized Mutual Information.
1 Improved critical structure sparing with biologically based IMRT optimization X.Sharon Qi, Vladimir A. Semenenko and X. Allen Li Department of Radiation.
NA-MIC National Alliance for Medical Image Computing Coming of age for a NA-MIC DBP Gabor Fichtinger, Andras Lasso, Tamas Ungi, Csaba.
Tissue inhomogeneities in Monte Carlo treatment planning for proton therapy L. Beaulieu 1, M. Bazalova 2,3, C. Furstoss 4, F. Verhaegen 2,5 (1) Centre.
Stereotactic Body Radiation Therapy (SBRT): The optimal indication for operable tumors in inoperable patients D.Katsochi 1, S.Kosmidis 1, A.Fotopoulou.
Introduction Background In image-guided interventions, anatomical structures are typically derived from medical images through segmentation. In radiation.
به نام خداوند بخشایندۀ بخشایشگر
NA-MIC National Alliance for Medical Image Computing Interactive Editor tutorial Sonia Pujol, Ph.D. Surgical Planning Laboratory Harvard.
SlicerRT 3DSlicer extensions for radiotherapy research Andras Lasso 1, Csaba Pinter 1, Kevin Wang 2, Steve Pieper 3, Greg Sharp 4, and Gabor Fichtinger.
SlicerRT Hands-on tutorial Csaba Pinter Laboratory for Percutaneous Surgery, Queen’s University, Canada.
Dosimetric Comparison based on Consensus Delineation of Clinical Target Volume for CT- and MR-Based Brachytherapy in Locally Advanced Cervical Cancer Akila.
DIGITAL HIGH-RESOLUTION HEART PHANTOMS Abstract Background:X-ray based imaging modalities employ ionizing radiation with the potential for causing harmful.
Brachytherapy Medical radiation.
Parameter selection in prostate IMRT Renzhi Lu, Richard J. Radke 1, Andrew Jackson 2 Rensselaer Polytechnic Institute 1,Memorial Sloan-Kettering Cancer.
Patient Plan Results: Table 3 shows the ratio of the Pinnacle TPS calculation to the DPM recalculation for the mean dose from selected regions of interest.
Kelly Younge, Ph.DKelly Younge, Ph.D Don Roberts, Benedick Fraass, Daniel McShan, and Martha Matuszak University of Michigan, Department of Radiation Oncology,University.
Factors Influencing the Dose to Rectum During the Treatment of Prostate Cancer with IMRT Nandanuri M.S. Reddy, PhD, Brij M. Sood, MD, and Dattatreyudu.
Region of Interest Analysis as a Tool for Exploring Adaptive IMRT Strategy for Cervix Cancer Patients Young-Bin Cho 1,2, Valerie Kelly 1, Karen Lim 1,2,
1 4D: Adaptive Radiotherapy & Tomotherapy Bhudatt Paliwal, PhD Professor Departments of Human Oncology & Medical Physics University of Wisconsin Madison.
Dose-Volume Based Ranking of Incident Beams and its Utility in Facilitating IMRT Beam Placement Jenny Hai, PhD. Department of Radiation Oncology Stanford.
BREAST MRI IN RADIATION THERAPY PLANNING MARSHA HALEY, M.D. ASSISTANT PROFESSOR UNIVERSITY OF PITTSBURGH CANCER INSTITUTE PITTSBURGH, PENNSYLVANIA, USA.
Segmentation support in Slicer Csaba Pinter Laboratory for Percutaneous Surgery, Queen’s University, Canada.
Methods Validation with Simulated Data 1.Generate random linear objects in the model coordinate system. 2.Generate a random set of points on each linear.
2011 AAPM 3D Slicer Users Group Meeting
Investigation of 3D Dosimetry for an Anthropomorphic Spine Phantom R. Grant 1,2, G. Ibbott 1, J. Yang 1, J. Adamovics 3, D Followill 1 (1)M.D. Anderson.
UNC Shape Analysis Pipeline
AdvisorStudent Dr. Jia Li Shaojun Liu Dept. of Computer Science and Engineering, Oakland University Automatic 3D Image Segmentation of Internal Lung Structures.
Visualization of Tumors in 4D Medical CT Datasets Visualization of Tumors in 4D Medical CT Datasets Burak Erem 1, David Kaeli 1, Dana Brooks 1, George.
NA-MIC National Alliance for Medical Image Computing DBP2: Software Integration for Image Guided Surgery Gabor Fichtinger & Andras Lasso.
MultiModality Registration Using Hilbert-Schmidt Estimators By: Srinivas Peddi Computer Integrated Surgery II April 6 th, 2001.
Karolina Kokurewicz Supervisors: Dino Jaroszynski, Giuseppe Schettino
Flair development for the MC TPS Wioletta Kozłowska CERN / Medical University of Vienna.
Reducing excess imaging dose to cancer patients receiving radiotherapy Adam Schwertner, Justin Guan, Xiaofei Ying, Darrin Pelland, Ann Morris, Ryan Flynn.
SARC018: A SARC PILOT MULTICENTER STUDY OF PREOPERATIVE RADIATION AND SURGERY IN PATIENTS WITH HIGH- RISK DESMOID TUMORS Robert S. Benjamin, M.D.
The Effects of Small Field Dosimetry on the Biological Models Used In Evaluating IMRT Dose Distributions Gene Cardarelli,PhD, MPH.
Methods Conclusions References ResultsBackground The program using the enhanced algorithm produces an optimal surface when used with simple inputs. Here,
Image Guided Interstitial Brachytherapy For Locally Advanced Gynaecological Cancer With A MUPIT Applicator M.A.D. Haverkort, MD 1, E. Van der Steen - Banasik,
QIN Informatics and Software Tool Sharing 3D Slicer Andriy Fedorov, Brigham and Women’s Hospital
PLUS Model Catalog: A library of 3D-printable models
Introduction Results Methods Conclusions Acknowledgements
Physica Medica 32 (2016) 1570–1574 報告人:王俊淵
Assessing Technical Competence in Simulated Colonoscopy Using Joint Motion Analysis Matthew S. Holden1, Chang Nancy Wang2, Kyle MacNeil1, Ben Church1,
Under Guidance- Internal Guide- Ms. Shruti T.V
Dynamic management of segmented structures in 3D Slicer
You Zhang, Jeffrey Meyer, Joubin Nasehi Tehrani, Jing Wang
Quantification of tumor localization needle displacement prior to tumor excision in navigated lumpectomy Christina Yan1, Tamas Ungi1, Gabrielle Gauvin2,
DICOM-RT support in SlicerRT
Ant colony segmentation approach for volume delineation in PET.
Improvements in SlicerRT, the radiation therapy research toolkit for 3D Slicer Csaba Pinter1, Andras Lasso1, An Wang2, David Jaffray2, and Gabor Fichtinger1.
Fast Radiation Simulation and Visualized Data Processing Method
CNRS applications in medical imaging
Median Volume (cc) of GTV Receiving Dose
Dosimetry of Alternative Techniques for Accelerated Partial Breast Irradiation Hanh Pham, B.S, CMD, Thanh Nguyen, BS, Christina Henson, MD, Salahuddin.
Quantification of Tumor Burden in a Genetically Engineered Mouse Model of Lung Cancer by Micro-CT and Automated Analysis  Kai H. Barck, Hani Bou-Reslan,
Goals Significance Results Uncorrected MAR Corrected
Uncertainty evaluation of image-based tumour control probability models in radiotherapy of prostate cancer using a visual analytic tool  Oscar Casares-Magaz,
X-RAY COMPUTED TOMOGRAPHY FOR THE CHARACTERIZATON OF THE
Core 1b – A glimpse at the renewal
Average Dose-Volume Ratio
Presentation transcript:

Methods Conclusions References ResultsIntroduction After all tests were performed, the optimal tolerance value was This tolerance value had an overall agreement percentage with Eclipse™ of 92.69%, which was higher than the agreement percentage for the original tolerance value 0.001, which was 92.06%. In particular, the brain stem contour showed the largest improvement when using a tolerance of 1.125, as with this value it had an individual agreement percentage of 66.95%, which is significantly higher than the agreement percentage of 43.01% when using the original tolerance value. Contour rasterization evaluation Jennifer Andrea Mentors: Professor Gabor Fichtinger, Andras Lasso, Csaba Pinter Laboratory for Percutaneous Surgery, School of Computing, Queen’s University, Kingston, ON Development The effect of changing the tolerance value on the results was tested using 22 different tolerance values. The results were measured by computing the dose volume histograms (DVHs) for the labelmaps produced using the modified contour rasterization algorithm in SlicerRT. The same contours were then rasterized using the commercial software system Eclipse™, and DVHs were computed from these labelmaps. The two sets of DVHs were compared, using the Eclipse™ DVHs as the standard to which the SlicerRT DVHs were measured against. A similar evaluation method was used by the radiation therapy treatment planning research system CERR [2] to evaluate their contour rasterization algorithm. To quantify the difference between the sets of DVHs, the agreement percentage was computed for each contoured structure of the SlicerRT DVHs to the Eclipse™ DVHs. A broad range of values from 0 to 10 were tested, and further tests were performed to narrow in on the optimal tolerance value. Background In radiation oncology, contours are used to delineate structures including the target structure and structures at risk, in order to define them in 3D space. These contours are used when computing an optimized irradiation plan to ensure that the target receives the maximum dose possible and the structures at risk avoid being irradiated at a toxic level. In the medical image standard DICOM, contours are stored as a series of 2D planar contours. However, most analytical and processing algorithms require binary volumes, called labelmaps, as input. An accurate and robust algorithm for the conversion, which is called rasterization, is required. Software 3D Slicer ( is an open-source software platform for medical image visualization and analysis SlicerRT ( is an open-source radiation therapy research toolkit developed for 3D Slicer [1] that provides RT-related data management, and analysis tools for contours and dose distributions Figure 1: Computing a dose volume histogram in SlicerRT. Figure 2: Overall agreement percentage between the dose volume histograms produced from the SlicerRT and Eclipse™ contour rasterization algorithms. Changing the tolerance value to a more optimal value improves the overall agreement percentage between the SlicerRT and Eclipse™ labelmaps and indicates an increase in accuracy of the contour rasterization algorithm. This optimization presents a step in achieving equivalent accuracy with the SlicerRT contour rasterization algorithm to those from commercial software systems. Future work will include adding out-of-plane interpolation of contours and rasterization error computation to the algorithm. [1] C. Pinter, A. Lasso, A. Wang, D. Jaffray, and G. Fichtinger, "SlicerRT: Radiation therapy research toolkit for 3D Slicer", Med. Phys. 39(10), 6332/7 (2012). [2] J. O. Deasy, A. I. Blanco, and V. H. Clark. "CERR: a computational environment for radiotherapy research." Medical physics 30.5: (2003). Objective The purpose of this project was to determine the optimal rasterization settings for the contour rasterization algorithm currently present in SlicerRT [1]. Research Changing the result of the contour rasterization algorithm involves changing how border voxels from the reference volume are handled, which are those voxels that sit on the border of a contour and do not obviously fall either inside or outside of the contoured structure. Examination of the contour rasterization algorithm in SlicerRT revealed the presence of a variable for tolerance used in subroutines for filling in the contour and inserting points from line segments from the planar contour into the raster lines. The tolerance value is a variable that determines the bounds of the contour, which limits which voxels are considered inside the contour. A higher tolerance value results in more border voxels being included. In the original SlicerRT contour rasterization algorithm, the tolerance had a value of We suspect that this value was suboptimal. Figure 3: Agreement percentages for each of the different structures tested.