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Dive into the research topics where Michael B. Altman is active.

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Featured researches published by Michael B. Altman.


Medical Physics | 2013

Commissioning of the Varian TrueBeam linear accelerator: a multi-institutional study.

Carri K. Glide-Hurst; M. Bellon; R Foster; Cem Altunbas; M Speiser; Michael B. Altman; D Westerly; N. Wen; B. Zhao; Moyed Miften; Indrin J. Chetty; Timothy D. Solberg

PURPOSE Latest generation linear accelerators (linacs), i.e., TrueBeam (Varian Medical Systems, Palo Alto, CA) and its stereotactic counterpart, TrueBeam STx, have several unique features, including high-dose-rate flattening-filter-free (FFF) photon modes, reengineered electron modes with new scattering foil geometries, updated imaging hardware/software, and a novel control system. An evaluation of five TrueBeam linacs at three different institutions has been performed and this work reports on the commissioning experience. METHODS Acceptance and commissioning data were analyzed for five TrueBeam linacs equipped with 120 leaf (5 mm width) MLCs at three different institutions. Dosimetric data and mechanical parameters were compared. These included measurements of photon beam profiles (6X, 6XFFF, 10X, 10XFFF, 15X), photon and electron percent depth dose (PDD) curves (6, 9, 12 MeV), relative photon output factors (Scp), electron cone factors, mechanical isocenter accuracy, MLC transmission, and dosimetric leaf gap (DLG). End-to-end testing and IMRT commissioning were also conducted. RESULTS Gantry/collimator isocentricity measurements were similar (0.27-0.28 mm), with overall couch/gantry/collimator values of 0.46-0.68 mm across the three institutions. Dosimetric data showed good agreement between machines. The average MLC DLGs for 6, 10, and 15 MV photons were 1.33 ± 0.23, 1.57 ± 0.24, and 1.61 ± 0.26 mm, respectively. 6XFFF and 10XFFF modes had average DLGs of 1.16 ± 0.22 and 1.44 ± 0.30 mm, respectively. MLC transmission showed minimal variation across the three institutions, with the standard deviation <0.2% for all linacs. Photon and electron PDDs were comparable for all energies. 6, 10, and 15 MV photon beam quality, %dd(10)x varied less than 0.3% for all linacs. Output factors (Scp) and electron cone factors agreed within 0.27%, on average; largest variations were observed for small field sizes (1.2% coefficient of variation, 10 MV, 2 × 2 cm(2)) and small cone sizes (<1% coefficient of variation, 6 × 6 cm(2) cone), respectively. CONCLUSIONS Overall, excellent agreement was observed in TrueBeam commissioning data. This set of multi-institutional data can provide comparison data to others embarking on TrueBeam commissioning, ultimately improving the safety and quality of beam commissioning.


Medical Physics | 2017

Acoustic field characterization of a clinical magnetic resonance‐guided high‐intensity focused ultrasound system inside the magnet bore

Satya V. V. N. Kothapalli; Michael B. Altman; Ari Partanen; Leighton Wan; H. Michael Gach; William L. Straube; Dennis E. Hallahan; Hong Chen

Purpose With the expanding clinical application of magnetic resonance‐guided high‐intensity focused ultrasound (MR‐HIFU), acoustic field characterization of MR‐HIFU systems is needed for facilitating regulatory approval and ensuring consistent and safe power output of HIFU transducers. However, the established acoustic field measurement techniques typically use equipment that cannot be used in a magnetic resonance imaging (MRI) suite, thus posing a challenge to the development and execution of HIFU acoustic field characterization techniques. In this study, we developed and characterized a technique for HIFU acoustic field calibration within the MRI magnet bore, and validated the technique with standard hydrophone measurements outside of the MRI suite. Methods A clinical Philips MR‐HIFU system (Sonalleve V2, Philips, Vantaa, Finland) was used to assess the proposed technique. A fiber‐optic hydrophone with a long fiber was inserted through a 24‐gauge angiocatheter and fixed inside a water tank that was placed on the HIFU patient table above the acoustic window. The long fiber allowed the hydrophone control unit to be placed outside of the magnet room. The location of the fiber tip was traced on MR images, and the HIFU focal point was positioned at the fiber tip using the MR‐HIFU therapy planning software. To perform acoustic field mapping inside the magnet, the HIFU focus was positioned relative to the fiber tip using an MRI‐compatible 5‐axis robotic transducer positioning system embedded in the HIFU patient table. To perform validation measurements of the acoustic fields, the HIFU table was moved out of the MRI suite, and a standard laboratory hydrophone measurement setup was used to perform acoustic field measurements outside the magnetic field. Results The pressure field scans along and across the acoustic beam path obtained inside the MRI bore were in good agreement with those obtained outside of the MRI suite. At the HIFU focus with varying nominal acoustic powers of 10–500 W, the peak positive pressure and peak negative pressure measured inside the magnet bore were 3.87–68.67 MPa and 3.56–12.06 MPa, respectively, while outside the MRI suite the corresponding pressures were 3.27–67.32 MPa and 3.06–12.39 MPa, respectively. There was no statistically significant difference (P > 0.05) between measurements inside the magnet bore and outside the MRI suite for the p+ and p− at any acoustic power level. The spatial‐peak pulse‐average intensities (ISPPA) for these powers were 312–17816 W/cm2 and 220–15698 W/cm2 for measurements inside and outside the magnet room, respectively. In addition, when the scanning step size of the HIFU focus was increased from 100 μm to 500 μm, the execution time for scanning a 4 × 4 mm2 area decreased from 210 min to 10 min, the peak positive pressure decreased by 14%, the peak negative pressure decreased by 5%, and the lateral full width at half maximum dimension of pressure profiles increased from 1.15 mm to 1.55 mm. Conclusions The proposed hydrophone measurement technique offers a convenient and reliable method for characterizing the acoustic fields of clinical MR‐HIFU systems inside the magnet bore. The technique was validated for use by measurements outside the MRI suite using a standard hydrophone calibration technique. This technique can be a useful tool in MR‐HIFU quality assurance and acoustic field assessment.


Medical Physics | 2013

TH‐A‐116‐07: Validation of Patient Contours for Head and Neck Treatments Using Population‐Based Metrics

J. Kavanaugh; H Wooten; O Pechenaya Green; Todd DeWees; H Li; Sasa Mutic; Michael B. Altman

PURPOSE To develop a statistical and anatomical population-based model that can be used to validate the accuracy and integrity of head and neck normal tissue structures of individual patients for use in preplanning and/or online adaptive radiation therapy. METHODS Normal tissue contours from 29 patients treated for head and neck cancers were used in development of the model. For each patient, DICOM plan and structure files were exported from the treatment planning system to an in-house developed software program which calculated anatomic metrics for volume, shape, and intra-structure distances for all structures. A statistical analysis of these metrics produced population specific rules that were used within the software program to evaluate the accuracy of head and neck contours for subsequent patients. The contour assessment program included only metrics for which the standard deviation was less than a heuristically determined limit of 15% of the mean for that metric. To verify the softwares utility, 42 common contouring errors were intentionally introduced within 9 specific structures for 9 different patients. These errors included incorrect laterality, position, size and shape, inclusion of small isolated pixels, deleted segments, and empty structures. The evaluation of all 9 head and neck structure sets was blinded to the nature and number of the generated errors. RESULTS The contour accuracy and integrity program correctly identified 40 of 42 generated errors. Small modifications to the structures shape and volume were the most difficult to correctly identify; however the program correctly identified all positional and laterality errors, deleted/isolated segments, small pixels, and deleted contours. CONCLUSION Rules developed from a statistical analysis of anatomic population-based metrics can provide much of the necessary information to correctly and efficiently evaluate the accuracy and integrity of a unique patient contour structure set for IMRT preplanning or for an online adaptive radiation therapy protocol.


International Journal of Hyperthermia | 2018

Evaluation and selection of anatomic sites for magnetic resonance imaging-guided mild hyperthermia therapy: a healthy volunteer study

Satya V. V. N. Kothapalli; Michael B. Altman; Lifei Zhu; Ari Partanen; Galen Cheng; H. Michael Gach; William L. Straube; Imran Zoberi; Dennis E. Hallahan; Hong Chen

Abstract Purpose: Since mild hyperthermia therapy (MHT) requires maintaining the temperature within a narrow window (e.g. 40–43 °C) for an extended duration (up to 1 h), accurate and precise temperature measurements are essential for ensuring safe and effective treatment. This study evaluated the precision and accuracy of MR thermometry in healthy volunteers at different anatomical sites for long scan times. Methods: A proton resonance frequency shift method was used for MR thermometry. Eight volunteers were subjected to a 5-min scanning protocol, targeting chest wall, bladder wall, and leg muscles. Six volunteers were subjected to a 30-min scanning protocol and three volunteers were subjected to a 60-min scanning protocol, both targeting the leg muscles. The precision and accuracy of the MR thermometry were quantified. Both the mean precision and accuracy <1 °C were used as criteria for acceptable thermometry. Results: Drift-corrected MR thermometry measurements based on 5-min scans of the chest wall, bladder wall, and leg muscles had accuracies of 1.41 ± 0.65, 1.86 ± 1.20, and 0.34 ± 0.44 °C, and precisions of 2.30 ± 1.21, 1.64 ± 0.56, and 0.48 ± 0.05 °C, respectively. Measurements based on 30-min scans of the leg muscles had accuracy and precision of 0.56 ± 0.05 °C and 0.42 ± 0.50 °C, respectively, while the 60-min scans had accuracy and precision of 0.49 ± 0.03 °C and 0.56 ± 0.05 °C, respectively. Conclusions: Respiration, cardiac, and digestive-related motion pose challenges to MR thermometry of the chest wall and bladder wall. The leg muscles had satisfactory temperature accuracy and precision per the chosen criteria. These results indicate that extremity locations may be preferable targets for MR-guided MHT using the existing MR thermometry technique.


internaltional ultrasonics symposium | 2017

A reliable and convenient acoustic field characterization method of a clinical MR-HIFU system using electronic beam-steering

Satya V. V. N. Kothapalli; Ari Partanen; Lifei Zhu; H. Michael Gach; Michael B. Altman; Hong Chen

With a growing number of magnetic resonance-guided high-intensity focused ultrasound (MR-HIFU) clinical applications, acoustic field characterization tools and methods for quality assurance are needed to ensure safe treatment outcomes. However, the established methods typically use equipment that cannot be used in a magnetic resonance imaging (MRI) suite. Herein, we propose a technique for convenient and reliable acoustic field characterization of clinical MR-HIFU systems with the aid of MRI-based HIFU focus localization and electronic HIFU beam-steering.


Journal of the Acoustical Society of America | 2017

A quick and reliable acoustic calibration method for a clinical magnetic resonance guided high-intensity focused ultrasound system

Satya V. V. N. Kothapalli; Ari Partanen; Michael B. Altman; Zhaorui Wang; H. Michael Gach; William L. Straube; Dennis E. Hallahan; Hong Chen

With the expanding use and applications of MR-HIFU in both thermal-based and pressure-based therapies, there is an urgent need to develop acoustic field characterization and quality assurance (QA) tools for MR-HIFU systems. We developed a method for quick and reliable acoustic field assessment inside the magnet bore of a clinical MRI system. A fiber-optic hydrophone with a 2-m long fiber was fixed inside a water tank that was placed on the HIFU table above the acoustic window. The long fiber allowed the MRI-incompatible hydrophone control unit to be located outside the MRI suite. MR images of the fiber were used to position the HIFU focus approximately at the tip of the fiber. The HIFU focus was electronically steered within a 5×5×5mm3 volume in synchronization with hydrophone measurements. The HIFU focus location was then identified based on the 3D field scans. Peak positive and negative pressures were measured at the focus at various nominal acoustic powers. Furthermore, focus dimensions and spatial pea...


Medical Physics | 2016

MO-FG-206-01: Clinical Trials and the Medical Physicist: Design, Analysis, and Our Role

Michael B. Altman

Physicists are often expected to have a solid grounding in experimental design and statistical analysis, sometimes filling in when biostatisticians or other experts are not available for consultation. Unfortunately, graduate education on these topics is seldom emphasized and few opportunities for continuing education exist. Clinical physicists incorporate new technology and methods into their practice based on published literature. A poor understanding of experimental design and analysis could result in inappropriate use of new techniques. Clinical physicists also improve current practice through quality initiatives that require sound experimental design and analysis. Academic physicists with a poor understanding of design and analysis may produce ambiguous (or misleading) results. This can result in unnecessary rewrites, publication rejection, and experimental redesign (wasting time, money, and effort). This session will provide a practical review of common study designs and statistical tests. Instruction will primarily focus on practical implementation and answer questions such as: when a test/design is typically applied, what information is attained, and when the test/design is typically misapplied (i.e., common pitfalls). LEARNING OBJECTIVES 1. Understand common experimental designs, what questions they can answer, and how to interpret their results 2. Review basic statistical tests commonly implemented in medical physics 3. Determine where specific statistical tests are appropriate and identify common pitfalls 4. Identify multiple hypothesis testing and how it impacts reported results.


Medical Physics | 2015

SU-F-BRA-14: Optimization of Dosimetric Guidelines for Accelerated Partial Breast Irradiation (APBI) Using the Strut-Adjusted Volume Implant (SAVI)

K Mooney; Michael B. Altman; Jose Garcia-Ramirez; M.A. Thomas; Imran Zoberi; D. Mullen; Todd DeWees; Jacqueline Esthappan

Purpose: Treatment planning guidelines for accelerated partial breast irradiation (ABPI) using the strut-adjusted volume implant (SAVI) are inconsistent between the manufacturer and NSABP B-39/RTOG 0413 protocol. Furthermore neither set of guidelines accounts for different applicator sizes. The purpose of this work is to establish guidelines specific to the SAVI that are based on clinically achievable dose distributions. Methods: Sixty-two consecutive patients were implanted with a SAVI and prescribed to receive 34 Gy in 10 fractions twice daily using high dose-rate (HDR) Ir-192 brachytherapy. The target (PTV_EVAL) was defined per NSABP. The treatments were planned and evaluated using a combination of dosimetric planning goals provided by the NSABP, the manufacturer, and our prior clinical experience. Parameters evaluated included maximum doses to skin and ribs, and volumes of PTV_EVAL receiving 90%, 95%, 100%, 150%, and 200% of the prescription (V90, etc). All target parameters were evaluated for correlation with device size using the Pearson correlation coefficient. Revised dosimetric guidelines for target coverage and heterogeneity were determined from this population. Results: Revised guidelines for minimum target coverage (ideal in parentheses): V90≥95%(97%), V95≥90%(95%), V100≥88%(91%). The only dosimetric parameters that were significantly correlated (p<0.05) with device size were V150 and V200. Heterogeneity criteria were revised for the 6–1 Mini/6-1 applicators to V150≤30cc and V200≤15cc, and unchanged for the other sizes. Re-evaluation of patient plans showed 90% (56/62) met the revised minimum guidelines and 76% (47/62) met the ideal guidelines. All and 56/62 patients met our institutional guidelines for maximum skin and rib dose, respectively. Conclusions: We have optimized dosimetric guidelines for the SAVI applicators, and found that implementation of these revised guidelines for SAVI treatment planning yielded target coverage exceeding that required by existing guidelines while preserving heterogeneity constraints and minimizing dose to organs at risk.


Medical Physics | 2014

TU‐C‐17A‐04: BEST IN PHYSICS (THERAPY) – A Supervised Framework for Automatic Contour Assessment for Radiotherapy Planning of Head‐ Neck Cancer

H Chen; J. Kavanaugh; Jun Tan; S Dolly; Wade L. Thorstad; Mark A. Anastasio; Michael B. Altman; Sasa Mutic; H Li

PURPOSE Precise contour delineation of tumor targets and critical structures from CT simulations is essential for accurate radiotherapy (RT) treatment planning. However, manual and automatic delineation processes can be error prone due to limitations in imaging techniques and individual anatomic variability. Tedious and laborious manual verification is hence needed. This study develops a general framework for automatically assessing RT contours for head-neck cancer patients using geometric attribute distribution models (GADMs). METHODS Geometric attributes (centroid and volume) were computed from physician-approved RT contours of 29 head-neck patients. Considering anatomical correlation between neighboring structures, the GADM for each attribute was trained to characterize intra- and interpatient structure variations using principal component analysis. Each trained GADM was scalable and deformable, but constrained by the principal attribute variations of the training contours. A new hierarchical model adaptation algorithm was utilized to assess the RT contour correctness for a given patient. Receiver operating characteristic (ROC) curves were employed to evaluate and tune system parameters for the training models. RESULTS Experiments utilizing training and non-training data sets with simulated contouring errors were conducted to validate the framework performance. Promising assessment results of contour normality/abnormality for the training contour-based data were achieved with excellent accuracy (0.99), precision (0.99), recall (0.83), and F-score (0.97), while corresponding values of 0.84, 0.96, 0.83, and 0.9 were achieved for the non-training data. Furthermore, the areas under the ROC curves were above 0.9, validating the accuracy of this test. CONCLUSION The proposed framework can reliably identify contour normality/abnormality based upon intra- and inter-structure constraints derived from clinically-approved contours. It also allows physicians to analytically determine the system parameters to fit various clinic requirements (e.g. as-low-as-possible false positives). It has great potential for improving RT work flow. More geometric attributes and training sets will be investigated to improve framework performance in the future.


Medical Physics | 2015

Automated contouring error detection based on supervised geometric attribute distribution models for radiation therapy: A general strategy

Hsin Chen Chen; Jun Tan; S Dolly; J. Kavanaugh; Mark A. Anastasio; Daniel A. Low; H. Harold Li; Michael B. Altman; Wade L. Thorstad; Sasa Mutic; Hua Li

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Sasa Mutic

Washington University in St. Louis

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Imran Zoberi

Washington University in St. Louis

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J. Kavanaugh

Washington University in St. Louis

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Jose Garcia-Ramirez

Washington University in St. Louis

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H. Michael Gach

Washington University in St. Louis

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Hong Chen

Washington University in St. Louis

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Jacqueline E. Zoberi

Washington University in St. Louis

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M.A. Thomas

Washington University in St. Louis

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Todd DeWees

Washington University in St. Louis

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