J.D. Radawski
University of Michigan
Network
Latest external collaboration on country level. Dive into details by clicking on the dots.
Publication
Featured researches published by J.D. Radawski.
Medical Physics | 2005
M Coselmon; Jean M. Moran; J.D. Radawski; Benedick A. Fraass
Inverse planned intensity modulated radiotherapy (IMRT) fields can be highly modulated due to the large number of degrees of freedom involved in the inverse planning process. Additional modulation typically results in a more optimal plan, although the clinical rewards may be small or offset by additional delivery complexity and/or increased dose from transmission and leakage. Increasing modulation decreases delivery efficiency, and may lead to plans that are more sensitive to geometrical uncertainties. The purpose of this work is to assess the use of maximum intensity limits in inverse IMRT planning as a simple way to increase delivery efficiency without significantly affecting plan quality. Nine clinical cases (three each for brain, prostate, and head/neck) were used to evaluate advantages and disadvantages of limiting maximum intensity to increase delivery efficiency. IMRT plans were generated using in-house protocol-based constraints and objectives for the brain and head/neck, and RTOG 9406 dose volume objectives in the prostate. Each case was optimized at a series of maximum intensity ratios (the product of the maximum intensity and the number of beams divided by the prescribed dose to the target volume), and evaluated in terms of clinical metrics, dose-volume histograms, monitor units (MU) required per fraction (SMLC and DMLC delivery), and intensity map variation (a measure of the beam modulation). In each site tested, it was possible to reduce total monitor units by constraining the maximum allowed intensity without compromising the clinical acceptability of the plan. Monitor unit reductions up to 38% were observed for SMLC delivery, while reductions up to 29% were achieved for DMLC delivery. In general, complicated geometries saw a smaller reduction in monitor units for both delivery types, although DMLC delivery required significantly more monitor units in all cases. Constraining the maximum intensity in an inverse IMRT plan is a simple way to improve delivery efficiency without compromising plan objectives.
Journal of Applied Clinical Medical Physics | 2005
Jean M. Moran; J.D. Radawski; Benedick A. Fraass
The use of intensity‐modulated radiation therapy (IMRT) has led to an increase in the number of complex fields that require measurement and comparison to calculated dose distributions in 2D. Current dose evaluation techniques, including isodose line comparisons, displays of the dose difference between calculated and measured distributions, and distance‐to‐agreement (DTA) comparisons, are useful for display of differences between two different dose distributions but are often of limited value for the assessment of the discrepancies in terms of significance and/or cause. In this paper, we present a new gradient compensation method for the evaluation of local dosimetric differences as a function of the dose gradient at each point in the dose distribution. To apply the method, the user specifies a distance parameter (typically 1 mm), which is the geometric tolerance the user is prepared to accept for the dose comparison. The expected geometric uncertainties in the comparison process can include finite calculation and measurement grids, small misalignments of measured and calculated results, and volume‐averaging effects in the measurement detector. Since these uncertainties can obscure the interpretation of any of the analysis tools described above, removing dose differences related to the tolerable geometric uncertainty helps the gradient compensation method highlight algorithm and delivery‐related differences. The remaining dose differences not explained by the geometric tolerance can then be evaluated graphically (dose difference display) or analytically (dose difference dose‐volume histograms) over the entire comparison region. PACS number: 87.53.Xd
Practical radiation oncology | 2017
P.A. Paximadis; Matthew Schipper; M.M. Matuszak; Mary Feng; Shruti Jolly; Thomas Boike; I.S. Grills; Larry L. Kestin; Benjamin Movsas; Kent A. Griffith; G. Gustafson; Jean M. Moran; Teamour Nurushev; J.D. Radawski; Lori J. Pierce; James A. Hayman
PURPOSE The purpose of this study is to identify dosimetric variables that best predict for acute esophagitis in patients treated for locally advanced non-small cell lung cancer in a prospectively accrued statewide consortium. METHODS AND MATERIALS Patients receiving definitive radiation therapy for stage II-III non-small cell lung cancer within the Michigan Radiation Oncology Quality Consortium were included in the analysis. Dose-volume histogram data were analyzed to determine absolute volumes (cc) receiving doses from 10 to 60 Gy (V10, V20, V30, V40, V50, and V60), as well as maximum dose to 2 cc (D2cc), mean dose (MD), and generalized equivalent uniform dose (gEUD). Logistic regression models were used to characterize the risk of toxicity as a function of dose and other covariates. The ability of each variable to predict esophagitis, individually or in a multivariate model, was quantified by receiver operating characteristic analysis. RESULTS There were 533 patients who met study criteria and were included; 437 (81.9%) developed any grade of esophagitis. Significant variables on univariate analysis for grade ≥2 esophagitis were concurrent chemotherapy, V20, V30, V40, V50, V60, MD, D2cc, and gEUD. For grade ≥3 esophagitis, the predictive variables were: V30, V40, V50, V60, MD, D2cc, and gEUD. In multivariable modeling, gEUD was the most significant predictor of both grade ≥2 and grade ≥3 esophagitis. When gEUD was excluded from the model, D2cc was selected as the most predictive variable for grade ≥3 esophagitis. For an estimated risk of grade ≥3 esophagitis of 5%, the threshold values for gEUD and D2cc were 59.3 Gy and 68 Gy, respectively. CONCLUSIONS In this study, we report the novel finding that gEUD and D2cc, rather than MD, were the most predictive dose metrics for severe esophagitis. To limit the estimated risk of grade ≥3 esophagitis to <5%, thresholds of 59.3 Gy and 68 Gy were identified for gEUD and D2cc, respectively.
International Journal of Radiation Oncology Biology Physics | 2007
Merav Ben-David; Maximiliano Diamante; J.D. Radawski; K.A. Vineberg; Cynthia Stroup; Carol Anne Murdoch-Kinch; Samuel R. Zwetchkenbaum; Avraham Eisbruch
International Journal of Radiation Oncology Biology Physics | 2017
Lori J. Pierce; Mary Feng; Kent A. Griffith; Reshma Jagsi; Thomas Boike; Daniel Dryden; G.S. Gustafson; Lisa Benedetti; M.M. Matuszak; Teamour Nurushev; Joe R. Haywood; J.D. Radawski; E.M. Walker; James A. Hayman; Jean M. Moran
International Journal of Radiation Oncology Biology Physics | 2018
M.M. Matuszak; Margaret Grubb; Robin Marsh; K.M. Masi; D. Lack; D.A. Dryden; M. Wilson; D. Jarema; Daniel Tatro; E.P. Short; T.J. Bichay; Jean M. Moran; P.A. Paximadis; M.M. Dominello; J.D. Radawski; L.L. Kestin; Lori J. Pierce; Shruti Jolly; J.A. Hayman; Thomas Boike
International Journal of Radiation Oncology Biology Physics | 2018
Thomas Boike; Kent A. Griffith; Reshma Jagsi; Jean M. Moran; J.D. Radawski; J.T. Dilworth; M.M. Dominello; J.A. Hayman; Frank A. Vicini; Lori J. Pierce
International Journal of Radiation Oncology Biology Physics | 2018
J.T. Dilworth; Kent A. Griffith; Frank A. Vicini; J.A. Hayman; Jean M. Moran; J.D. Radawski; Reshma Jagsi; G.S. Gustafson; Thomas Boike; E.M. Walker; M.M. Dominello; Lori J. Pierce
Practical radiation oncology | 2017
M.M. Matuszak; P.A. Paximadis; Mark Yudelev; Margaret Grubb; Melissa L. Wilson; C. Fraser; Praveen Dalmia; Ahmad Alkhatib; David E. Sieffert; Joe R. Haywood; Daniel Tatro; Jan Parker; Omer Ettaher; I.S. Grills; Larry Kestin; E.M. Walker; Courtney Friedle; Harold Kim; J.D. Radawski; Thomas Boike; Jean M. Moran; Lori J. Pierce; James A. Hayman
International Journal of Radiation Oncology Biology Physics | 2016
Reshma Jagsi; Kent A. Griffith; Jean M. Moran; M.M. Matuszak; M. Feng; Robin Marsh; Thomas Boike; I.S. Grills; G.S. Gustafson; David K. Heimburger; T Nurushev; J.D. Radawski; E.M. Walker; J.A. Hayman; Lori J. Pierce