Steven Bartolac, Ph.D.
Affiliations: | 2013 | Medical Biophysics | University of Toronto, Toronto, ON, Canada |
Area:
Radiology, General BiophysicsGoogle:
"Steven Bartolac"Mean distance: (not calculated yet)
Parents
Sign in to add mentorDavid Jaffray | grad student | 2013 | University of Toronto | |
(Fluence Field Modulated Computed Tomography.) |
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Publications
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Rao AD, Lee J, Fu W, et al. (2019) Precision of two low-dose abdomen/pelvis cone beam computed tomography protocols for alignment to bone and soft-tissue in pediatric patients receiving image-guided radiation therapy. Practical Radiation Oncology |
Bartolac S, Jaffray D. (2019) SU-F-BRCD-07: Experimental Validation of Fluence Field Modulation for Noise and Dose Management in CT. Medical Physics. 39: 3857 |
Rao A, Lee J, Fu W, et al. (2018) Precision of Two Low-Dose Abdomen/Pelvis CBCT Protocols for Alignment to Bone and Soft Tissue in Pediatric Patients Receiving Image-Guided Radiation Therapy International Journal of Radiation Oncology*Biology*Physics. 102: S185 |
Bartolac S, Jaffray D. (2013) Compensator models for fluence field modulated computed tomography. Medical Physics. 40: 121909 |
Bartolac S, Jaffray D. (2013) WE-C-103-02: BEST IN PHYSICS (IMAGING) - Strategies for Fluence Field Modulated CT Medical Physics. 40: 480-481 |
Bartolac S, Graham S, Siewerdsen J, et al. (2011) Fluence field optimization for noise and dose objectives in CT. Medical Physics. 38: S2-S17 |
Bartolac S, Graham S, Siewerdsen J, et al. (2011) Fluence field optimization for noise and dose objectives in CT. Medical Physics. 38: S2 |
Bartolac S, Graham S, Siewerdsen J, et al. (2011) WE-C-110-04: Local Dose Constraints in Fluence Field Modulated CT Medical Physics. 38: 3809-3809 |
Bartolac S, Graham S, Siewerdsen J, et al. (2010) TU-A-201B-01: An Inverse Planning Method for Intensity Modulated Computed Tomography Medical Physics. 37: 3372-3372 |
Coolens C, Breen S, Purdie TG, et al. (2009) Implementation and characterization of a 320-slice volumetric CT scanner for simulation in radiation oncology. Medical Physics. 36: 5120-7 |