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Journal ArticleDOI

A phenomenological biological dose model for proton therapy based on linear energy transfer spectra.

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TLDR
Analysis indicated that non‐linear models could give a better representation of the RBE‐LET relationship, as differences between the models were observed for the SOBP scenario, and both non‐ linear LET spectrum‐ and linear LETd based models should be further evaluated in clinically realistic scenarios.
Abstract
Purpose The relative biological effectiveness (RBE) of protons varies with the radiation quality, quantified by the linear energy transfer (LET). Most phenomenological models employ a linear dependency of the dose-averaged LET (LETd) to calculate the biological dose. However, several experiments have indicated a possible non-linear trend. Our aim was to investigate if biological dose models including non-linear LET dependencies should be considered, by introducing a LET spectrum based dose model. Method The RBE-LET relationship was investigated by fitting of polynomials from 1st to 5th degree to a database of 85 data points from aerobic in vitro experiments. We included both unweighted and weighted regression, the latter taking into account experimental uncertainties. Statistical testing was performed to decide whether higher degree polynomials provided better fits to the data as compared to lower degrees. The newly developed models were compared to three published LETd based models for a simulated spread out Bragg peak (SOBP) scenario. Results The statistical analysis of the weighted regression analysis favoured a non-linear RBE-LET relationship, with the quartic polynomial found to best represent the experimental data (p=0.010). The results of the unweighted regression analysis were on the borderline of statistical significance for non-linear functions (p=0.053), and with the current database a linear dependency could not be rejected. For the SOBP scenario, the weighted non-linear model estimated a similar mean RBE value (1.14) compared to the three established models (1.13-1.17). The unweighted model calculated a considerably higher RBE value (1.22). Conclusion The analysis indicated that non-linear models could give a better representation of the RBE-LET relationship. However, this is not decisive, as inclusion of the experimental uncertainties in the regression analysis had a significant impact on the determination and ranking of the models. As differences between the models were observed for the SOBP scenario, both non-linear LET spectrum- and linear LETd based models should be further evaluated in clinically realistic scenarios. This article is protected by copyright. All rights reserved.

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Journal ArticleDOI

Exploration and application of phenomenological RBE models for proton therapy

TL;DR: There were considerable variations between the estimations of RBE and RBE-weighted doses from the different models and these variations were a consequence of fundamental differences in experimental databases, model assumptions and regression techniques.
Journal ArticleDOI

New insights in the relative radiobiological effectiveness of proton irradiation

TL;DR: How RBE depends on the dose, different biological endpoints and physical properties is analyzed and there is an urgent need for more coordinated in vitro and in vivo experiments that concentrate on a realistic dose range of in clinically relevant tissues like lung or spinal cord.
Journal ArticleDOI

Is the dose-averaged LET a reliable predictor for the relative biological effectiveness?

TL;DR: The analysis showed that LETD is a sufficiently accurate predictor for RBE only in regions with comparably narrow, but not in areas with broad, LET distribution as in a single SOBP or in multiple overlapping fields.
Journal ArticleDOI

Modelling variable proton relative biological effectiveness for treatment planning.

TL;DR: The models that have been developed to better predict RBE variations in tissue based on experimental data as well as using a mechanistic approach are reviewed.
References
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Book ChapterDOI

On the Problem of the Most Efficient Tests of Statistical Hypotheses

TL;DR: The problem of testing statistical hypotheses is an old one as discussed by the authors and its origins are usually connected with the name of Thomas Bayes, who gave the well-known theorem on the probabilities a posteriori of the possible causes of a given event.

FLUKA: A multi-particle transport code (Program version 2005)

TL;DR: The 2005 version of the Fluka particle transport code is described in this article, where the basic notions, modular structure of the system, and an installation and beginner's guide are described.
Journal ArticleDOI

On the problems of the most efficient tests of statistical hypotheses.

TL;DR: The problem of testing statistical hypotheses is an old one as discussed by the authors, and its origin is usually connected with the name of Thomas Bayes, who gave the well-known theorem on the probabilities a posteriori of the possible causes of a given event.
Journal ArticleDOI

The FLUKA Code: Developments and Challenges for High Energy and Medical Applications

TL;DR: The FLUKA Monte Carlo code as discussed by the authors is used extensively at CERN for all beam-machine interactions, radioprotection calculations and facility design of forthcoming projects, which requires the code to be consistently reliable over the entire energy range (from MeV to TeV) for all projectiles.
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