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An analytical and experimental study of split shape dose calculation correction by adjusting the position of the on-axis round leaf end position is presented.
All of the parameters described below are according to our previous study [ 14], a light-field-based method to adjust rounded leaf end MLC position for split shape dose calculation correction in a radiation therapy treatment planning system.
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Topics covered include population sampling and generalizability, power and sample size calculations, correction for multiple statistical testing, and how to identify the appropriate use of statistics.
It also certainly includes the use of Monte Carlo simulation in the study, optimum design, and calculation of corrections and correction factors for the inverse logging problem.
Although calculation of correction factors may vary from one compound to the next, correction factors used during validation should be representative of those planned for use in the preparation of study samples.
In the STOIIP calculation, the correction factors reduce the oil-in-place to approximately one half.
Topics include experimental design, detection, image processing, measurement errors, ratio calculation, background correction, normalization, and higher-level data processing.
In most balancing techniques currently in use, test weights and runs are required for the calculation of correction masses.
Relations are described for calculation of correction zones of an optical system having an identical position of the optimal image plane for two values of the f-number.
In all methods of balancing flexible rotors currently in use (modal balancing and influence coefficient techniques) test masses and test runs are required for the calculation of correction masses.
In plane displacement measurement carried out by measuring fringe width of young's fringes contained in ±1st order provides an experimental technique to avoid cumbersome mathematical calculation for correction in the measured value of fringe spacing as suggested by several researchers.
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