Tu banner alternativo

Percentage depth dose curve

In today's world, Percentage depth dose curve is a topic of great relevance and interest to a large number of people. Whether it's its impact on society, its historical relevance, or its influence on everyday life, Percentage depth dose curve has captured the attention of experts and fans alike. As we delve into this topic, we encounter a wealth of information, opinions and perspectives that force us to reflect and question our own preconceptions. In this article, we will explore the various facets of Percentage depth dose curve, examining its impact in different areas and its evolution over time. From its emergence to its current state, we will stop to analyze the most relevant and controversial aspects of Percentage depth dose curve, with the aim of providing a complete and enriching vision of this topic.

Tu banner alternativo

In radiotherapy, a percentage depth dose curve (PDD) (sometimes percent depth dose curve) relates the absorbed dose deposited by a radiation beam into a medium as it varies with depth along the axis of the beam. The dose values are divided by the maximum dose, referred to as dmax, yielding a plot in terms of percentage of the maximum dose. Dose measurements are generally made in water or "water equivalent" plastic with an ionization chamber, since water is very similar to human tissue with regard to radiation scattering and absorption.

Percent depth dose (PDD), which reflects the overall percentage of dose deposited as compared to the depth of maximum dose, depends on the depth of interest, beam energy, field size, and SSD (source to surface distance) as follows. Of note, PDD generally refers to depths greater than the depth of maximum dose

  • PDD decreases with increasing depth due to the inverse square law and due to attenuation of the radiation beam
  • PDD increases with increasing radiation field size due to greater primary and scattered photons from the irradiated medium
  • PDD increases with increasing SSD because inverse square variations over a fixed distance interval are smaller at large total distance than small total distance [1]


See also

References

  1. ^ McDermott, Patrick; Orton, Colin G. (2018). The physics & technology of radiation therapy (Second ed.). p. 10-7. ISBN 978-1930524989.
  • Radiation Therapy Physics, Hendee W., Ibbott G. and Hendee E. (2005) Wiley-Liss Publ., ISBN 0-471-39493-9