THE LAW OF MASS CONSERVATION IN THE METHOD OF POSITRON EMISSION TOMOGRAPHY
DOI:
https://doi.org/10.17721/3041-1491/2024.11-39Keywords:
positron emission tomography (PET), the process of electron and positron annihilation, the limits of application of Einstein's formula E = mc2, the relativistic formula for the relationship between energy, mass and momentum, the formula for the mass of a 2-photon complex, the law of conservation of mass in the PET methodAbstract
This presentation is devoted to an actual problem of Medical Physics, which is related to the law of mass conservation in the modern diagnostic method of positron emission tomography (PET). The theoretical basis of the PET method is based on the phenomenon of annihilation of an electron and a positron with the formation of two gamma quanta, i.e. photons of short-wave electromagnetic radiation in the gamma range. The problem is that an electron and a positron have a non-zero total rest mass, while a photon is an elementary particle that has no mass. Therefore, a natural question arises, whether there is really a violation of the law of mass conservation in the process of electron and positron annihilation in one of the main diagnostic methods of PET, which is widely used in medical practice along with such diagnostic methods as magnetic resonance imaging (MRI) and computed tomography (CT)? The theoretical research conducted below provides a consistent and scientifically based answer to this fundamental question.
References
Bushberg, J.T., & Seibert, J.A. (2022). The Essential Physics of Medical Imaging. Study Guide, LWW.
Gabovych, A.M., & Gabovych, N. (2007). How to exрlain the non-zero mass of electromagnetic radiation consisting of zero-mass photos? European Journal of Physics, 28, 649.
Chalyi, A. (Ed.). (2020). Medical and Biological Physics. (4rd ed.). Nova Knyga.
Chalyi, A.V., & Grytsenko, N.L. (2012). Historical development of the concept of mass in physical theories of the XVII-XXI centuries. Physics and astronomy at modern school, P. 1, 3, 43; P. 2, 6, 43 [in Ukrainian].
Chalyi, O.V., Аgapov, B.Т., Мelenevska, А.V., Мurashko, М.І., Radchenko, N.F., Stuchynska, N.V., Tsekhmister Y.V. (2001). Medical and Biological Physics. Vol. 2. (О.V. Chalyi, Ed.). VІPОL [in Ukrainian].
Chalyi, A., & Deluka, P. (1999). Fulbright program builds bridges between leading American and Ukrainian univer-sities in the study of medical physics and biomedical engineering. Fulbright Newsletter, 4, 8–11.
Cameron, I.R., & Skofronik, I.G. (1978). Medical Physics. John Wiley & Sons.
Einstein, A. (1905). Ist die Tragheit eines Korpers von seinem Energieinhalt abhangig? Ann. Phys., 18, 639–641.
Hawking, S.W. (1988). A Brief History of Time. From the Big Bang to Black Holes. Bantam Books.
Landau, L.D., & Lifshits, E.M. (1976). Mechanics. Pergamon Press.
Landau, L.D., & Lifshits, E.M. (1971). The Classical Theory of Fields. Pergamon Press.
Lorentz, H.A., Poincare, H., Einshtein, A., & Minkovwski, H. (1935). The Principle of Relativity: Collection of Work of Classics of Relativism.
Okun, L. (1989). The concept of mass. Physics Today, 42, 31.
Downloads
References
Downloads
Published
Issue
Section
License
Copyright (c) 2024 Alexander CHALYI, Nataliа GRYTSENKO, Albina KRYSHTOPA, Iryna MARGOLYCH, Halyna KHRAPIICHUK

This work is licensed under a Creative Commons Attribution 4.0 International License.
https://creativecommons.org/licenses/by-nc/4.0/deed
Read the policy here: