Neutron Multiplicity Counting with the Analysis of Continuous Detector Signals
Doctoral thesis, 2021
Kolmogorov equation
fissile material assay
nuclear safeguards
fission chamber
neutron multiplicity counting
master equation
Author
Lajos Nagy
Chalmers, Physics, Subatomic, High Energy and Plasma Physics
An extended theory of multiplicity counting from fission chamber signals in the current mode
International Conference on Mathematics and Computational Methods Applied to Nuclear Science and Engineering, M and C 2017,;(2017)
Paper in proceeding
Two- and three-point (in time) statistics of fission chamber signals for multiplicity counting with thermal neutrons
Nuclear Instruments and Methods in Physics Research, Section A: Accelerators, Spectrometers, Detectors and Associated Equipment,;Vol. 929(2019)p. 148-155
Journal article
Multiplicity counting using the two- and three point statistics of fission chamber signals – Theory and experimental demonstration
International Conference on Mathematics and Computational Methods Applied to Nuclear Science and Engineering, M and C 2019,;(2019)p. 2866-2875
Paper in proceeding
Multiplicity counting from fission chamber signals in the current mode
Nuclear Instruments and Methods in Physics Research, Section A: Accelerators, Spectrometers, Detectors and Associated Equipment,;Vol. 839(2016)p. 92-101
Journal article
Multiplicity counting from fission detector signals with time delay effects
Nuclear Instruments and Methods in Physics Research, Section A: Accelerators, Spectrometers, Detectors and Associated Equipment,;Vol. 884(2018)p. 119-127
Journal article
Measurements and simulations to investigate the feasibility of neutron multiplicity counting in the current mode of fission chambers
EPJ Web of Conferences,;Vol. 225(2020)
Paper in proceeding
Fissile materials (e.g. uranium and plutonium) are used to generate electricity in nuclear power plants, however – with the wrong intentions - they can also be used to produce nuclear weapons. To ensure that they are used for peaceful purposes only, the International Atomic Energy Agency sends inspectors to nuclear facilities around the World regularly, who measure the mass of all the fissile materials present and compare the results with their own records.
Determining the mass of fissile materials requires special methods. One of them, called neutron multiplicity counting, utilizes a special property of these materials: they emit neutrons in groups of varying sizes at random times, which can be detected. When a neutron is detected, a voltage impulse is produced in the detector. The value of the mass can then be obtained from the number of pulses observed in a certain amount of time. In some cases, however, neutrons are detected so frequently, that pulses overlap and cannot be counted anymore.
To solve this problem, this thesis presents a new version of neutron multiplicity counting which, instead of counting individual pulses, relies on analyzing the statistical properties of the entire voltage signal of the detector. Besides describing the theoretical mathematical basis of this method, the thesis investigates its properties with computer simulations and demonstrates its use in an experiment.
Driving Forces
Sustainable development
Innovation and entrepreneurship
Subject Categories
Subatomic Physics
Areas of Advance
Energy
ISBN
978-91-7905-448-9
Doktorsavhandlingar vid Chalmers tekniska högskola. Ny serie: 4915
Publisher
Chalmers
Zoom Meeting | Meeting ID: 989 5465 0629 | Passcode: 631192
Opponent: Honorary Professor Iván Lux, Hungarian Atomic Energy Authority, Hungary