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Purpose: The aim of this paper is to find in a numerical way the trajectories and kinetic energies gained by electrons, protons and deuterons accelerated in the laser or maser chirped radiation propagating in a vacuum, with an additionally applied external static axial magnetic field. The accelerated particles to the well defined energies are of interest in many applications, among others in medicine or in processing of different materials. Design/methodology/approach: The acceleration processes of electrons, protons and deuterons were found to be strongly depending on the way the frequency of the laser or maser radiation changes in time. In order to design the realistic acceleration processes the appropriate parameters of a laser or maser and a static magnetic field were used. Findings: The quantitative illustrations of the calculation results in a graphical form enable to discuss the impacts of the chirping effect on the acceleration process of electrons, protons and deuterons. It was found that the rate at which a particle gains the energy depends not only on the particle’s mass but also on the laser radiation frequency variation rate. Due to the different rate at which a relativistic mass of an electron, proton or deuteron increases during the acceleration process the rate at which chirped frequency decreases in time should be different. Research limitations/implications: Limits in the gained energy by the accelerated particles are a consequence of the limits in the available at present the laser or maser beam energy and the static magnetic field intensity. Originality/value: The authors have found, in an exact numerical way, the values of the acceleration equipment parameters which should be applied to obtain the desired energy of the accelerated particles. It is explained why the rate at which a particle gains the energy depends on the way the radiation frequency varies in time.
Słowa kluczowe
Wydawca
Rocznik
Tom
Strony
87--96
Opis fizyczny
Bibliogr. 24 poz., rys.
Twórcy
autor
- Department of Technical Physics, K. Pulaski Technical University of Radom, ul. J. Malczewskiego 20a, 26-600 Radom, Poland
autor
- Department of Technical Physics, K. Pulaski Technical University of Radom, ul. J. Malczewskiego 20a, 26-600 Radom, Poland
Bibliografia
- [1] Y.I. Salamin, Electron dynamics in circularly- polarized laser and uniform electric fields acceleration in vacuum, Physics Letters A 283 (2001) 37-43.
- [2] K.P. Singh, Laser induced electron acceleration in vacuum, Physics of Plasmas 11 (2004) 1164-1167.
- [3] D.N. Gupta, N. Kant, D.E. Kim, H. Suk, Electron acceleration to GeV energy by a radially polarized laser, Physics Letters A 368 (2007) 402-407.
- [4] A. Dubik, M.J Małachowski, Acceleration of charged particles in laser and maser beams, Monograph, Radom University of Technology, Radom, 2010.
- [5] P. Benedetti, T.V. Londrillo, A. Liseykina, A. Macchi, A. Sgattoni, G. Turchetti, Ion acceleration by petawatt class laser pulses and pellet compression in a fast ignition scenario, Nuclear Instruments and Methods in Physics Research 606/1-2 (2009) 89-93.
- [6] Y.I. Salamin, Z. Harman, C.H. Keitel, Direct high-power laser acceleration of ions for medical applications, Physical Review Letters 100 (2008) 155004-155008.
- [7] K.W.D. Ledingham, P. McKenna, R.P. Singhal, Applications for Nuclear Phenomena Generated by Ultra-Intense Lasers, Science 300 (2003) 1107-1111.
- [8] P. Baum, A.H. Zewail, Attosecond electron pulses for 4D diffraction and microscopy, Proceedings of the National Academy of Sciences of the United States of America 104 (2007) 18409-18414.
- [9] K.W.D. Ledingham, W. Galser, Laser-driven particle and photon beams and some applications, New Journal of Physics 12 (2010) 1-66.
- [10] T. Tajima, G. Mourou, Zettawatt-exawatt lasers and their
- [11] K.P. Singh, V. Sajal, Quasimonoenergetic collimated electrons from the ionization of nitrogen by a chirped intense laser pulse, Physics of Plasmas 16 (2009) 043113-1043113-8.
- [12] J.-X. Li, W.-P. Zang, J.-G. Tian, Electron acceleration in vacuum induced by tightly focused chirped laser pulse, Applied Physics Letters 96 (2010) 031103-1-031103-3.
- [13] K.P. Singh, Electron acceleration by a chirped short intense laser pulse in vacuum, Applied Physics Letters 87 (2005) 254102-1-254102-3.
- [14] D.N. Gupta, H. Suk, Frequency chirping for resonance-enhanced electron energy during laser acceleration, Physics of Plasmas 13 (2006) 044507-1-044507-1.
- [15] D.N. Gupta, H.J. Jang, H. Suk, Combined effect of tight-focusing and frequency-chirping on laser acceleration of an electron in vacuum, Journal of Applied Physics 105 (2009) 106110-1-106110-3.
- [16] S. Kumar, M. Yoon, Electron acceleration by a chirped circularly polarized laser pulse in vacuum in the presence of a planar magnetic wiggler, Physica Scripta 77 (2008) 025404-025411.
- [17] D.N. Gupta, H. Suk, Electron acceleration to high energy by using two chirped lasers, Laser and Particle Beams 25 (2007) 31-36.
- [18] A. Dubik, M.J. Małachowski, Basic features of a charged particle dynamics in a laser beam with static axial magnetic field, Opto-Electronics Review 17/4 (2009) 275-286.
- [19] H. Liu, X.T. He, H. Hora, Additional acceleration and collimation of relativistic electron beams by magnetic field resonance at very high intensity laser interaction, Applied Physics B 82 (2006) 93-97.
- [20] A. Dubik, M.J. Małachowski, Resonance acceleration of a charged particle in a laser beam and static magnetic field, Journal of Technical Physics 50/2 (2009) 75-98.
- [21] M.J. Małachowski, A. Dubik, Difference in acceleration of electrons, protons and deuterons in a laser beam, Journal of Achievements in Materials and Manufacturing Engineering 41 (2010) 82-90.
- [22] F. Sohbatzadeh, S. Mirzanejhad, H. Aku, S. Shouri, Chirped Gaussian laser beam parameters in paraxial approximation, Physics of Plasmas 17 (2010) 083108-1-083108-5.
- [23] A. Dubik, Movement of charge particles in electromagnetic field, Monograph No 101, Radom University of Technology, Radom, 2007 (in Polish).
- [24] A. Dubik, M.J. Małachowski, Exact solution of relativistic equations for charged particle motion in laser beam with static axial magnetic field, Bulletin WAT 58/1 (2009) 7-32 (in Polish).
Typ dokumentu
Bibliografia
Identyfikator YADDA
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