Eng
Ukr
Rus
Print
2018 №07 (02) DOI of Article
10.15407/tpwj2018.07.03
2018 №07 (04)

The Paton Welding Journal 2018 #07
TPWJ, 2018, #7, 15-19 pages
 
On the problem of modeling transverse magnetic field structure in welding pool zone

Journal                    The Paton Welding Journal
Publisher                 International Association «Welding»
ISSN                      0957-798X (print)
Issue                       #7, 2018 (July)
Pages                      15-19
 
 
Authors
A.D. Razmyshlyaev1, P.A. Vydmysh2 and M.V. Ageeva3
1State Higher Educational Institution «Pryazovskyi State Technical University» 7 Universitetskaya Str., 87500, Mariupol, Ukraine. Е-mail: razmyshljаеу@gmail.com 2OJSC «Metinvest-Promservis» 113-а Nikopol Ave., 87500, Mariupol, Ukraine, Е-mail: pstukmu@gmail.com 3Donbass State Machine Building Academy 72 Akademicheskaya Str., 84313, Kramatorsk, Ukraine. Е-mail: maryna_ah@ukr.net
 
It was established experimentally that a normal component of induction along the side surfaces of rods of the input device of the transverse magnetic field is distributed almost uniformly (has the same values). A slight increase in the values of this induction component is observed only in the zones at the ends of rods and coils, placed on these rods. To study the distribution of transverse magnetic field induction in the welding pool zone (at the base metal surface), it was proposed to use the well-known assumption that there is an analogy between the structure of magnetostatic and electrostatic fields. On this basis, a procedure was proposed which allows calculating the distribution of transverse and longitudinal induction components of the magnetic field generated by the input device of the transverse magnetic field at the surface of welded plate of nonmagnetic materials. In this case, the known equations of electrostatics are used. It was assumed in the calculations that charges of electrostatic field on the side surfaces and rod ends of the input device of the transverse magnetic field are uniformly distributed. It is shown that the proposed method provides a satisfactory convergence of calculated and experimental data. 8 Ref., 6 Figures.
Keywords: transverse magnetic field, induction, Coulomb’s law, electrostatic field strength
 
Received:                29.05.18
Published:               31.07.18
 
 
References
  1. Skipersky, N.A., Rybachuk, A.M. (2000) Weld formation by transverse magnetic field in welding of nonmagnetic materials. Proizvodstvo, 7, 53–55 [in Russian].
  2. Iofinov, P.A., Ibragimov, V.S., Dmitrienko, A.K. et al. (1991) Influence of external electromagnetic field on melting rate of electrode wire in submerged-arc welding. Ibid., 1, 34–35 [in Russian].
  3. Razmyshlyaev, A.D., Mironova, M.V., Kuzmenko, K.G. (2011) Efficiency of melting of electrode wire in submerged arc surfacing with influence of transverse magnetic field. The Paton Welding J., 5, 39–42.
  4. Ryzhov, R.N., Kuznetsov, V.D. (2006) External electromagnetic effects in arc in processes of arc welding and surfacing (Review). , 10, 29–35.
  5. Andreeva, E.G., Shamets, S.P., Kolmogorov, D.V. (2005) Calculation of stationary magnetic fields and characteristics of electric devices using program package ANSYS. Electronic Sci. J. Oil and Gas Business, 1. http://ogbus.ru/authors/Andreeva/Andreeva_1.pdf.
  6. Bessonov, L.A. (2003) Theoretical fundamentals of electrical engineering. Electromagnetic field. Moscow, Gardariki [in Russian].
  7. Tozoni, O.V. (1975) Method of secondary sources in electrical engineering. Moscow, Energiya [in Russian].
  8. Razmyshlyaev, A.D., Mironova, M.V., Yarmonov, S.V. et al. (2013) Structure of transverse magnetic field generated by input devices for arc welding process. Visnyk Pryazov. DTU: Transact. Mariupol, PDTU, 135–141 [in Russian].

>