Implementation of a Monte Carlo method to a two-dimensional particle-in-cell solver using algebraic meshes

• Autorzy: Sengil N. , Tümüklü Ö. , Çelenligil M. C.
• Konferencja: International Conference on Research and Applications of Plasmas, Plasma-2011, 12-16 September 2011, Warsaw, Poland
• Języki publikacji: EN

Abstrakty

EN

Particle-in-cell (PIC) technique is a widely used computational method in the simulation of low density collisionless plasma flows. In this study, a new two-dimensional (2-D) electrostatic particle-in-cell solver is developed that can be applied to non-rectangular configurations.

Słowa kluczowe

EN

particle-in-cell (PIC); plasma flows; Monte Carlo (MC) method; coordinate transformation; Poisson's equation; Boltzmann relation

• Wydawca: Institute of Nuclear Chemistry and Technology
• Czasopismo: Nukleonika
• Rocznik: 2012
• Tom: Vol. 57, No. 2
• Strony: 313--316
• Opis fizyczny: Bibliogr. 12 poz., rys.

Twórcy

autor

Sengil N.

autor

Tümüklü Ö.

autor

Çelenligil M. C.

• Civil Air Transportation Management Department, University of Turkish Aeronautical Association, Türkkuşu Campus, 06790 Etimesgut/Ankara, Türkiye, Tel.: [phone], Fax: [phone],

Bibliografia

• 1. Birsdall CK, Langdon AB (2005) Plasma physics via computer simulation. Taylor & Francis, New York
• 2. Buchner J (2007) Vlasov-code simulation. In: Usui H, Omura Y (eds) Advance methods for space simulations. Terrapub, Tokyo, pp 23–46
• 3. Chen FF (1984) Introduction to plasma physics and controlled fusion plasma physics. Plenum Press, New York
• 4. DeLaurentis JM, Romero LA (1990) A Monte Carlo method for Poisson’s equation. J Comput Phys 90:123–140
• 5. Haji-Sheikh A (2009) Monte Carlo methods. In: Minkowycz WJ, Sparrow EM, Murthy JY (eds) Handbook of numerical heat transfer, 2nd ed. John Wiley & Sons, New York, pp 673–723
• 6. Hockney RW, Eastwood JW (1988) Computer simulation using particles. IOP Publishing, Bristol
• 7. Intel Corporation (2010) Intel®Math Kernel Library (Intel®MKL)
• 8. Rosenthal JS (2000) Parallel computing and Monte Carlo algorithms. Far East J Theor Stat 4:207–236
• 9. Sengil N, Edis FO (2011) Fast cell determination of the DSMC molecules in multi-stage turbo molecular pump design. Comp Fluids 45;1:202–206
• 10. Shentu J, Yun S, Cho NZ (2007) A Monte Carlo method for solving heat conduction problems with complicated geometry. Nucl Eng Technol 39;3:207–214
• 11. Thompson JJ, Chen PYP (1970) Heat conduction with internal sources by modified Monte Carlo methods. Nucl Eng Des 12:207–214
• 12.Vahedi V, Dipeso G (1997) Simultaneous potential and circuit solution for two-dimensional bounded plasma simulation codes. J Comput Phys 131:149–163