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Original Articles

Comparison of numerical methods for the problem arising in the gyrotron theory

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Pages 19-30 | Received 01 Oct 2004, Published online: 14 Oct 2010

References

  • Airila , M.I. , Dumbrajs , O. , Reinfelds , A. and Strauti , U. 2001 . Nonstationary oscillations in gyrotrons . Phys. Plasmas , 8 (10) : 4608 – 4612 .
  • Cirulis , T. , Kalis , H. and Lietuvietis , O. 2004 . Comparative analysis by means of finite differences and DM methods for linearized problem of gyrotrons . Mathematical modelling and analysis , 9 (2) : 127 – 136 .
  • Dumbrajs , O. , Kalis , H. and Reinfelds , A. 2004 . Numerical solution of single‐mode gyrotron equation . Mathematical modelling and analysis , 9 (1) : 25 – 38 .
  • Samarskii , A.A. 2001 . The theory of difference schemes , New York, NY : Marcel Dekker .
  • Watson , G.A. 1980 . Approximation theory and numerical methods , John Wiley & Sons, Chichester etc .
  • Zavolsky , N.A. , Nusinovich , G.S. and Pavelyev , A.B. 1989 . “ Stability of single‐mode oscillations and nonstationary processes in gyrotrons with very large low quality factor resonators ” . In Gyrotrons. Academy of Sciences of USSR, Gorky, 84 – 112 . (in Russian)

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