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Oscillators with symmetric and asymmetric quadratic nonlinearity

Authors
  1. A. Bhushan
  2. A. Doelman
  3. A. Isar
  4. A. Maccari
  5. A.H. Nayfeh
  6. A.H. Nayfeh
  7. A.H. Nayfeh
  8. A.H. Safavi-Naeini
  9. A.K. Sharma
  10. A.S. Atadan
  11. A.S. Atadan
  12. A.S. Zurkinden
  13. C.H. Chen
  14. D.E. Chang
  15. E.D.R. Rodriguez-Lozano
  16. F. Balibrea
  17. F. Brennecke
  18. G. Duffing
  19. G. Rega
  20. G. Wang
  21. Gy. Mester
  22. H. Hu
  23. H. Suzuki
  24. H. Xiong
  25. H. Xiong
  26. H.L. Zhang
  27. I. Biro
  28. I. Kovacic
  29. I. Pehlivani
  30. J. Bajkowski
  31. J. Rudowski
  32. J. Sarosi
  33. J.A. Almendral
  34. J.C. Sankey
  35. J.D. Bejarano
  36. K. Borkje
  37. K.E. Thylwe
  38. L. Cveticanin
  39. L. Cveticanin
  40. L. Cveticanin
  41. L. Cveticanin
  42. L. Zhang
  43. L.D. Zavodney
  44. M. Bagheri
  45. M. Eichenfeld
  46. M. Eichenfield
  47. M. Ludwig
  48. M. Zukovic
  49. M.S. Sarma
  50. N. HaQuang
  51. P.F. Byrd
  52. Q. He
  53. R.E. Mickens
  54. S. Lenci
  55. S. Ramananarivo
  56. S.K. Lai
  57. S.N. Rasband
  58. T.P. Purdy
  59. T.T. Pham
  60. V. Peano
  61. W. Szemplinska-Stupnicka
  62. W. Szemplinska-Stupnicka
  63. W. Szemplinska-Stupnicka
  64. W. Szemplinska-Stupnicka
  65. W. Szemplinska-Stupnicka
  66. W. Szemplinska-Stupnicka
  67. Y.-C. Liu
Publication date
Publisher
'Springer Science and Business Media LLC'
Doi

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      Last time updated on 08/11/2020

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