Differential equations for a trigger and a single vibrator with external action

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Abstract

Numerical solutions of differential equations for a trigger on bipolar transistors in the presence of an external action are obtained. It is shown that the solutions have hysteresis properties. Differential equations for a single vibrator on bipolar transistors are derived and their numerical solutions are found.

About the authors

А. Е. Kitaev

JSC Scientific and Production Association named after M.V. Frunze

Author for correspondence.
Email: kitaev_a_e@mail.ru
Russian Federation, Gagarina prosp., 174, Nizhnii Novgorod, 603951

References

  1. Aндронов А.А., Витт А.А., Хайкин С.Э. Теория колебаний. М.: ГИФМЛ, 1959.
  2. Kитаев А.Е. // РЭ. 2021. Т. 66. № 5. С. 483.
  3. Kитаев А.Е. // Радиотехника. 2020. № 1. С. 74.
  4. Kитаев А.Е. // Радиотехника. 2017. № 10. С. 189.
  5. Дубинов А.Е., Дубинова И.Д., Сайков С.К. W-функция Ламберта и ее применение в математических задачах физики. Саров: ФГУП «РФЯЦ-ВНИИЭФ», 2006.
  6. Banwell T.C., Jayakumar A. // Electronics Lett. 2000. V. 36. № 4. P. 291.
  7. Banwell T.C. // IEEE Trans. 2000. V. CS-I – 47. № 11. P. 1621.
  8. Gazquez J.A., Torrecillas B., Carmona J. et al. // AEU – Int. J. Electronics and Commun. 2021. V. 133. Article No. 153665.
  9. Степаненко И.П. Основы теории транзисторов и транзисторных схем. М.: Энергия, 1977.

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