Circuitry utilizing parametrically excited harmonic oscillators

• 1. 基于带通滤波器的二次谐波交叉注入正交压控振荡器电路 [P] . 中国专利： CN109818578B . 2021.05.14
• 2. 用于过滤本地振荡器信号的电路和谐波抑制混频器 [P] . 中国专利： CN111971896A . 2020-11-20
• 3. Flux detection device using a parametrically excited second harmonic oscillator [P] . 美国专利： US3919630A . 1975-11-11

  机译： 使用参数激励的二次谐波振荡器的磁通检测装置

• 4. Magnetic fuehler parametrically excited with a second harmonic oscillator [P] . 德国专利： DE2329488C3 . 1975-05-15

  机译： 用二次谐波振荡器参数励磁的磁浮子

• 5. magnetic fuehler with a parametric excited second harmonic oscillator [P] . 德国专利： DE2251110B2 . 1974-02-14

  机译： 带有参数激励二次谐波振荡器的磁浮子

• 1. RESPONSE OF PARAMETRICALLY EXCITED DUFFING-VAN DER POL OSCILLATOR WITH DELAYED FEEDBACK [J] . LI Xin-ye, CHEN Yu-shu, WU Zhi-qiang, 应用数学和力学（英文版） . 2006,第012期
• 2. RESPONSE OF PARAMETRICALLY EXCITED DUFFING-VAN DER POL OSCILLATOR WITH DELAYED FEEDBACK [J] . 李欣业, 陈予恕, 吴志强, 应用数学和力学：英文版 . 2006,第012期
• 3. Sub-Harmonic Resonances of Periodic Parameter Excited Oscillators with Discontinuities [J] . Jifeng Cui∗ 哈尔滨工业大学学报（英文版） . 2015,第004期
• 4. Altitude and intensity characteristics of parametric instability excited by an HF pump wave near the fifth electron harmonic [J] . Jun WU, Jian WU, M T RIETVELD, 等离子体科学和技术（英文版） . 2017,第012期
• 5. Energy-Level of Some Singular Harmonic Oscillators and Parametric Amplifiers with Singular Potential Derived via IEO Method [J] . FAN Hong-Yi, TANG Xu-Bing 理论物理通讯（英文版） . 2007,第005期
• 6. Self-Excited Diode Rectifying Wound-Field Synchronous Motor Utilizing Space Harmonics and Flux-Intensifying with Carrier Harmonics [C] . Masahiro Aoyama, Toshihiko Noguchi IEEE Energy Conversion Congress and Exposition . 2019
• 7. Parametrically-excited microelectromechanical oscillators with filtering capabilities. [D] . Rhoads, Jeffrey Frederick. 2004
• 8. Self-excited mono-ion oscillator [O] . Hans Dehmelt, Warren Nagourney, Jon Sandberg 1986
• 9. Nonsingular parametric oscillators Darboux-related to the classical harmonic oscillator [O] . H. C. Rosu, O. Cornejo-Pérez, P. Chen 2012

• 1. 基于谐波平衡的参激系统非线性参数识别频域法 [C] . 窦苏广 ,叶敏 . 第五届“工程与振动”科技论坛 . 2009
• 2. 参激-涡激联合作用下深海柔性杆件三维振动响应分析 [A] . 刘浩宇 . 2015