Luis Adrian Villanueva

US Patent:

20110260802, Oct 27, 2011

Filed:

Apr 27, 2011

Appl. No.:

13/095692

Inventors:

Luis Guillermo Villanueva Torrijo - Los Angeles CA, US
Rassul Karabalin - Pomona CA, US
Matthew Matheny - Diamond Bar CA, US
Philip X.L Feng - Beachwood OH, US
Michael C. Cross - Claremont CA, US
Michael L. Roukes - Pasadena CA, US

Assignee:

California Institute of Technology - Pasadena CA

International Classification:

H03B 5/36

US Classification:

331156, 331154

Abstract:

A parametric feedback oscillator includes a resonator which has at least one transduction element and at least one electromechanical resonating element. The resonator is configured to accept as input a parametric excitation signal at a frequency and to provide a resonating output signal at a frequency ω. A cascaded feedback path in any electrically coupled cascade order includes at least one non-linear element, at least one phase shifter electrically, and at least one amplifier. The cascade feedback path is configured to receive as input the resonating output signal at a frequency ωand configured to provide as output a feedback path signal as the parametric excitation signal at a frequency to the resonator. A parametric feedback oscillator output terminal is configured to provide the resonating output signal at the frequency ωas an output signal. A method of causing a parametric feedback oscillation is also described.

US Patent:

20140176203, Jun 26, 2014

Filed:

Oct 25, 2013

Appl. No.:

14/063905

Inventors:

- Pasadena CA, US
Michael L. Roukes - Pasadena CA, US
Michael C. Cross - Arroyo Grande CA, US
Luis Guillermo Villanueva Torrijo - Los Angeles CA, US
Rassul Karabalin - Los Angeles CA, US

Assignee:

California Institute of Technology - Pasadena CA

International Classification:

H03L 7/00

US Classification:

327146

Abstract:

Synchronization of oscillators based on anharmonic nanoelectromechanical resonators. Experimental implimentation allows for unprecedented observation and control of parameters governing the dynamics of synchronization. Close quantitative agreement is found between experimental data and theory describing reactively coupled Duffing resonators with fully saturated feedback gain. In the synchonized state, a significant reduction in the phase noise of the oscillators is demonstrated, which is key for applications such as sensors and clocks. Oscillator networks constructed from nanomechanical resonators form an important laboratory to commercialize and study synchronization—given their high-quality factors, small footprint, and ease of co-integration with modern electronic signal processing technologies. Networks can be made including one-, two-, and three-dimensional networks. Triangular and square lattices can be made.