In this work, a general theory of coupled resonators is proposed. On one hand, it provides a design-oriented analysis while also preserving rigorousness throughout the derivation; on the other hand, it uses graphical methods to offer an intuitive understanding. Using an impedance loci analysis, it then ties the above to aspects together to render an integrated body of theory.
Guided by the developed theory, a robust wireless power transfer system using an oscillator driver is designed, capable of providing more than 90mW of power to a brain implant. Its maximum operating range spans 4.2cm and handles up to 40x load variations. It achieves a peak efficiency of more than 80%.
Building upon this wireless power system, a novel data modulation, Load-Induced Resonance-Shift Keying (L-RSK) is implemented to transmit reverse data simultaneously with the forward regulated power, at high rate and low power, through the same pair of coils. It can support up to 5Mb/s data rate and burns negligible power (at most 0.395mW) compared with the total delivered amount.
The milli-Watt level wireless power for biomedical implants can be extended to Watt level so that it can be used for charging portable consumer electronics. The scaled system can provide up to 11W power with 85% peak efficiency.
Lastly, second harmonics in LC oscillators are analyzed. Analysis on the second harmonics at the output and at the tail current source of current-mode LC oscillators provides useful insights on how to improve power-conversion efficiency. Anslysis on the second harmonics in oscillators with mismatch in threshold voltages of FETs shows that flicker noise at switching FETs of an LC oscillator can be up-converted to become phase noise at the output of the oscillation.