Kippenberg, Tobias

Date:   Thursday, April 22, 2021
Time:   10:00
Place:   scheduled Zoom meeting
Host:    Klaus Ensslin

Photonic Chip based Frequency Combs

Tobias Kippenberg
EPF Lausanne

The development of optical frequency combs1, and notably self-referencing, has revolutionized precision measurements over the past decade, and enabled counting of the cycles of light. Frequency combs, have enabled dramatic advances in timekeeping, metrology and spectroscopy. In 2007, it was discovered that such combs can also be generated using an optical microresonator2 using parametric frequency conversion. Importantly, such Kerr combs also enable to generate dissipative temporal solitons (DKS)3,4, which are formally solutions to a driven dissipative nonlinear Schrödinger equation, termed Lugiato-Lefever equation – first derived to describe spatial self-organization phenomena5. DKS have unlocked the full potential of Kerr combs enabling a deterministic route to broadband, and coherent optical frequency combs, whose bandwidth can be enhanced using soliton broadening phenomena, such as Soliton Cherenkov Radiation6. Such Solitons Kerr combs on a chip have enabled to realize counting of the cycles of light, realize dual comb spectrometers on a chip, enabled dual comb based ultrafast ranging7, massively parallel coherent communication8, and offered a novel approach to massively parallel FCMW LiDAR9. Recent advances based on the photonic damascene process10 enable ultra low loss nonlinear photonic circuits based on silicon nitride (Si3N4), have enabled ultra-low losses, and direct integration with on chip pump lasers11.
On the fundamental side, new and theoretically not previously predicted dynamics has been observed ranging from formation of soliton crystals12, soliton switching13, and new type of breather solitons14, and emergent nonlinear dynamics in arrays of coupled resonators15.
Soliton Kerr frequency combs thereby are providing a highly fruitful new playground for fundamental nonlinear science and applications alike.

Figure 1
Dissipative Kerr solitons in microresonators. (A) Photograph of Si3N4 photonic chips on 1-cent Euro coin (B) Principle of a DKS that balances dispersion and nonlinearity, as well as parametric gain and cavity loss. (C) Temporal dissipative soliton waveform envelope in a microresonator (D) Optical spectra of single-DKS states with 9.78GHz repetition rates (in the X-band)

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