Engineering dissipation with phononic spectral hole burning
  Optomechanics, nano-electromechanics, and integrated photonics have brought about a renaissance in phononic device physics and technology. Central to this advance are devices and materials that support ultra long-lived photonic and phononic excitations, providing access to novel regimes of classical and quantum dynamics based on tailorable photon-phonon coupling. Silica-based devices have been at the forefront of such innovations for their ability to support optical excitations persisting for nearly 1 billion cycles, and for their low optical nonlinearity. Remarkably, acoustic phonon modes can persist for a comparable number of cycles in crystalline solids at cryogenic temperatures, permitting radical enhancement of photon-phonon coupling. However, it has not been possible to achieve similar phononic coherence times in silica, as silica becomes acoustically opaque at low temperatures. In this paper, we demonstrate that intrinsic forms of phonon dissipation are greatly reduced (by > 90%) using nonlinear saturation with continuous driving fields of disparate frequencies. We demonstrate steady-state phononic spectral hole burning for the first time, and show that this technique for controlling dissipation in glass produces a wide-band transparency window. These studies were carried out in a micro-scale fiber waveguide where the acoustic intensities necessary to manipulate phonon dissipation can be achieved with optically generated phonon fields of modest (nW) powers. We developed a simple model that explains both dissipative and dispersive changes produced by phononic saturation. In showing how the dissipative and dispersive properties of glasses can be manipulated using external fields, we open the door to dynamical phononic switching and the use of glasses as low loss phononic media which may enable new forms of controllable laser dynamics, information processing, and precision metrology. 
R. O. Behunin, P. Kharel, W. H. Renninger, and P. T. Rakich
cond-mat.dis-nn cond-mat.mes-hall