Photon-conserving generalized nonlinear Schrödinger equation for frequency-dependent nonlinearities

Generalized (G’/G)-expansion method and exact traveling wave solutions of the perturbed nonlinear Schr¨odinger’s equation with Kerr law nonlinearity in optical fiber

In the ultrastrong coupling regime a new channel for inelastic scattering appears, where an incident photon deposits energy into the qubit, exciting a photon-bound state, and

From the figure is obvious to see that, while the throughput maximization provides the same CW for a given number of stations, the optimal CW for energy efficiency depends

MD simulations in this and previous work has allowed us to propose a relation between the nature of the interactions at the interface and the observed properties of nanofluids:

Figure 1 shows the detection time and the energy of neutrino event candidates passing the reduction cuts for GW150914 (left) and the energy spectrum of the remaining events, which

To do that, we will solve the Time Dependent Schrödinger equation (TDSE) and analyze the energy of the fragments or the harmonic spectra generated in order to get a deeper insight

We measure the differential cross sections dσ=dE T with respect to the photon transverse energy E T and dσ=dΔR μγ with respect to the separation of the photon from the nearest

Figure 5.25: (Lower panel) Vibrationally resolved cross section for the three first vibrational levels of the 1σ −1 photoionization of CO as a function of the photon energy..