We study the interaction of a soliton in a parity-time (PT) symmetric coupler which has local perturbation of the coupling constant. This defect does not change the PT-symmetry of the system, but locally can achieve the exceptional point. We found that the symmetric solitons after interaction with the defect either transform into breathers or blow up. The dynamics of antisymmetric solitons are more complex, showing domains of successive broadening of the beam and of the beam splitting in two outward propagating solitons, in addition to the single breather generation and blowup. All the effects are preserved when the coupling strength in the center of the defect deviates from the exceptional point. If the coupling is strong enough, the only ...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
We study the existence and stability of fundamental bright discrete solitons in a parity-time- (PT-)...
We study spatial and temporal solitons in the PT symmetric coupler with gain in one waveguide and lo...
We study spatial and temporal solitons in the PT symmetric coupler with gain in one waveguide and lo...
We study the existence and stability of fundamental bright discrete solitons in a parity-time- (PT-)...
Families of analytical solutions are found for symmetric and antisymmetric solitons in the dual-core...
We review our recent progress in the study of nonlinear systems with balanced gain and loss describe...
Weconsider a PT-symmetric ladder-shaped optical array consisting of a chain of waveguides with gain ...
Dynamics of a chain of interacting parity-time-invariant nonlinear dimers is investigated. A dimer i...
We study collisions of moving nonlinear-Schrödinger solitons with a PT-symmetric dipole embedded int...
We consider the existence and stability of solitons in a χ(2) coupler. Both the fundamental and seco...
We provide a systematic analysis of a prototypical nonlinear oscillator system respecting PT symmetr...
We study the sensitivity of light dynamics to the internal phase of propagating pulses in the two ty...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
We study the existence and stability of fundamental bright discrete solitons in a parity-time- (PT-)...
We study spatial and temporal solitons in the PT symmetric coupler with gain in one waveguide and lo...
We study spatial and temporal solitons in the PT symmetric coupler with gain in one waveguide and lo...
We study the existence and stability of fundamental bright discrete solitons in a parity-time- (PT-)...
Families of analytical solutions are found for symmetric and antisymmetric solitons in the dual-core...
We review our recent progress in the study of nonlinear systems with balanced gain and loss describe...
Weconsider a PT-symmetric ladder-shaped optical array consisting of a chain of waveguides with gain ...
Dynamics of a chain of interacting parity-time-invariant nonlinear dimers is investigated. A dimer i...
We study collisions of moving nonlinear-Schrödinger solitons with a PT-symmetric dipole embedded int...
We consider the existence and stability of solitons in a χ(2) coupler. Both the fundamental and seco...
We provide a systematic analysis of a prototypical nonlinear oscillator system respecting PT symmetr...
We study the sensitivity of light dynamics to the internal phase of propagating pulses in the two ty...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
The scattering of kinks and low-frequency breathers of the nonlinear sine-Gordon (SG) equation on a ...
We study the existence and stability of fundamental bright discrete solitons in a parity-time- (PT-)...