The existence and stability properties of localized structures in nonlinear optical cavities with slightly non-equivalent homogeneous solutions and displaying a modulational instability of flat fronts are investigated. We present a new type of stable localized structures in the regime of formation of labyrinthine patterns based on the balance between the curvature and the asymmetry effects.
Esta web utiliza cookies para la recolección de datos con un propósito estadístico. Si continúas navegando, significa que aceptas la instalación de las cookies.