"Proceedings of Workshop 2007" . . "438142" . "978-80-01-03667-9" . "The beam propagation method (BPM) is a numerical technique for simulating the propagation of optical field. BPM is powerful technique that can simulate any arbitrary refractive index profile. In this article we used this method for the solution of nonlinear Schr\u00F6dinger equation (NLSE). NLSE defines the propagation of optical solitons in the nonlinear media. The simulation is focused on the propagation of optical field in iron doped crystal LiNbO3. These types of nonlinear crystal allow a generation of dark photovoltaic solitons." . "21340" . . "Numerical Simulation of Dark Photovoltaic Solitons with Beam Propagation Method" . . . "Bodn\u00E1r, Michal" . "\u010Cesk\u00E9 vysok\u00E9 u\u010Den\u00ED technick\u00E9 v Praze" . . . . "BPM methods; photovoltaic efect; spatial solitons"@en . . "2007-02-19+01:00"^^ . "Z(MSM6840770022)" . "Praha" . . "Praha" . "Ne\u010D\u00EDslov\u00E1no" . "Numerick\u00E1 simulace tmav\u00FDch fotovoltaick\u00FDch soliton\u016F pomoc\u00ED metody \u0161\u00ED\u0159en\u00ED svazku"@cs . . . "2"^^ . . "Metoda \u0161\u00ED\u0159en\u00ED svazku (BPM) je numerick\u00E1 metoda ur\u010Den\u00E1 k symulaci \u0161\u00ED\u0159en\u00ED optick\u00E9ho pole. BPM je velice u\u017Eite\u010Dn\u00E1 metoda k symulaci \u0161\u00ED\u0159en\u00ED optick\u00FDm prost\u0159ed\u00EDm s libovoln\u00FDm indexem lomu. Zde jsme vyu\u017Eili tuto metodu k \u0159e\u0161en\u00ED neline\u00E1rn\u00ED Schr\u00F6dingerovi rovnice (NLSE). Tato rovnice popisuje \u0161\u00ED\u0159en\u00ED optick\u00E9ho svazku v neline\u00E1rn\u00EDm prost\u0159ed\u00ED. V tomto \u010Dl\u00E1nku jsme se zab\u00FDvali fotorefraktivn\u00EDmi krystaly typu Fe:LiNbO_3. V dan\u00E9m krystalu lze generovat tmav\u00E9 prostorov\u00E9 solitony."@cs . "1"^^ . "Numerick\u00E1 simulace tmav\u00FDch fotovoltaick\u00FDch soliton\u016F pomoc\u00ED metody \u0161\u00ED\u0159en\u00ED svazku"@cs . "The beam propagation method (BPM) is a numerical technique for simulating the propagation of optical field. BPM is powerful technique that can simulate any arbitrary refractive index profile. In this article we used this method for the solution of nonlinear Schr\u00F6dinger equation (NLSE). NLSE defines the propagation of optical solitons in the nonlinear media. The simulation is focused on the propagation of optical field in iron doped crystal LiNbO3. These types of nonlinear crystal allow a generation of dark photovoltaic solitons."@en . "1"^^ . . "[B6849F1756C2]" . . "Numerical Simulation of Dark Photovoltaic Solitons with Beam Propagation Method"@en . . . "Numerical Simulation of Dark Photovoltaic Solitons with Beam Propagation Method" . "RIV/68407700:21340/07:04138072!RIV08-MSM-21340___" . "RIV/68407700:21340/07:04138072" . "Numerical Simulation of Dark Photovoltaic Solitons with Beam Propagation Method"@en .