A novel split-step finite-difference method for wide-angle beam propagation is presented. The formulation allows solution of the second-order scalar wave equation without having to make the slowly varying envelope and one-way propagation approximations. The method is highly accurate and numerically efficient requiring only simple matrix multiplication for propagation
A new method for solving the wave equation is presented that is nonparaxial and can be applied to wi...
Abstract- A wide-angle finite-element beam propagation method based on the Pade approximation is dev...
The generalized Douglas scheme for variable coefficients is applied to the propagating beam analysis...
A method based on symmetrized splitting of the propagation operator in the finite difference scheme ...
A method based on symmetrized splitting of the propagation operator in the finite difference scheme ...
A method based on symmetrized splitting of the propagation operator in the finite difference scheme ...
A non-paraxial semivectorial method in the finite difference split step scheme is proposed. The meth...
We present a new method for splitting of operators in the three-dimensional finite difference split-...
A new method for solving the wave equation is presented that is nonparaxial and can be applied to wi...
We describe a simple and efficient wide-angle, split-step finite-difference based explicit transfer ...
A new finite difference wide-angle beam propagation method is developed by introducing the least-squ...
Efficient nonuniform schemes, based on the generalized Douglas (GD) scheme, are developed for the fi...
Efficient nonuniform schemes, based on the generalized Douglas (GD) scheme, are developed for the fi...
To improve a wide-angle beam propagation method using a finite-difference technique, the generalized...
Wide-angle full-vector Beam Propagation Methods (BPMs) for three dimen-sional wave-guiding structure...
A new method for solving the wave equation is presented that is nonparaxial and can be applied to wi...
Abstract- A wide-angle finite-element beam propagation method based on the Pade approximation is dev...
The generalized Douglas scheme for variable coefficients is applied to the propagating beam analysis...
A method based on symmetrized splitting of the propagation operator in the finite difference scheme ...
A method based on symmetrized splitting of the propagation operator in the finite difference scheme ...
A method based on symmetrized splitting of the propagation operator in the finite difference scheme ...
A non-paraxial semivectorial method in the finite difference split step scheme is proposed. The meth...
We present a new method for splitting of operators in the three-dimensional finite difference split-...
A new method for solving the wave equation is presented that is nonparaxial and can be applied to wi...
We describe a simple and efficient wide-angle, split-step finite-difference based explicit transfer ...
A new finite difference wide-angle beam propagation method is developed by introducing the least-squ...
Efficient nonuniform schemes, based on the generalized Douglas (GD) scheme, are developed for the fi...
Efficient nonuniform schemes, based on the generalized Douglas (GD) scheme, are developed for the fi...
To improve a wide-angle beam propagation method using a finite-difference technique, the generalized...
Wide-angle full-vector Beam Propagation Methods (BPMs) for three dimen-sional wave-guiding structure...
A new method for solving the wave equation is presented that is nonparaxial and can be applied to wi...
Abstract- A wide-angle finite-element beam propagation method based on the Pade approximation is dev...
The generalized Douglas scheme for variable coefficients is applied to the propagating beam analysis...