We present an efficient numerical algorithm that can be used to solve the generalized Monge-Ampère equations for a single freeform reflector and lens surface. These equations are instances of so-called ‘generated Jacobian equations’ which are characterized by associated generating functions. The algorithm has a wide applicability to any optical system that can be described by a smooth generating function
As a generic model for freeform optical systems, we combine the optical map and the luminous flux co...
The Monge-Ampére equation method could be the most advanced point source algorithm of freeform optic...
Freeform optical surfaces can transfer a given light distribution of the source into a desired distr...
We present an efficient numerical algorithm that can be used to solve the generalized Monge-Ampère e...
The design of freeform optical surfaces is an inverse problem in illumination optics. Combining the ...
The design of freeform optical surfaces is an inverse problem in illumination optics. Combining the ...
We present a unified mathematical framework for sixteen fundamental optical systems. The systems hav...
In this contribution we introduce the (generalized) Monge-Ampere equation, defining the shape/locati...
\u3cp\u3eIn this contribution we introduce the Monge-Ampère equation, defining the shape of a freefo...
In this article we present a method for the design of fully free-form reflectors for illumination sy...
In this article we present a method for the design of fully free-form reflectors for illumination sy...
The freeform shape of an optical surface is governed by the Monge-Ampère equation coupled with the t...
As a generic model for freeform optical systems, we combine the optical map and the luminous flux co...
The Monge-Ampére equation method could be the most advanced point source algorithm of freeform optic...
Freeform optical surfaces can transfer a given light distribution of the source into a desired distr...
We present an efficient numerical algorithm that can be used to solve the generalized Monge-Ampère e...
The design of freeform optical surfaces is an inverse problem in illumination optics. Combining the ...
The design of freeform optical surfaces is an inverse problem in illumination optics. Combining the ...
We present a unified mathematical framework for sixteen fundamental optical systems. The systems hav...
In this contribution we introduce the (generalized) Monge-Ampere equation, defining the shape/locati...
\u3cp\u3eIn this contribution we introduce the Monge-Ampère equation, defining the shape of a freefo...
In this article we present a method for the design of fully free-form reflectors for illumination sy...
In this article we present a method for the design of fully free-form reflectors for illumination sy...
The freeform shape of an optical surface is governed by the Monge-Ampère equation coupled with the t...
As a generic model for freeform optical systems, we combine the optical map and the luminous flux co...
The Monge-Ampére equation method could be the most advanced point source algorithm of freeform optic...
Freeform optical surfaces can transfer a given light distribution of the source into a desired distr...