\u3cp\u3eIn this contribution we introduce the Monge-Ampère equation, defining the shape of a freeform surface, for several optical systems. We restrict ourselves to systems containing one or two freeform surfaces. As numerical solution method we propose a least-squares method, which is a two-stage method. In the first stage the optical map is computed, and subsequently in the second stage, the shape of the optical surface(s). We demonstrate that our method can handle complicates source and target distributions.\u3c/p\u3
We present a method to design a freeform two-reflector system to collimate and shape a beam from a p...
In this paper we propose a method to compute a freeform reflector system for collimating and shaping...
In this article, we present a least-squares method to compute freeform surfaces of a lens with paral...
In this contribution we introduce the Monge-Ampère equation, defining the shape of a freeform surfac...
In this contribution we introduce the (generalized) Monge-Ampere equation, defining the shape/locati...
As a generic model for freeform optical systems, we combine the optical map and the luminous flux co...
The freeform shape of an optical surface is governed by the Monge-Ampère equation coupled with the t...
Freeform optical surfaces can transfer a given light distribution of the source into a desired distr...
\u3cp\u3eIn this article, we present a formulation for the design of double freeform lens surfaces t...
We present a method for designing freeform optical surfaces for illumination optics. By the laws of ...
The Monge-Ampére equation method could be the most advanced point source algorithm of freeform optic...
We present a method to design a freeform two-reflector system to collimate and shape a beam from a p...
In this paper we propose a method to compute a freeform reflector system for collimating and shaping...
In this article, we present a least-squares method to compute freeform surfaces of a lens with paral...
In this contribution we introduce the Monge-Ampère equation, defining the shape of a freeform surfac...
In this contribution we introduce the (generalized) Monge-Ampere equation, defining the shape/locati...
As a generic model for freeform optical systems, we combine the optical map and the luminous flux co...
The freeform shape of an optical surface is governed by the Monge-Ampère equation coupled with the t...
Freeform optical surfaces can transfer a given light distribution of the source into a desired distr...
\u3cp\u3eIn this article, we present a formulation for the design of double freeform lens surfaces t...
We present a method for designing freeform optical surfaces for illumination optics. By the laws of ...
The Monge-Ampére equation method could be the most advanced point source algorithm of freeform optic...
We present a method to design a freeform two-reflector system to collimate and shape a beam from a p...
In this paper we propose a method to compute a freeform reflector system for collimating and shaping...
In this article, we present a least-squares method to compute freeform surfaces of a lens with paral...