We are interested in finding templates for direct laser writing of deterministic uncorrelated multiple scattering media. To this end, we want to fill space in a homogeneous way with random lines. It turns out that this is a remarkably difficult problem, which is related to a paradox found by J. Bertrand in 1889. Following insights from Jaynes , we solve this problem in 2D and find an analytic expression for the distribution of line lengths. We discuss progress towards solving the 3D case.
|Publication status||Published - 10 Oct 2017|
|Event||41st Annual Meeting NNV AMO Lunteren 2017 - Lunteren, Netherlands|
Duration: 10 Oct 2017 → 11 Oct 2017
Conference number: 41
|Conference||41st Annual Meeting NNV AMO Lunteren 2017|
|Period||10/10/17 → 11/10/17|