2 papers
cond-mat.soft2026
Arc-length characterization of finite, radial growth patterns
Andreas A. Hennig, Ilaria Beechey-Newman, Natalya Kizilova +1
We present a method to characterize the distribution of length-scales of finite, disordered patterns with, on average, radial symmetry. This method makes it possible to quantify th…
cond-mat.soft2025
Confined colloidal droplets dry to form circular mazes
Ilaria Beechey-Newman, Natalya Kizilova, Andreas Andersen Hennig +2
During drying, particle-laden sessile droplets will leave so-called coffee-stain rings behind. This phenomenon is well-known and well-understood (Deegan et al., Nature 389, 827-829…