Cauchy problems for Helmholtz equations are a significant area of study in mathematical physics and applied mathematics, particularly in the context of inverse problems. These problems typically ...

methods are a class of numerical techniques used to solve partial differential equations, particularly useful for problems involving wave propagation, such as the Helmholtz and Maxwell equations.

We present a general method for solving the modified Helmholtz equation without shape approximation for an arbitrary periodic charge distribution, whose solution is known as the Yukawa potential or ...

Efficient methods for computing Quasi-Periodic Green Functions for the 2D Helmholtz equation ...

Specialization is for insects.” So, in the interest of not being insects, here are my top-five physics equations you should know. 1. Newton’s Second Law I’m sure you've seen this one before ...

A research team from the Helmholtz-Zentrum Dresden-Rossendorf (HZDR), in collaboration with the TUD Dresden University of Technology and the Australian National University (ANU), has discovered an ...

Combining experiments in microfluidic devices and computer simulation, this study provides a valuable analysis of the relevant parameters that determine the motility of (multicellular) magnetotactic ...

attraction, repulsion and roosting Self-organization of particles through alignment. attraction, repulsion and roosting Aggregation-Diffusion equation (nonlinear diffusion and gaussian attractive ...

We are therefore pooling our expertise in the field and have created Helmholtz Quantum, a unique platform for researching and developing quantum technologies. Together with national and European ...

Multiple fluid models and scenarios are solved using FEniCS.