Although the skyrmion model was originally developed for nuclear physics, it is also useful in explaining similar complex structures observed in condensed-matter systems. For example, in helical ...
Gauge theories describe the fundamental forces in the standard model of particle physics and play an important role in condensed matter physics ... in particular lattice gauge theory, according ...
Recent research in condensed matter physics has focused on understanding complex materials, particularly those with unique lattice structures, such as the kagome lattice, which has been shown to ...
Imagine being able to simultaneously and uniquely track hundreds of molecules or proteins in a cell in three dimensions at millisecond rates. To achieve this goal, the Hewitt Group propose to combine ...
The course introduces the condensed matter physics on a broad basis. The main objective is to provide an overview of different types of materials and illustrate how their properties depend on the ...
have a broad knowledge of the core areas of condensed matter physics and materials science. have a good understanding of the physical basic principles behind the properties of different types of ...
Mr. Tonelli bookends “Matter,” with personal reminiscences and etymological asides that provide historical context and lend a human touch to his guide to modern physics. The word “matter ...
“We all have a clear distinction in mind when we think of solid materials and granular matter. Solid materials are often described as crystalline lattices […]. These materials are made up of ...
"It marks an exciting step forward in our understanding of dark matter and the dynamics of the Milky Way." A perplexing "break" in a stream of stars around the Milky Way could be the result of ...
The Fusion and Plasma Physics group at Aalto University investigates plasma ... of multi-scale and coarse-graining methodologies and their application to condensed matter systems. Our research focuses ...
Calculates the energy difference (\Delta E) if we flip the spin at ((i, j)), using periodic boundary conditions. metropolis_step(lattice, beta) Visits each site once in random order. Computes (\Delta ...