Page 3: Research news on Classical mechanics

Classical mechanics, as a research area, studies the motion of macroscopic bodies under the influence of forces within the framework of Newtonian, Lagrangian, and Hamiltonian formalisms. It investigates deterministic dynamical systems, conservation laws derived from symmetries via Noether’s theorem, stability and bifurcation phenomena, and the emergence of chaos in nonlinear systems. Contemporary research encompasses rigid-body and continuum mechanics, celestial and orbital dynamics, perturbation theory, integrable and near-integrable systems, and the rigorous mathematical structure of phase space. It also provides limiting approximations to relativistic and quantum theories, serving as a testbed for multiscale modeling, numerical integrators, and control strategies.

Springing simulations forward with quantum computing

Though "coupled oscillations" may not sound familiar, they are everywhere in nature. The term "coupled harmonic oscillators" describes interacting systems of masses and springs, but their utility in science and engineering ...

Why quantum mechanics defies physics

The full, weird story of the quantum world is much too large for a single article, but the period from 1905, when Einstein first published his solution to the photoelectric puzzle, to the 1960s, when a complete, well-tested, ...

Toward self-restoring electronic devices with long DNA molecules

The potential of DNA structural properties in single-molecule electronics has finally been harnessed by researchers from Tokyo Institute of Technology (Tokyo Tech) in a single-molecule junction device that shows spontaneous ...

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