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C. Mishra

Publications and source records attributed to C. Mishra.

3 recordsLinked to original sources

A nuclear mass model rooted in chiral effective field theory

We develop a nuclear mass model that is based on chiral effective field theory at next-to-next-to leading order. Nuclear binding energies are computed via the Hartree-Fock method using a Hamiltonian from delta-full chiral effective field theory. We employ Hartree-Fock emulators to adjust $11$ low-energy constants in the chiral interaction to binding energies of $18$ even-even nuclei. When applied to $107$ even-even nuclei with mass numbers $16\leq A\leq 56$ the chiral mass model exhibits an overall root-mean-square deviation of $3.5$ MeV.

nucl-th

Optical control and coherent coupling of spin diffusive modes in thermal gases

Collective spins in thermal gases are at the core of a multitude of science and technology applications. In most of them, the random thermal motion of the particles is considered detrimental as it is responsible for decoherence and noise. In conditions of diffusive propagation, thermal atoms can potentially occupy various stable spatial modes in a glass cell. Extended or localized, diffusive modes have different magnetic properties, depending on the boundary conditions of the atomic cell, and can react differently to external perturbations. Here we demonstrate that few of these modes can be selectively excited, manipulated, and interrogated in atomic thermal vapours using laser light. In particular, we individuate the conditions for the generation of modes that are exceptionally resilient to undesirable effects introduced by optical pumping, such as light shifts and power-broadening, which are often the dominant sources of systematic errors in atomic magnetometers and co-magnetometers. Moreover, we show that the presence of spatial inhomogeneity in the pump, on top of the random diffusive atomic motion, introduces a coupling that leads to a coherent exchange of excitation between the two longest-lived modes. Our results indicate that systematic engineering of the multi-mode nature of diffusive gases has great potential for improving the performance of quantum technology applications based on alkali-metal thermal gases, and promote these simple experimental systems as versatile tools for quantum information applications.

quant-ph

Stability of the Modified Craig-Sneyd scheme for two-dimensional convection-diffusion equations with mixed derivative term

The Modified Craig-Sneyd (MCS) scheme is a promising splitting scheme of the ADI type introduced by In 't Hout & Welfert (2009) for multi-dimensional pure diffusion equations having mixed spatial-derivative terms.In this paper we investigate the extension of the MCS scheme to two-dimensional convection-diffusion equations with a mixed derivative. Both necessary and sufficient conditions on the parameter of the scheme are derived concerning unconditional stability in the von Neumann sense.

math.NA