Results 141 to 150 of about 37,717 (312)
Singular boundary value problems for linear Hamiltonian systems depending on a parameter
Truman W Prevatt
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Certain quadratic first integral and elliptic orbits of linear Hamiltonian system [PDF]
Shigeru Maeda
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Zero‐valent iron with a vacancy‐rich carbon shell and lattice Cu doping in Fe0 cores generates a dechlorination mechanism combining enhanced electron transfer and modulated H* spillover, which significantly lowers the energy barrier for dechlorinating low‐chlorinated intermediates, accelerates C─Cl bond dissociation, and then delivers breakthrough ...
Zimin Yan +7 more
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AN APPROXIMATE HAMILTONIAN OF SUPERCONDUCTOR TUNNELING SYSTEM TREATED BY VARIATIONAL METHOD
WANG ZHENG-XING
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This perspective examines DFT in microwave‐absorbing materials, highlighting challenges like atomic configuration inaccuracies and electromagnetic field simulation limitations. It proposes integrating DFT and AI techniques such as active learning, Physical Information Neural Networks, and Graph Neural Networks for precise electron dynamics modeling and
Shengchong Hui +5 more
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Explicit Canonical Methods for Hamiltonian Systems [PDF]
Daniel Okunbor, Robert D. Skeel
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The external field exceeds Hd, the speed polarization abruptly reorients to align with the Mn magnetic moments, leading to an MR ≈ −100%. Abstract Mn3Si2Te6, quasi‐2D ferrimagnetic semiconductor, exhibits anomalous saturated colossal magnetoresistance (CMR) only when a magnetic field is applied along its magnetic hard magnetization axis, suggesting ...
Shiqi Li +10 more
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Squeezing noises as weak coupling limit of Hamiltonian system [PDF]
Luigi Accardi, Yun Gang Lu
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The use of air stable but thermally labile molecules provides an efficient strategy for the N‐type doping of organic semiconductors with relatively low electron affinities. Design criteria for efficient dopants should also take into account diffusion and phase segregation that cannot be decoupled from thermally activated doping.
Francesca Pallini +15 more
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Entropy and completely integrable Hamiltonian systems [PDF]
Gabriel P. Paternain
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