permittivity/ dipole moment fluctuationfinite systemsdielectric constantmolecular dynamics simulationfrequency dependence/ A5150 Electrical phenomena in gases A0260 Numerical approximation and analysis A0540 Fluctuation phenomena, random processes, and Brownian motion A7720 Dielectric permittivity...
there is a change in its volume. The alternate solution is to carry out the reaction at a constant pressure – in flasks and test tubes. Hence, there is a need for another state function which defines the change in internal energy at a constant pressure. The concept of enthalpy comes into...
The overlap populations are redistributed into the basis FSGO's in such a way that the total charge and dipole moment of the system are preserved. The small set of point charges generated by this population analysis should provide a rapid and convenient way to calculate (i) coulombic potential...
minimum electric dipole momentmaximum accelerationmaximum powermaximum forceThe principle of maximum power makes it possible to summarize special relativity, quantum theory and general relativity in one fundamental limit principle each. Special relativity contains an upper limit to speed; following Bohr, ...
Application of the DVR Method to the Vibration-Rotation Spectrum of N2O: Derivation of the Dipole Moment Derivatives in Radau Coordinates. M. Jacon,L. Daumont,J.-L. Teffo. Journal of Quantitative Spectroscopy & Radiative Transfer . 2004
J. Silenko, “Derivation of generalized Thomas-Bargmann-Michel-Telegdi equation for a particle with electric dipole moment,” Int. J. Mod. Phys. A 28 (29), 1350147 (2013). ADS MathSciNetTakeshi Fukuyama and Alexander J. Silenko. Derivation of generalized thomas- bargmann-michel-telegdi ...
In this paper, spatial domain potential Greens functions of a horizontal electric dipole lying on an ungrounded dielectric slab is derived. The full wave technique using mixed potential integral equation (MPIE), involving the derived potential Greens functions and method of moment (MoM), is used ...
For this we start from a discrete setting of magnetic dipoles fixed to a scaled Bravais lattice, The limit as l 鈫掆垶 corresponds to the passage to the continuum. The magnetic dipole moments are scaled in such a way that we obtain a finite total magnetic moment per unit volume. Under ...
On the other hand, the much discussed search for the permanent electric dipole moment of the proton with an ultimate sensitivity of 10 29 e cm requires control of the position of the beam center of gravity with an accuracy of 鈮 5 pm . In this paper, we develop the full quantum ...
to use experimentally determined Zeeman data to derive "experimental values" for the molecular electric quadrupole moments, the paramagnetic susceptibilities, the second m om ents o f the electron charge distribution, and the sign of the molecular electric dipole moment also for low barrier molecules....