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GROUND STATE

Ground state homoclinic orbits of damped vibration problems

Ground state homoclinic orbits of damped vibration problems

... In this paper, we consider a class of non-periodic damped vibration problems with superquadratic nonlinearities. We study the existence of nontrivial ground state homoclinic orbits for this class of damped ...

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Ground State Properties of Monolayer Doped Graphene

Ground State Properties of Monolayer Doped Graphene

... interacting ground state, particularly in the strong- coupling regime where (in addition to the exchange en- ergy) Coulomb interaction energy also plays a dominant ...

6

Ground State Energy and Entropy for One Dimensional Heisenberg Chain with Alternating D Term

Ground State Energy and Entropy for One Dimensional Heisenberg Chain with Alternating D Term

... uniaxial single-ion anisotropy, respectively. In what follows we set J = 1 to fix the energy scale. The ground-state phase diagram is given in Ref. [19], which con- sists of the Haldane phase, the Large-D ...

6

Essentially exact ground state calculations by superpositions of nonorthogonal Slater determinants

Essentially exact ground state calculations by superpositions of nonorthogonal Slater determinants

... the ground-state wave function by the superposition of nonorthogonal SDs is ...the ground state through the multi-direction search, and an essentially exact ground-state energy ...

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Ground state solutions for asymptotically periodic Schrödinger–Poisson systems involving Hartree-type nonlinearities

Ground state solutions for asymptotically periodic Schrödinger–Poisson systems involving Hartree-type nonlinearities

... Ruiz [11] proved the existence of a positive radial solution for 3 < p ≤ 4 by introducing the Nehari–Pohozaev manifold and establishing a key inequality. For more results on the Schrödinger–Maxwell system and related ...

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No Degeneracy of the Ground State for the Impact Parameter Model

No Degeneracy of the Ground State for the Impact Parameter Model

... dim P  E   E H t  dim P  E   E H t , [12] J. O. Lee and J. Yin, “A Lower Bound on the Ground State Energy of Dilute Bose Gas,” Journal of Mathe- matical Physics, Vol. 51, No. 5, 2010, pp. 053302 ...

5

Polytypism in the ground state structure of the Lennard Jonesium

Polytypism in the ground state structure of the Lennard Jonesium

... the ground state phase diagram, we repeated our calculations on the force shifted potential with the following different p and q exponents: 12 and 8, 12 and 4, 14 and 6, 10 and ...

9

Magnetic excitations in the ground state of Yb2Ti2O7

Magnetic excitations in the ground state of Yb2Ti2O7

... ferromagnetic state, spin fluctuations translated into a persistent quasielastic scattering are still present above 50 ...the ground state of Yb 2 Ti 2 O 7 ...

12

Orientational order in the splay nematic ground state

Orientational order in the splay nematic ground state

... nematic ground states are rare, and in the 21st century the prediction and subsequent discovery of nematic phases with periodic modulation of their orientation has generated significant ...

5

Ground State Energy Density of the Quantum Harmonic Oscillator

Ground State Energy Density of the Quantum Harmonic Oscillator

... 15 8π 2 c3 We can obtain an expression for the density by defining the energy E in terms of the contracted Planck time TP C according to Heisenberg’s Uncertanty Principle [9] of the form[r] ...

6

The ground state of two-hole centres in oxides

The ground state of two-hole centres in oxides

... However, the singlet-triplet splitting should be small in any case, allowing an appreciable population of the triplet state, even when the singlet lies lowest. Acknowledgme[r] ...

8

The Variational Calculation of the 413 nm 4He Tune-out Wavelength

The Variational Calculation of the 413 nm 4He Tune-out Wavelength

... already contained in the relativistic finite mass term. For the singlet ground state, the spin dependent contributions are zero so they are not listed. The number Ω controls the size of the basis set that ...

85

Multiple positive solutions for a class of Kirchhoff type equations in \(\mathbb{R}^{N}\)

Multiple positive solutions for a class of Kirchhoff type equations in \(\mathbb{R}^{N}\)

... Li, G, Ye, H: Existence of positive ground state solutions for the nonlinear Kirchhoff type equations in R 3. Liu, Z, Guo, S: Existence of positive ground state solutions for Kirchhoff typ[r] ...

13

Microscopic Parameters in the Excited State of Toluene and Some of Its Haloderavatives

Microscopic Parameters in the Excited State of Toluene and Some of Its Haloderavatives

... the ground states (µ) of these compounds are equal, and the change in dipole moment is ...the ground and the excited ...Lb state in various transitions indicate contraction in the excited ...

6

Coupling effects on photoluminescence of exciton states in asymmetric quantum dot molecules

Coupling effects on photoluminescence of exciton states in asymmetric quantum dot molecules

... the ground state become optically accessible at reasonably low temperatures (70 K, Figure ...the ground and excited states in single ...and ground states is much smaller than that between the ...

5

Thermodynamic and kinetic behavior of an argon plasma jet  Decomposition of nitric oxide between 1300   1750 degrees K in an argon plasma

Thermodynamic and kinetic behavior of an argon plasma jet Decomposition of nitric oxide between 1300 1750 degrees K in an argon plasma

... ground-state population therefore, represents the degree of excitation of the higher energy levels and the degree of ionization in the plasma, at a given temperature.. The actual ground-[r] ...

230

S wave bottomonium states moving in a quark gluon plasma from lattice NRQCD

S wave bottomonium states moving in a quark gluon plasma from lattice NRQCD

... In this paper we extended our analysis of bottomonium in the quark-gluon plasma to nonzero momentum, using lattice QCD simulations with two flavours of light quarks and nonrelativistic dynamics for the bottom quark. We ...

18

Magnetic field density functional theory (BDFT): lessons from the adiabatic connection

Magnetic field density functional theory (BDFT): lessons from the adiabatic connection

... We remark that in all the Lieb optimizations corresponding to Eqs. (37), (38), and (39), we let the reference density ⇢ = ⇢(B) depend on the external magnetic field, in order to track the field-dependent ground ...

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Theoretical Studies on the α-decay Half-Lives of Even-Even Lv Isotopes

Theoretical Studies on the α-decay Half-Lives of Even-Even Lv Isotopes

... between ground state to ground state α-transition of parent and daughter nuclei, the formula is evaluated of α- decay half-lives for even-even, even-odd, odd-even and odd- odd nuclei: ...

5

Exploring finite-size effects in strongly correlated systems

Exploring finite-size effects in strongly correlated systems

... Abstract. Complexities greatly limit any study of strongly correlated systems to a small number of particles. Thus, any attempt at understanding infinite systems such as those arising from neutron matter (NM) must ...

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