The free energy of a classical Heisenberg chain with three or four spin interactions is shown to equal that of a spin-infinity Ising model. The two-spin Heisenberg correlation function equals a many-spin Ising correlation function and can oscillate with distance
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
The classical Heisenberg model has been effective in modelling exchange interactions in molecular ma...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
It is noted that expressions for the T=Tc n-spin correlation functions of a two-dimensional Ising sy...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
We study the properties of a system of coupled classical electronic spins, each of which interacts w...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
The classical Heisenberg model has been effective in modelling exchange interactions in molecular ma...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
At an arbitrary temperature T, we solve for the dynamics of single molecule magnets composed of thre...
It is noted that expressions for the T=Tc n-spin correlation functions of a two-dimensional Ising sy...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
We study the properties of a system of coupled classical electronic spins, each of which interacts w...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
A detailed quantitative study of a classical Heisenberg chain with nearest- and next-nearest-neighbo...
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