A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic structure factor is made for a compressible Heisenberg system. The anharmonicity is caused by the coupling of phonons and spins. The memory function of the displacement relaxation function is calculated to lowest order in the temperature. Only two-magnon processes are found to contribute to the memory function in this limit. The displacement relaxation function turns out to be very simple. The collision processes can lead to a second resonance. In two limits, the results are compared with the results of a continued fraction approximation. The qualitative agreement is good
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The dynamic properties of the compressible classical Heisenberg chain with bilinear coupling are inv...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
Abstract. Alow-temperature calculationoftheinfluenceof theanharmonicity of the phonons on the dynami...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
The influence of the nonlinearity of the spin equations of motion on the dynamic structure factor of...
The influence of the nonlinearity of the spin equations of motion on the dynamic structure factor of...
The influence of the nonlinearity of the spin equations of motion on the dynamic structure factor of...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The dynamic properties of the compressible classical Heisenberg chain with bilinear coupling are inv...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The dynamic properties of the compressible classical Heisenberg chain with bilinear coupling are inv...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
Abstract. Alow-temperature calculationoftheinfluenceof theanharmonicity of the phonons on the dynami...
A low-temperature calculation of the influence of the anharmonicity of the phonons on the dynamic st...
The influence of the nonlinearity of the spin equations of motion on the dynamic structure factor of...
The influence of the nonlinearity of the spin equations of motion on the dynamic structure factor of...
The influence of the nonlinearity of the spin equations of motion on the dynamic structure factor of...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The dynamic properties of the compressible classical Heisenberg chain with bilinear coupling are inv...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The effect of the spin—lattice interaction on the spin dynamics of a classical Heisenberg chain is s...
The dynamic properties of the compressible classical Heisenberg chain with bilinear coupling are inv...