Fourth Moment Correction to the Spectral Density Responsible for the Longitudinal Nuclear Relaxation in Solid H_2
スポンサーリンク
概要
- 論文の詳細を見る
The spectral density responsible for the longitudinal nuclear relaxation time, T_1, in solid H_2 is studied at the high temperature limit of the rigid lattice, by taking the fourth moment into account. The relevant moments are evaluated simply by a systematic procedure based on the algebra of tensors, assuming the orientation dependent energy to be exclusively the electric quadrupole-quadrupole interaction. At high o-H_2 concentration, the high temperature limit of T_1 predicted by the present study is shorter than that by Gaussian approximation by about 10%, in agreement with the recent measurement by Amstutz et al., if one chooses the coupling constant of the quadrupole-quadrupole interaction to be consistent with other kinds of measurements.
- 理論物理学刊行会の論文
- 1970-08-25
著者
-
Nakamura Tuto
Faculty Of Engineering Science Osaka University
-
Hama Juichiro
Faculty Of Engineering Science Osaka University
関連論文
- Localized Spin Waves in Ferromagnets with an Antiferromagnetic Impurity
- A Reflection on the Theory of Solid Hydrogens
- Ground State Energy Difference of Hcp and Fcc Ortho-Hydrogens
- Nuclear Spin Diffusion, Cross Relaxation and Longitudinal Relaxation in Solid HD with Dilute H_2
- Quantum Theory of Raman Scattering in Solid Ortho-Hydrogen and Para-Deuterium. I : First Order Processes
- Spin Correlation Effect on the Slow Neutron Scattering by Polyatomic Molecules with Particular Reference to Methane
- Nuclear Magnetic Relaxation in Solid Hydrogens with Dilute Ortho-H_2
- Spectral-Density Function in the System of Randomly Distributed Spins with R^ Interactions
- Rotational Correlation Function of Spherical Rotors and Neutron Scattering
- Fourth Moment Correction to the Spectral Density Responsible for the Longitudinal Nuclear Relaxation in Solid H_2