1968
DOI: 10.1016/s0081-1947(08)60220-9
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Helical Spin Ordering—1 Theory of Helical Spin Configurations

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Cited by 126 publications
(58 citation statements)
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“…The molecular field theory predicts that H c > ( √ 2 − 1)H s . 31,32) In RbCuCl 3 , the transition field is H c ≈ (1/3)H s , which is lower than the lower limit ( √ 2 − 1)H s for the helix-fan transition. Thus at the moment, it too early to conclude that the transition at H c = 21.2 T corresponds to the helix-fan transition.…”
Section: 4 29)mentioning
confidence: 81%
See 1 more Smart Citation
“…The molecular field theory predicts that H c > ( √ 2 − 1)H s . 31,32) In RbCuCl 3 , the transition field is H c ≈ (1/3)H s , which is lower than the lower limit ( √ 2 − 1)H s for the helix-fan transition. Thus at the moment, it too early to conclude that the transition at H c = 21.2 T corresponds to the helix-fan transition.…”
Section: 4 29)mentioning
confidence: 81%
“…The classical molecular field theory 31,32) predicts that a transition from a helical spin structure to a fan structure occurs, when an external field is applied in the easyplane. Thus, it is possible to attribute the field-induced phase transition at H c = 21.2 T for H ⊥ c to the helixfan transition.…”
Section: 4 29)mentioning
confidence: 99%
“…Symmetry constrains and, more importantly, restrictions on the amplitude of the magnetic moments can reduce the number of solutions. A study of the different kinds of propagation vectors that can be combined in order to provide constant moment structures, among the study of the physical properties, was performed long time ago by Nagamiya [20]. Fortunately, nature often selects simple solutions and many magnetic structures have a single propagation vector, or display some symmetry constraints that reduce the complexity of the periodic magnetic structures given by (34).…”
Section: Limitations Of Neutron Scattering For Determining Magnetic Smentioning
confidence: 99%
“…(3.14) in Ref. 26 for its dependence on model parameters]. The magnitude of the sinusoidal wave vector Q is given by cos(Qb/2) = −J 0 /(2J 2b ).…”
Section: Model For Rmno3mentioning
confidence: 99%