| 1. | Cfse crystal field stabilization energies
晶体场稳定能 |
| 2. | The formulae of crystal field potential for 4f electron with different symmetry
电子晶场势在不同对称性下的表示 |
| 3. | Crystal field stabilization energy
晶体场稳定能 |
| 4. | Crystal field splitting
晶体场分裂 |
| 5. | Crystal field theory
晶体场理论 |
| 6. | Phase transition behaviors and magnetizations of three - dimensional transverse crystal field dilution ising model
模型的相变行为及磁化 |
| 7. | But influence of the crystal field on critical transverse fields of two different sublattices is very similar if the value of the crystal field increases to a certain degree
而当晶场增大到一定程度时，它对两个子格的影响就基本相同。 |
| 8. | The existence a smaller crystal field can magnify magnetic ordering region at low temperatures and can depress one at high temperatures . the existence of a lager transverse field can a lso assist the occurrence of reentrant phenomena
在随机横场作用下的平方格子中，较小晶场的存在能使系统低温时的磁有序相范围增大；而较大的横场也有助于重入现象的出现。 |
| 9. | The study shows that the former is main reason of the reentrant phase transition of system , while the later is not contribute to reentrant phase transition . on the other hand , when the crystal field is small , magnification of the range of magnetic ordering phase at low temperatures come from the contribution of spin - 1 sublattice , while the result is not discovered in spin - 1 / 2 sublattice
晶场存在时，前者是系统重入相变的主要原因，而后者对重入相变没有贡献；另一方面在较小晶场存在时低温区磁有序相范围的扩大来自于自旋1子格中横场及随机的作用，而自旋1 2子格没有发现类似现象。 |
| 10. | In the honeycomb lattice with random transverse field , a smaller crystal field cannot change the percolation threshold of critical transverse field . the reentrant phenomena shall appear at the range of certain random concentration when the transverse field takes a larger value , while the reentrant phenomena do not occur and when the transverse field take a smaller value
随机横场作用下的蜂窝格子中，较小晶场的存在并不能改变临界横场阈值；取较大横场值时在某些随机浓度范围内出现重入相变现象，而取较小横场值时则没有重入现象产生。 |
