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钙钛矿结构中的简谐子软模 被引量:1

The harmonon soft modes in a perovskite structure system
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摘要 利用复合空间型方法 ,在自由边界条件下解出了钙钛矿结构有限尺寸晶体的简谐振动方程 .计算结果给出了收敛的简谐子谱分布 ,并发现了许多简谐子软模 .用这些软模花样说明了钛酸钡晶体冷却时发生具有a畴和c畴结构的铁电相变 .理论表明铁电相变过程涉及屏蔽电荷的激发及其在界面的缓慢扩散 ,以最后得出各个电畴内部的均匀自发极化 . By using the complex species method, the harmonic vibrational modes of finite crystals having perovskite structure with free boundary condition were obtained. The convergent distribution function of harmonon was given and many harmonon soft modes were found. These soft modes were used to explain the phenomenon that barium titanate crystal has the structure of a domain and c domain in ferroelectric phase transition when temperature is reduced. The theory indicated that the process of ferroelectric phase transition was involved in the excitation of screen charges and their slow diffusion on the interface, till the homogeneous spontaneous polarization appears within each electric domain.
机构地区 中山大学物理系
出处 《物理学报》 SCIE EI CAS CSCD 北大核心 2002年第7期1581-1585,共5页 Acta Physica Sinica
基金 中山大学青年教师科研启动基金 (批准号 :99 0 19 42 93 0 4)资助的课题
关键词 钙钛矿结构 晶格动力学 简谐子软模 钛酸钡晶体 铁电相变 lattice dynamics harmonon soft modes barium titanate
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参考文献4

  • 1[1]Blinc R and Zeks B 1974 Soft Modes in Ferroelectrics and Antiferroelectrics (Amsterdam:North-Holland)
  • 2[2]Li J D, Lu X L and Li J B 1992 Sci. China A 35 70
  • 3[5]Li J D 1985 Chin. Phys. Lett. 2 465
  • 4[6]Wilson E B and Cross P C 1955 Molecular Vibrations (New York:McGraw-Hill)

同被引文献26

  • 1Sheikholeslami A, Gulak P G, Transient 1996 IEEE Trans UFFC 43 450.
  • 2Jiang B, Lee J C, Zurcher P and Jones R E 1997 Integrat Ferroelect 16 199.
  • 3Liu M, Kang J F, Zhang J H, Liu X Y, Hart R Q 2003 Microelectronic Engineering 66 813.
  • 4Rep D B A and Prins M W J 1999 J Appl Phys. 85 7923.
  • 5Dunn D E 1994 IEEE Trans Ultrason Ferroelectr Freq Control. 41 360.
  • 6Wang A R, Tang T G, Cheng X and Tang X Y 2001 Microelectronics 31 414.
  • 7Miller S L, Nasby R D, Schwank J R, Rodgers M S and Dressendorfer P V 1990 J Appl Phys. 68 6463.
  • 8Miller S L, Nasby R D, Schwank J R and Rodgers M S 1991 J Appl Phys. 70 2849.
  • 9Jiang B, Zureher P, Jones R E, Ginespie S J and Lee J C 1997 Symposium on VLSI Technology 141.
  • 10Bartic A T, Wouters D J and Maes H E 2001 J Appl Phys. 89 3420.

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