BibTex RIS Cite

İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri

Year 2011, Volume: 2 Issue: 37, 15 - 24, 01.12.2011

Gülistan Mert Şevki Mert

Abstract

İki boyutlu dikdörtgen örgünün spin şekillenimleri mikroskopik metot kullanılarak incelendi. Dört tane direkt değişim (exchange) etkileşimi, üç tane süper değişim etkileşimi olmak üzere yedi tane değişim etkileşimi kullanıldı. Mümkün olan k-vektörleri ve bunlara karşılık gelen spin şekillenimleri elde edildi.

Keywords

Değişim Etkileşimi k-Vektörü Manyetik Kip Manyetik Yapı Mikroskopik Yöntem Spin Şekillenimi

References

  • Néel L., Magnetic properties of ferrites: ferrimagnetism and antiferromagnetism, Ann. Phys. Paris 3 137 (1948).
  • Heisenberg W., Zur Theorie des Ferromagnetismus,Z. Physik, 49 619 (1928).
  • Kaplan T. A., Classical spin configuration stability in the presence of competing exchange forces, Phys. Rev., 116 888 (1959) .
  • Yoshimori A., A new type of antiferromagnetic structure in the rutile type crystal, J. Phys. Soc. Japan, 14 (1959) 807.
  • Villain J., La structure des substances magnetiques, J. Phys. Chem. Solids, 11 (1959) 103.
  • Dzialoshinski I. E., A thermodynamic theory of weak ferromagnetism of antiferromagnetism, J. Phys. Chem. Solids, 4 (1958) 241.
  • Turov E. A. and Nays V. E., J. Met. USSR., 9 10 (1960).
  • Bertaut E. F., Magnétisme - Configurations magnetiques, Comptes Rendus de l`Académie des Sciences, 252 76 (1961).
  • Bertaut E. F., Magnétisme, Comptes Rendus de l`Académie des Sciences, 252 2032 (1961).
  • Bertaut E. F., Magnétisme - Configurations de spins dans le cas général, Comptes Rendus de l`Académie des Sciences, 252 2078 (1961).
  • Bertaut E. F., Magnétisme - Configurations de spins, Comptes Rendus de l`Académie des Sciences., 252 85 (1961).
  • Bertaut E. F., Magnétisme - Configurations colinéaires de spins dans les structures du type corindon, Comptes Rendus de l`Académie des Sciences, 252 252 (1961).
  • Bertaut E. F., J. Phys. Radium, Spin configurations and group theory. Configurations de spin et théorie des groupes, 22 321 (1961).
  • Koehler W. C., Wollan E. O. and Wilkinson M. K., Neutron diffraction study of the magnetic properties of rare-earth-iron perovskites, Phys. Rev., 118 (1960) 58.
  • Wintenberger M., Structure magnetique de Fe2Te3O9 a 4.2 K, Phys. Stat. Sol. (a), 68 11 (1981).
  • Darendelioğlu H. Ş. and Yüksel H., Spin configuration of 2-dimensional orthorhombic lattice, J. Phys. Chem Solids54 1599 (1993).
  • Darendelioğlu H. Ş., Magnetization process in honeycomb lattice, Scrip. Met. et Mater., 33 1825 (1995).

Spin Configurations of Two-Dimensional Rectangular Lattice

Year 2011, Volume: 2 Issue: 37, 15 - 24, 01.12.2011

Gülistan Mert Şevki Mert

Abstract

The spin configurations of two-dimensional rectangular lattice with sevenexchange interaction parameters (Four of these are taken as direct-exchange interactions, the other three as super-exchange interactions) have been investigated using microscopic method. Possible k-vectors and spin configurations have been obtained.

Keywords

Exchange Interaction k-Vector Magnetic Mode Magnetic Structure Microscopic Method Spin Configuration

References

  • Néel L., Magnetic properties of ferrites: ferrimagnetism and antiferromagnetism, Ann. Phys. Paris 3 137 (1948).
  • Heisenberg W., Zur Theorie des Ferromagnetismus,Z. Physik, 49 619 (1928).
  • Kaplan T. A., Classical spin configuration stability in the presence of competing exchange forces, Phys. Rev., 116 888 (1959) .
  • Yoshimori A., A new type of antiferromagnetic structure in the rutile type crystal, J. Phys. Soc. Japan, 14 (1959) 807.
  • Villain J., La structure des substances magnetiques, J. Phys. Chem. Solids, 11 (1959) 103.
  • Dzialoshinski I. E., A thermodynamic theory of weak ferromagnetism of antiferromagnetism, J. Phys. Chem. Solids, 4 (1958) 241.
  • Turov E. A. and Nays V. E., J. Met. USSR., 9 10 (1960).
  • Bertaut E. F., Magnétisme - Configurations magnetiques, Comptes Rendus de l`Académie des Sciences, 252 76 (1961).
  • Bertaut E. F., Magnétisme, Comptes Rendus de l`Académie des Sciences, 252 2032 (1961).
  • Bertaut E. F., Magnétisme - Configurations de spins dans le cas général, Comptes Rendus de l`Académie des Sciences, 252 2078 (1961).
  • Bertaut E. F., Magnétisme - Configurations de spins, Comptes Rendus de l`Académie des Sciences., 252 85 (1961).
  • Bertaut E. F., Magnétisme - Configurations colinéaires de spins dans les structures du type corindon, Comptes Rendus de l`Académie des Sciences, 252 252 (1961).
  • Bertaut E. F., J. Phys. Radium, Spin configurations and group theory. Configurations de spin et théorie des groupes, 22 321 (1961).
  • Koehler W. C., Wollan E. O. and Wilkinson M. K., Neutron diffraction study of the magnetic properties of rare-earth-iron perovskites, Phys. Rev., 118 (1960) 58.
  • Wintenberger M., Structure magnetique de Fe2Te3O9 a 4.2 K, Phys. Stat. Sol. (a), 68 11 (1981).
  • Darendelioğlu H. Ş. and Yüksel H., Spin configuration of 2-dimensional orthorhombic lattice, J. Phys. Chem Solids54 1599 (1993).
  • Darendelioğlu H. Ş., Magnetization process in honeycomb lattice, Scrip. Met. et Mater., 33 1825 (1995).
There are 17 citations in total.

Details

Other ID JA57ZU63NK
Journal Section Research Articles
Authors

Gülistan Mert This is me

Şevki Mert This is me

Publication Date December 1, 2011
Submission Date December 1, 2011
Published in Issue Year 2011 Volume: 2 Issue: 37

Cite

APA Mert, G., & Mert, Ş. (2011). İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri. Selçuk Üniversitesi Fen Fakültesi Fen Dergisi, 2(37), 15-24.
AMA Mert G, Mert Ş. İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri. sufefd. December 2011;2(37):15-24.
Chicago Mert, Gülistan, and Şevki Mert. “İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri”. Selçuk Üniversitesi Fen Fakültesi Fen Dergisi 2, no. 37 (December 2011): 15-24.
EndNote Mert G, Mert Ş (December 1, 2011) İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri. Selçuk Üniversitesi Fen Fakültesi Fen Dergisi 2 37 15–24.
IEEE G. Mert and Ş. Mert, “İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri”, sufefd, vol. 2, no. 37, pp. 15–24, 2011.
ISNAD Mert, Gülistan - Mert, Şevki. “İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri”. Selçuk Üniversitesi Fen Fakültesi Fen Dergisi 2/37 (December 2011), 15-24.
JAMA Mert G, Mert Ş. İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri. sufefd. 2011;2:15–24.
MLA Mert, Gülistan and Şevki Mert. “İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri”. Selçuk Üniversitesi Fen Fakültesi Fen Dergisi, vol. 2, no. 37, 2011, pp. 15-24.
Vancouver Mert G, Mert Ş. İki Boyutlu Dikdörtgen Örgünün Spin Şekillenimleri. sufefd. 2011;2(37):15-24.

Journal Owner: On behalf of Selçuk University Faculty of Science, Rector Prof. Dr. Hüseyin YILMAZ
Selcuk University Journal of Science Faculty accepts articles in Turkish and English with original results in basic sciences and other applied sciences. The journal may also include compilations containing current innovations.

It was first published in 1981 as "S.Ü. Fen-Edebiyat Fakültesi Dergisi" and was published under this name until 1984 (Number 1-4).
In 1984, its name was changed to "S.Ü. Fen-Edeb. Fak. Fen Dergisi" and it was published under this name as of the 5th issue.
When the Faculty of Letters and Sciences was separated into the Faculty of Science and the Faculty of Letters with the decision of the Council of Ministers numbered 2008/4344 published in the Official Gazette dated 3 December 2008 and numbered 27073, it has been published as "Selcuk University Journal of Science Faculty" since 2009.
It has been scanned in DergiPark since 2016.

88x31.png

Selcuk University Journal of Science Faculty is licensed under a Creative Commons Attribution-NonCommercial 4.0 International (CC BY-NC 4.0) License.