Determination of the Density of Energy States in a Quantizing Magnetic Field for Model Kane

被引：14

作者：

Gulyamov, G. ^{[1
]}

Erkaboev, U. I. ^{[2
]}

Baymatov, P. J. ^{[3
]}

机构：

[1] Namangan Engn Pedag Inst, Namangan 160103, Uzbekistan

[2] Acad Sci Uzbek, NGO Phys Sun, Physicotech Inst, Beijing 100084, Peoples R China

[3] Namangan State Univ, Namangan 160119, Uzbekistan

来源：

ADVANCES IN CONDENSED MATTER PHYSICS | 2016年 / 2016卷

关键词：

D O I：

10.1155/2016/5434717

中图分类号：

O469 [凝聚态物理学];

学科分类号：

070205 ;

摘要：

For nonparabolic dispersion law determined by the density of the energy states in a quantizing magnetic field, the dependence of the density of energy states on temperature in quantizing magnetic fields is studied with the nonquadratic dispersion law. Experimental results obtained for PbTe were analyzed using the suggested model. The continuous spectrum of the energy density of states at low temperature is transformed into discrete Landau levels.

引用

页数：5

共 10 条

[1]

Brandt N. B., 2007, QUASIPARTICLES CONDE

[2] On the field effect in thin films of semiconductors with Kane's charge-carrier dispersion relation [J].

Dubitskiy, I. S. ;

Yafyasov, A. M. .

SEMICONDUCTORS, 2014, 48 (03) :312-319

[3]

Dubrovsky I. N., 1996, PHYS SOLID STATE, V8, P1455

[4] Effect of Temperature on the Thermodynamic Density of States in a Quantizing Magnetic Field [J].

Gulyamov, G. ;

Erkaboev, U. I. ;

Sharibaev, N. Yu .

SEMICONDUCTORS, 2014, 48 (10) :1287-1292

[5]

Gulyamov G., 2014, J MODERN PHYS, V5, P680, DOI DOI 10.4236/jmp.2014.58079

[6]

Kukushkin I. V., 1988, Soviet Physics - Uspekhi, V31, P511, DOI 10.1070/PU1988v031n06ABEH003562

[7] Effect of nonparabolicity of the electron and light-hole energy spectrum on the optical properties of heterostructures with deep AlSb/InAs0.86Sb0.14/AlSb quantum wells [J].

Pavlov, N. V. ;

Zegrya, G. G. .

SEMICONDUCTORS, 2015, 49 (05) :604-614

[8]

Ravich Yu. I., 1968, INVESTIGATION METHOD

[9]

Tsidilkovsky I.M., 1972, ELECT HOLES SEMICOND

[10]

Ziman J., 1974, PRINCIPLES THEORY SO

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