Mobility spectrum analysis of the electrical conduction

作者: Z. Dziuba

DOI: 10.12693/APHYSPOLA.80.827

关键词: Electrical resistivity and conductivityCondensed matter physicsTensorInorganic compoundPhysicsMagnetic fieldEnergy (signal processing)Inverse Laplace transformWave vectorSpace (mathematics)

摘要: The integral expressions describing the electrical conduction in a periodic system is usually derived from transport theory effective mass approximation. integration over k vector space was obtained by McClure 1956 [1]. A commonly used form of energy E Kolodziejczak 1961 [2]. However, most useful approach to analysis versus magnetic field proposed 1987 Beck and Anderson [3]. There runs mobility All above-mentioned methods express as an spectum conductivity density S(k), S(E) or s(μ). s(μ) has been called tensor components σxx(H) σxy(H) can be transformed into [4]. This transformation related inverse Laplace transform [4, 5]. new tool experimental data, complementary resistivity components. On other hand, theoretically calculated experimentally determined

参考文章(1)
Y. L. L., R. E. Bellman, R. E. Kalaba, J. Lockett, Numerical inversion of the Laplace transform Mathematics of Computation. ,vol. 22, pp. 215- ,(1968) , 10.2307/2004790