Akademik Məlumat İdarəetmə Sistemi
Mülliflər:
İ.F.D Kərimzadə Mehriban Vaqif qızı - İctimai idarəetmə və sosial
innovasiyalar kafedrasının baş müəllimi
Müəllifin Web of Science və Scopus
müəllif profillərinin linkləri:
Karimzada Mehriban:
https://www.scopus.com/authid/detail.uri?authorId=58833664000 və https://www.webofscience.com/wos/author/record/32406150
Elmi əsərin adı: Comprehensive
Assessment of Adaptive Water Resources Management in the North China Plain:
Integrating Socio-Hydrological Models with Climate and Policy Scenarios
Nəşr tarixi: 23.03.2026
Elmi əsərin Scopus və ya Web of
Science indekslənməsini təsdiq edən link:
https://www.webofscience.com/wos/woscc/full-record/WOS:001727469000001
Elmi əsərin növü: Məqalə
Digital Object Identifier: 10.1016/j.jhydrol.2026.135252
Elmi nəşrin adı: JOURNAL OF
HYDROLOGY
Elmi əsərin nəşrin rəsmi
saytındakı linki:
https://www.sciencedirect.com/science/article/abs/pii/S0022169426003495?via%3Dihub
Kvartili: Q1
Həmmüəllifin təmsil etdiyi ölkələr:
Çin
Xülasə:
This paper studies the problem of
torsional vibration of a radially inhomogeneous isotropic cylinder. It is
assumed that the elastic moduli and the density of the cylinder material are
power functions of the cylinder radius. Cases where the lateral surface of the
cylinder is free from stresses and fixed are studied. After satisfying
homogeneous boundary conditions specified on the lateral surfaces of the
cylinder, dispersion equations are obtained. Exact solutions to the problem are
constructed. For a cylinder of small thickness, an analysis of the roots of the
dispersion equations with respect to a small parameter characterizing the
cylinder thickness is performed. Asymptotic solutions are constructed that
allow calculating the three-dimensional stress–strain state of a radially
inhomogeneous isotropic cylinder of small thickness. The propagation of
torsional elastic waves in a radially layered cylinder consisting of
alternating hard and soft layers is investigated. A theorem on the
stratification of the thickness resonance frequency is obtained. In the
vicinity of the origin, in the vicinity of the thickness resonance frequency,
for sufficiently large values of the wavenumber and frequency, when their ratio
is finite, asymptotic curves for dispersion curves are determined. Using a
combination of asymptotic and numerical analysis, dispersion curves for a
three-layer cylinder are constructed.