New criteria for sharp oscillation of second-order neutral delay differential equations
I Jadlovská - Mathematics, 2021 - mdpi.com
In this paper, new oscillation criteria for second-order half-linear neutral delay differential
equations are established, using a recently developed method of iteratively improved …
equations are established, using a recently developed method of iteratively improved …
On the asymptotic behavior of a class of second-order non-linear neutral differential Equations with multiple delays
In this work, we present some new sufficient conditions for the oscillation of a class of
second-order neutral delay differential equation. Our oscillation results, complement …
second-order neutral delay differential equation. Our oscillation results, complement …
New conditions for the oscillation of second-order differential equations with sublinear neutral terms
In continuous applications in electrodynamics, neural networks, quantum mechanics,
electromagnetism, and the field of time symmetric, fluid dynamics, neutral differential …
electromagnetism, and the field of time symmetric, fluid dynamics, neutral differential …
[HTML][HTML] Thermo-hydraulic performance evaluation of turbulent flow and heat transfer in a twisted flat tube: A CFD approach
MJP Razzaghi, M Daemiashkezari… - Case Studies in Thermal …, 2022 - Elsevier
The numerical procedure for turbulence fluid flow and heat transfer in a twisted flat tube is
presented in this work. For the cross-section of the flat tube, three different geometries are …
presented in this work. For the cross-section of the flat tube, three different geometries are …
On the qualitative behavior of the solutions to second-order neutral delay differential equations
Differential equations of second order appear in numerous applications such as fluid
dynamics, electromagnetism, quantum mechanics, neural networks and the field of time …
dynamics, electromagnetism, quantum mechanics, neural networks and the field of time …
Criteria for the nonexistence of Kneser solutions of DDEs and their applications in oscillation theory
The objective of this study was to improve existing oscillation criteria for delay differential
equations (DDEs) of the fourth order by establishing new criteria for the nonexistence of so …
equations (DDEs) of the fourth order by establishing new criteria for the nonexistence of so …
[HTML][HTML] 3D numerical study and comparison of thermal-flow performance of various annular finned-tube designs
With the increase of heat transfer problems in marine vehicles and submerged power
stations in oceans, the search for an efficient finned-tube heat exchanger has become …
stations in oceans, the search for an efficient finned-tube heat exchanger has become …
Second-order impulsive delay differential systems: Necessary and sufficient conditions for oscillatory or asymptotic behavior
In this work, we aimed to obtain sufficient and necessary conditions for the oscillatory or
asymptotic behavior of an impulsive differential system. It is easy to notice that most works …
asymptotic behavior of an impulsive differential system. It is easy to notice that most works …
New oscillation theorems for second-order differential equations with canonical and non-canonical operator via riccati transformation
In this work, we prove some new oscillation theorems for second-order neutral delay
differential equations of the form (a (ξ)((v (ξ)+ b (ξ) v (ϑ (ξ)))′))′+ c (ξ) G 1 (v (κ (ξ)))+ d (ξ) G …
differential equations of the form (a (ξ)((v (ξ)+ b (ξ) v (ϑ (ξ)))′))′+ c (ξ) G 1 (v (κ (ξ)))+ d (ξ) G …
Asymptotic behavior of even-order noncanonical neutral differential equations
In this article, we study the asymptotic behavior of even-order neutral delay differential
equation (a⋅(u+ ρ⋅ u∘ τ)(n− 1))′(ℓ)+ h (ℓ) u (g (ℓ))= 0, ℓ≥ ℓ 0, where n≥ 4, and in …
equation (a⋅(u+ ρ⋅ u∘ τ)(n− 1))′(ℓ)+ h (ℓ) u (g (ℓ))= 0, ℓ≥ ℓ 0, where n≥ 4, and in …