Numerical Scheme to Simulate Combined Mixing and Separating Newtonian Fluid Flow in a Channel
p.2798
p.2798
Research on Silicone Zoom Lens Group to Keep Image Surface Stable
p.2806
p.2806
Analysis of Influence for Steering Performance of Vehicle on Road Surface Roughness
p.2811
p.2811
The Material Point Method and its Potential Applications in Marine Science
p.2816
p.2816
Oscillatory Behavior for Even-Order Nonlinear Functional Differential Equations
p.2822
p.2822
A Condition for the Existence of Period-3 or Period-4 Orbit Solutions in the Lotka–Volterra Difference System
p.2826
p.2826
Engineering Design of Underwater Explosive Containment Vessels
p.2831
p.2831
Modeling and Simulation of Electric Bicycle on the Frontal Crash
p.2835
p.2835
Numerical Analysis on Delta-Ring Seal Structure of Ultra High Pressure Vessel Employed in Food Processing
p.2839
p.2839
Oscillatory Behavior for Even-Order Nonlinear Functional Differential Equations
Abstract:
In this paper, some sufficient conditions are obtained by discussing the oscillatory behavior of solutions for a class of even-order nonlinear functional differential equations, and our results generalize and improve some known results.
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Info:
Periodical:
Applied Mechanics and Materials (Volumes 303-306)
Pages:
2822-2825
Citation:
Online since:
February 2013
Authors:
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