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Random stability for lateral vibration on footbridge based on IEVIE-PDE method
The pedestrian-induced lateral vibration of footbridges is essentially classified as a nonlinear stochastic vibration. Accordingly, bridge vibration...
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Auto-parametric resonance of a continuous-beam-bridge model under two-point periodic excitation: an experimental investigation and stability analysis
The auto-parametric resonance of a continuous-beam bridge model subjected to a two-point periodic excitation is experimentally and numerically...
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Application of Backward Nonlinear Local Lyapunov Exponent Method to Assessing the Relative Impacts of Initial Condition and Model Errors on Local Backward Predictability
Initial condition and model errors both contribute to the loss of atmospheric predictability. However, it remains debatable which type of error has...
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Quantitative Comparison of Predictabilities of Warm and Cold Events Using the Backward Nonlinear Local Lyapunov Exponent Method
The backward nonlinear local Lyapunov exponent method (BNLLE) is applied to quantify the predictability of warm and cold events in the Lorenz model....
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Conditions for Generating a Chaotic Regime in a Low-Mode \(\alpha \Omega \) -Dynamo Model with Hereditary \(\alpha \) -Quenching by Field Energy
We consider the conditions under which the chaotic mode of magnetic field generation is modeled in the low-mode approximation of the large-scale...
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Global dynamics of a time-delayed two-strain epidemic model with general incidence rates and vaccination
This paper investigates a two strains time-delayed epidemic model with general incidence rates and vaccination. Five compartments will be included to...
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Simultaneous resonance of an axially moving ferromagnetic thin plate under a line load in a time-varying magnetic field
In this paper, the simultaneous resonance of a ferromagnetic thin plate in a time-varying magnetic field, having axial speed and being subjected to a...
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Stability Evaluation of Multi-pillar and Roof System Based on Instability Theory
Pillars are often used to support the roof in underground mining. The multi-pillar and roof system is regarded as a multi-pillar and rock beam model....
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Optimal Stability Thresholds in Rotating Fully Anisotropic Porous Medium with LTNE
AbstractThe onset of thermal convection in an anisotropic horizontal porous layer heated from below and rotating about vertical axis, under local...
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Global analysis of a fractional-order viral model with lytic and non-lytic adaptive immunity
In this paper, we suggest a new fractional virus model with two routes of infection. The first is the usual virus-to-cell infection and the other is...
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Stability and bifurcation analysis of a heroin model with diffusion, delay and nonlinear incidence rate
As we all know, the use of heroin and other drugs in Europe and more specifically in Ireland and the resulting prevalence are well documented. A huge...
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A fractional-order modeling of human papillomavirus transmission and cervical cancer
Human papillomavirus (HPV) is a prevalent virus that plays a significant role in develo** cervical cancer, a leading cause of cancer-related deaths...
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Adaptive neural network anti-disturbance control of a cable-driven flexible-joint-based underwater vehicle manipulator system with dead-zone input nonlinearities via multiple neural observers
To achieve the requirements of lightweight, low energy consumption, and low inertia of an underwater vehicle manipulator system, a cable-driven...
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Mathematical modelling of within-host Chikungunya virus dynamics with adaptive immune response
It is well known that mathematical biology and dynamical systems provide useful information for the study of viral infection models such as HIV, HBV,...
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A fractional SEIQR model on diphtheria disease
The purpose of this paper is to study a fractional mathematical model on diphtheria disease, considering the parameters of natural immunity,...
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Chaotic analysis of daily runoff time series using dynamic, metric, and topological approaches
The main goal of this work is summed up in a univariate chaotic analysis of the runoff series using a topological approach. As such, nineteen series...
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Impact of Perturbation Schemes on the Ensemble Prediction in a Coupled Lorenz Model
Based on a simple coupled Lorenz model, we investigate how to assess a suitable initial perturbation scheme for ensemble forecasting in a multiscale...
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Lagrangian Oil Spill Simulation in Peter the Great Bay (Sea of Japan) with a High-Resolution ROMS Model
Oil spill incidents with tankers, port terminals and offshore platforms impact seriously on marine life and socio-economic services. They occur more...
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Modelling and analysis of a SEIQR model on COVID-19 pandemic with delay
This paper deals with mathematical modelling and analysis of a SEIQR model to study the dynamics of COVID-19 considering delay in conversion of...
