179 hasil untuk "Jan Muhammad"
Menampilkan 1–20 · 0,52 detik · RSS
-
Artikel Jurnal Teks lengkap
Meshfree Collocation Method for the Numerical Solution of Higher Order KdV Equation
In this paper, an efficient meshfree collocation scheme based on meshfree radial basis function is implemented for the numerical solution of 7th-order Korteweg-de Vires (KdV) equations. The demand of meshless techniques increment because of its meshless nature and simplicity of usage in higher…
-
Artikel Jurnal Teks lengkap
On Integrability up to the Boundary of the Weak Solutions to a Class of non-Newtonian Compressible Fluids with Vacuum
In this paper, we study the integrability up to the boundary of the weak solutions of non-Newtonian compressible fluid with a nonlinear constitutive equation in ℝ3 bounded domain. Galerkin approximation will be used for existence of weak solutions and by applying the bounded linear operator B…
-
Artikel Jurnal
Higher dimensional nonlinear model arising to the diversity of fields: Dynamics of wave structures with M-fractional derivative
In this work, we investigates the dynamics of waves of a higher dimensional nonlinear partial differential equation known as P-type (3+1)-dimensional model. This model is employed for modeling plasma waves and instabilities in plasma physics. In the context of quantum field theory and other…
-
Artikel Jurnal
Exploring the Chavy–Waddy–Kolokolnikov Model: Analytical Study via Recently Developed Techniques
This work explores the analytical soliton solutions to the Chavy–Waddy–Kolokolnikov equation (CWKE), which is a well-known equation in biology that shows how light-attracted bacteria move together. This equation is very useful for analyzing pattern creation, instability regimes, and minor changes…
-
Artikel Jurnal
Exploring the chaotic, sensitivity and wave patterns to the dual-mode resonant Schrödinger equation: application in optical engineering
Abstract The comprehension of nonlinear problems is essential for the understanding of nonlinear wave propagation in applied sciences. This work investigates the dual-mode manifestation within the nonlinear Schrodinger equation, clarifying the amplification or absorption of coupled waves. This…
-
Artikel Jurnal Teks lengkap
Pneumomediastinum and pneumoperitoneum caused by tracheostomy displacement
-
Artikel Jurnal Teks lengkap
Role of continuous renal replacement therapy in management of the preliver transplant patient
PURPOSE OF REVIEW: Highlight the importance of acute kidney injury (AKI) among liver transplant candidates, its importance of survival and the vital role of continuous renal replacement therapy (CRRT) as a supportive therapy. RECENT FINDINGS: Kidney dysfunction is common in the preliver transplant…
-
Artikel Jurnal
Brilliant Green and Acid Orange 74 Dyes Removal from Water by Pinus roxburghii Leaves in Naturally Benign Way: An Application of Green Chemistry
The purpose of this study was to use low cost and easily accessible biosorbent for batch-scale elimination of brilliant green and acid orange 74 dyes from aqueous solution. Pinus roxburghii leaves were utilized to study their dye-eliminating capacities. The adsorbent was characterized by FTIR, TGA…
-
Artikel Jurnal
Driving sustainable competitiveness: unveiling the nexus of green intellectual capital and environmental regulations on greening SME performance
Within the evolving landscape of contemporary business, where sustainability and innovation intertwine, our study explores a strategic gap, presenting the rationale behind choosing green intellectual capital (GIC), absorptive capacity (AC), green innovation (GI), environmental regulations (ERs)…
-
Artikel Jurnal
Exploring the multistability, sensitivity, and wave profiles to the fractional Sharma–Tasso–Olver equation in the mathematical physics
In this work, we study the solitary wave profiles of the fractional-Sharma–Tasso–Olver equation, which is applicable to particle fission and fusion mechanisms in nuclear physics. In numerical and analytical theories, exact solitary wave solutions are of the uttermost importance for such equations…
-
Artikel Jurnal
Analyzing the diversity of wave profiles to the stochastic Davey-Stewartson equation: Application in the hydrodynamics engineering
This study investigates the stochastic Davey-Stewartson system with multiplicative noise, an important high-order nonlinear partial differential equation, within Ito calculus framework. These equations are fundamental for describing nonlinear events in domains including oceanic waves, and fluid…
-
Artikel Jurnal
Dynamics of fractional optical solitary waves to the cubic–quintic coupled nonlinear Helmholtz equation
This work investigates the dynamics of optical waves to the generalized coupled nonlinear fractional Helmholtz equation with quintic and cubic nonlinear effects. The evolution of broad multicomponent self-trapping beams in Kerr-type nonlinear media is described by the coupled Helmholtz equation…
-
Artikel Jurnal Teks lengkap
Entropy optimization and heat transfer analysis in MHD Williamson nanofluid flow over a vertical Riga plate with nonlinear thermal radiation
The entropy generation for a reactive Williamson nanofluid flow past a vertical Riga system is the subject of this article. The effects of MHD, thermophoresis, nonlinear heat radiation and varying heat conductivity are modeled into the heat equation in the established model. Suitable similarity…
-
Artikel Jurnal Teks lengkap
An integrated bioinformatics approach for identification of key modulators and biomarkers involved in atrial fibrillation
INTRODUCTION: Atrial fibrillation (AFib) is a sustained form of cardiac arrythmia that occurs due to sympathetic overdrive, neurohumoral and electrophysiological changes. Sympatho-renal modulatory approach via miRNA-based therapeutics is likely to be an important treatment option for AFib. The…
-
Artikel Jurnal Teks lengkap
Dynamics of Soliton Solutions to Nonlinear Coupled System with Neural Network and Chaotic Insights
This study examines the nonlinear dynamical behavior of a Van der Waals system in the viscosity–capillarity regularization form. The solitary wave solutions of the proposed model are investigated using advanced analytical techniques, including the generalized Arnous method, the modified generalized…
-
Artikel Jurnal
Exploring the exact solutions to the nonlinear systems with neural networks method
Abstract This paper explores the use of Riccati subequation neural networks to solve nonlinear partial differential equations modeling complex biological processes like cancer, brain function, and wound healing. These equations involve spatially varying biochemical signaling and tissue…
-
Artikel Jurnal Teks lengkap
Dynamics of Soliton Solutions to Nonlinear Dynamical Equations in Mathematical Physics: Application of Neural Network-Based Symbolic Methods
While recent advances have successfully integrated neural networks with physical models to derive numerical solutions, there remains a compelling need to obtain exact analytical solutions. The ability to extract closed-form expressions from these models would provide deeper theoretical insights and…
-
Artikel Jurnal Teks lengkap
Fractional Longitudinal Wave Dynamics in Magneto-Electro- Elastic Materials: A Neural Network-Based Approach
Fractional derivatives introduce an effective mathematical structure to describe memory effects, long-range interactions, and anomalous transport processes that are not well represented by the traditional integer-order models. This paper presents the unidirectional fractional longitudinal wave…
-
Artikel Jurnal Teks lengkap
Diversity of Solitary Structures by the Application of Symbolic Neural Network-Based Approach: Exploring the Strain Wave Equation
A novel modified generalized Riccati equation mapping neural network-based approach is the basic theme of this study by exploring the nonlinear dynamical characteristics of the the strain wave model’s soliton solutions, which govern wave propagation in micro structured solids. Strain waves are…