Wesley B. Cardoso
Current Organizations / Institutes
The organizations/institutes from the scholar's latest article
Research Subjects
Wesley B. Cardoso has a total of 85 co-authors. Here are the top co-authors by number of shared publications:
- Basilio Baseia
Universidade Federal de Goiás
16 shared publications - Dionisio Bazeia
Universidade Federal da Paraíba
16 shared publications - Mateus Calixto Pereira dos Santos
Instituto de Física, Universidade Federal de Goiás, Goiânia, Brazil
16 shared publications - Ardiley Torres Avelar
Instituto de Física, Universidade Federal de Goiás, Goiânia, Brazil
14 shared publications A.T. Avelar
Univ Fed Goias, Inst Fis, BR-74690900, Goiania, Go, Brazil
13 shared publicationsN. G. de Almeida
Instituto de Física, Universidade Federal de Goiás, Goiânia, Brazil
12 shared publications
Latest Publications
- Open Access
- 16 September 2026
- Published by Elsevier in Physics Letters A
- Vol. 597
Generalized one-dimensional nonpolynomial Schrödinger equation for Bose-Einstein condensates with generic transverse confinement
- 16 September 2026
- Published by Elsevier in Physics Letters A
- Vol. 597
Open AccessGeneralized one-dimensional nonpolynomial Schrödinger equation for Bose-Einstein condensates with generic transverse confinement
- Open Access
- 23 June 2026
- Published by American Chemical Society (ACS) in ACS Physical Chemistry Au
- Vol. 6 (5) , 1094-1101
Repurposing HIV Protease Inhibitors against West Nile Virus: Insights from Molecular Docking and Molecular Dynamics Simulations
West Nile virus (WNV) is a neurotropic flavivirus lacking approved antiviral therapies. Here, we evaluated the repurposing potential of ten HIV protease inhibitors as inhibitors of the WNV NS2B–NS3 protease using molecular docking followed by molecular dynamics simulations. Structural, energetic, and interaction analyses revealed substantial differences in binding stability under dynamic conditions. Indinavir and Atazanavir consistently showed strong and stable interactions, low structural and positional fluctuations, persistent hydrogen bonding, and favorable binding free energies. In contrast, several inhibitors displayed transient binding despite favorable docking scores. These findings emphasize the importance of molecular dynamics in drug repurposing studies and identify Indinavir and Atazanavir as promising candidates for further experimental evaluation against WNV.
- 23 June 2026
- Published by American Chemical Society (ACS) in ACS Physical Chemistry Au
- Vol. 6 (5) , 1094-1101
Open AccessRepurposing HIV Protease Inhibitors against West Nile Virus: Insights from Molecular Docking and Molecular Dynamics Simulations
West Nile virus (WNV) is a neurotropic flavivirus lacking approved antiviral therapies. Here, we evaluated the repurposing potential of ten HIV protease inhibitors as inhibitors of the WNV NS2B–NS3 protease using molecular docking followed by molecular dynamics simulations. Structural, energetic, and interaction analyses revealed substantial differences in binding stability under dynamic conditions. Indinavir and Atazanavir consistently showed strong and stable interactions, low structural and positional fluctuations, persistent hydrogen bonding, and favorable binding free energies. In contrast, several inhibitors displayed transient binding despite favorable docking scores. These findings emphasize the importance of molecular dynamics in drug repurposing studies and identify Indinavir and Atazanavir as promising candidates for further experimental evaluation against WNV.
- Open Access
- 1 June 2026
- Published by Springer Nature in Optical and Quantum Electronics
- Vol. 58 (8)
Coupling-induced localization in linearly coupled waveguides with spatially modulated nonlinearity
We study stationary, spatially localized modes in linearly coupled optical waveguides governed by coupled nonlinear Schrödinger equations with asymmetric defocusing Kerr nonlinearities. A waveguide with spatially inhomogeneous nonlinearity supports self-trapped states, whereas a homogeneous defocusing waveguide cannot localize on its own. We show that linear coupling induces localization in the nonlocalizing guide. Fundamental and excited stationary modes are computed, and their existence, power asymmetry, and stability are analyzed as functions of the coupling strength and nonlinearity. Dynamical simulations reveal stable ground and first excited states, whereas higher-order modes are unstable. These results demonstrate coupling-induced spatial localization in defocusing nonlinear waveguide systems.
- 1 June 2026
- Published by Springer Nature in Optical and Quantum Electronics
- Vol. 58 (8)
Open AccessCoupling-induced localization in linearly coupled waveguides with spatially modulated nonlinearity
We study stationary, spatially localized modes in linearly coupled optical waveguides governed by coupled nonlinear Schrödinger equations with asymmetric defocusing Kerr nonlinearities. A waveguide with spatially inhomogeneous nonlinearity supports self-trapped states, whereas a homogeneous defocusing waveguide cannot localize on its own. We show that linear coupling induces localization in the nonlocalizing guide. Fundamental and excited stationary modes are computed, and their existence, power asymmetry, and stability are analyzed as functions of the coupling strength and nonlinearity. Dynamical simulations reveal stable ground and first excited states, whereas higher-order modes are unstable. These results demonstrate coupling-induced spatial localization in defocusing nonlinear waveguide systems.
- 21 November 2025
- Published by Elsevier in Chaos, Solitons & Fractals
- Vol. 202
Influence of fourth-order dispersion on the formation of localized states in systems with inhomogeneous defocusing nonlinearity
- 21 November 2025
- Published by Elsevier in Chaos, Solitons & Fractals
- Vol. 202
Influence of fourth-order dispersion on the formation of localized states in systems with inhomogeneous defocusing nonlinearity
- Open Access
- 23 July 2025
- Published by American Chemical Society (ACS) in ACS Physical Chemistry Au
- Vol. 5 (5) , 549-559
Insights into Antiviral Candidates against Oropouche Virus: A Molecular Dynamics Study
The Oropouche virus (OROV), an emerging arbovirus from the Peribunyaviridae family, represents a growing public health concern in Latin America, particularly due to its rapid urban spread and lack of specific treatments. In this study, we employed an integrated computational strategy combining molecular docking and molecular dynamics (MD) simulations to evaluate the potential of HIV protease inhibitors as candidates for repurposing against the Gc glycoprotein of OROV, a critical component in viral fusion and host cell entry. While docking initially ranked Saquinavir as the top binder, subsequent MD simulations revealed that nelfinavir and indinavir exhibited superior performance across multiple criteria, including binding energy, structural stability, center-of-mass distance maintenance, and consistent hydrogen bonding. These findings emphasize the limitations of docking-only approaches and highlight the importance of dynamic and energetic analyses for accurate inhibitor selection. The proposed computational pipeline demonstrates its value in identifying stable, high-affinity ligands and offers a promising route for accelerating drug discovery against neglected viral diseases such as OROV.
- 23 July 2025
- Published by American Chemical Society (ACS) in ACS Physical Chemistry Au
- Vol. 5 (5) , 549-559
Open AccessInsights into Antiviral Candidates against Oropouche Virus: A Molecular Dynamics Study
The Oropouche virus (OROV), an emerging arbovirus from the Peribunyaviridae family, represents a growing public health concern in Latin America, particularly due to its rapid urban spread and lack of specific treatments. In this study, we employed an integrated computational strategy combining molecular docking and molecular dynamics (MD) simulations to evaluate the potential of HIV protease inhibitors as candidates for repurposing against the Gc glycoprotein of OROV, a critical component in viral fusion and host cell entry. While docking initially ranked Saquinavir as the top binder, subsequent MD simulations revealed that nelfinavir and indinavir exhibited superior performance across multiple criteria, including binding energy, structural stability, center-of-mass distance maintenance, and consistent hydrogen bonding. These findings emphasize the limitations of docking-only approaches and highlight the importance of dynamic and energetic analyses for accurate inhibitor selection. The proposed computational pipeline demonstrates its value in identifying stable, high-affinity ligands and offers a promising route for accelerating drug discovery against neglected viral diseases such as OROV.
- 24 June 2025
- Published by Springer Nature in Optical and Quantum Electronics
- Vol. 57 (7) , 1-18
Saturable nonlinear Schrödinger equation with space- and time-dependent variable coefficients
- 24 June 2025
- Published by Springer Nature in Optical and Quantum Electronics
- Vol. 57 (7) , 1-18
Saturable nonlinear Schrödinger equation with space- and time-dependent variable coefficients
- 6 June 2025
- Published by Elsevier in Physics Letters A
- Vol. 554
Inducing localized solutions via interaction in a self-defocusing system with localized pumping
- 6 June 2025
- Published by Elsevier in Physics Letters A
- Vol. 554
Inducing localized solutions via interaction in a self-defocusing system with localized pumping
- 30 January 2025
- Published by Elsevier in Physics Letters A
- Vol. 537
Spontaneous symmetry breaking induced by nonlinear interaction in a coupler supported by fractional diffraction
- 30 January 2025
- Published by Elsevier in Physics Letters A
- Vol. 537
Spontaneous symmetry breaking induced by nonlinear interaction in a coupler supported by fractional diffraction
- 6 January 2025
- Published by American Physical Society (APS) in Physical Review E
- Vol. 111 (1) , 014207
Diffractive Lugiato-Lefever equation driven by a double tightly focused pump
We introduce a model of an optical cavity based on the one-dimensional Lugiato-Lefever (LL) equation, which includes the pump represented by a symmetric pair of tightly localized "hot spots" (HSs) with phase shift χ between them, and self-focusing or defocusing cubic nonlinearity. Families of bound states, pinned to the double HS, are found in the system's parameter space. They feature the effect of the symmetry breaking (SB) between peaks pinned to individual HSs, provided that the phase shift takes values 0<χ<π, and the LL equation includes the loss term. The SB, which is explained analytically, takes place in the full LL model and its linearized version alike. The same phenomenology is also explored in the framework of the LL equation with the double HS and quintic self-focusing. In that case, there are stable symmetric and asymmetric bound states, in spite of the presence of the background instability driven by the critical collapse.
- 6 January 2025
- Published by American Physical Society (APS) in Physical Review E
- Vol. 111 (1) , 014207
Diffractive Lugiato-Lefever equation driven by a double tightly focused pump
We introduce a model of an optical cavity based on the one-dimensional Lugiato-Lefever (LL) equation, which includes the pump represented by a symmetric pair of tightly localized "hot spots" (HSs) with phase shift χ between them, and self-focusing or defocusing cubic nonlinearity. Families of bound states, pinned to the double HS, are found in the system's parameter space. They feature the effect of the symmetry breaking (SB) between peaks pinned to individual HSs, provided that the phase shift takes values 0<χ<π, and the LL equation includes the loss term. The SB, which is explained analytically, takes place in the full LL model and its linearized version alike. The same phenomenology is also explored in the framework of the LL equation with the double HS and quintic self-focusing. In that case, there are stable symmetric and asymmetric bound states, in spite of the presence of the background instability driven by the critical collapse.
- Open Access
Analyzing lump-type solutions in scalar field models through configurational information measure
In this paper we employ a configurational information measure, specifically the differential configurational complexity (DCC), to quantify the information content of lump-type solutions in various scalar field models, including two modified inverted $φ^{4}$ models, the modified $φ^{3}$ model, as well as two additional families of lump models. Our objective is to complement previous studies by providing an informational perspective that distinguishes different solutions based on their energy configurations. We explore how the DCC measure relates to energy and its applicability in analyzing degenerate states. Our findings indicate that DCC effectively correlates with the energy parameters of the solutions, offering significant insights into their informational properties. This study underscores the value of using informational metrics like DCC to deepen our understanding of the structural and dynamic characteristics of complex systems in theoretical physics.Open AccessAnalyzing lump-type solutions in scalar field models through configurational information measure
In this paper we employ a configurational information measure, specifically the differential configurational complexity (DCC), to quantify the information content of lump-type solutions in various scalar field models, including two modified inverted $φ^{4}$ models, the modified $φ^{3}$ model, as well as two additional families of lump models. Our objective is to complement previous studies by providing an informational perspective that distinguishes different solutions based on their energy configurations. We explore how the DCC measure relates to energy and its applicability in analyzing degenerate states. Our findings indicate that DCC effectively correlates with the energy parameters of the solutions, offering significant insights into their informational properties. This study underscores the value of using informational metrics like DCC to deepen our understanding of the structural and dynamic characteristics of complex systems in theoretical physics.