Deadline Date: 31 March 2026
This special issue aims to bring together original research and review papers focused on analytical modeling and closed-form solutions to nonlinear problems arising in various areas of electrical engineering. With the increasing complexity of modern systems, there is a growing demand for precise, insightful, and computation-efficient models that go beyond purely numerical approaches.
Topics of interest include, but are not limited to:
• Closed-form expressions for nonlinear circuit and system behavior
• Application of the Lambert W function and related transcendental equations (e.g., Tsallis-Lambert equation)
• Analytical treatment of semiconductor devices, power electronic converters, and electromagnetic systems
• Symbolic computation in electrical modeling
• Novel techniques for solving nonlinear differential and integral equations in electrotechnical applications
• Hybrid analytical-numerical approaches with clear physical interpretation
This issue welcomes contributions from both theoretical and applied perspectives, and encourages authors to emphasize the interpretability, efficiency, and generality of the proposed analytical frameworks.
This special issue aims to bring together original research and review papers focused on analytical modeling and closed-form solutions to nonlinear problems arising in various areas of electrical engineering. With the increasing complexity of modern systems, there is a growing demand ... show more
Editorial board
