Aims & Scope

Aims:

Physical Models and Application (PMA) is a peer-reviewed, interdisciplinary journal dedicated to advancing the understanding and application of nonlinear theory, physical principles, and intelligent control across various scientific disciplines. The journal serves as a nexus for researchers, mathematicians, physicists, engineers, and practitioners to disseminate cutting-edge research, innovative theories, modeling approaches, and practical applications in the fields of physical equations, nonlinear models, functional circuits, electromechanical devices, neuroscience, and related topics in applied physics and advanced technology. We welcome contributions that explore theoretical, computational, and experimental work in nonlinear and physical sciences, with a focus on real-world applications. The journal is published quarterly online by Scilight Press.

Scope:

Physical Models and Application publishes original research articles, review papers, technical notes, and case studies covering a wide range of topics, including but not limited to:

  1. Reliable neuron models
  2. Neural circuits implement and function enhancement
  3. Dynamics stability and control
  4. Heterogeneity and defects dynamics in functional neural networks
  5. Functional and memristive neurons for image encryption
  6. Memristor manufacturing and physical property
  7. Memristor application in morphological computing and logic operation
  8. Interaction between neural circuit and electromechanical arm/leg, robotic arm
  9. Memcapacitor and meminductor, energy property and physical effect in nonlinear circuits
  10. Nonlinear wave in physical equations
  11. Application of physical science and advance technology.

Our journal aims to foster interdisciplinary collaboration and facilitate the exchange of ideas among researchers and practitioners working in the field of physics, nonlinear science, scientific computing and engineering control.

This journal is committed to upholding the highest standards of scholarly excellence and integrity. All submissions undergo rigorous peer review by experts in the field to ensure the quality, validity, and significance of the published work. We invite researchers and practitioners from around the globe to join our community and contribute to the advancement of chaos theory and fractal geometry for the betterment of science and society.