Nonlinear system Laboratory
Phenomena that are not f(x)=ax
Nonlinear systems are those that are not linear. We often see linear systems, expressed by f(x)=ax, but there exist overwhelmingly more nonlinear systems if we express phenomena in society by mathematical formulas (modeling). For example, networks consisting of nerve cells are representative nonlinear systems. Our laboratory aims at understanding these systems and applying them in engineering fields through their analyses, which are known as nonlinear mechanic analyses.
This lab is for this SDG activity:
STUDY FIELDS
- Electrical engineering
- Electronic engineering
- Information engineering
FOR SOCIETY
Our research will be useful in improving electric and electronic devices and for engineering applications to modulators using nonlinear properties.
RESEARCH THEMES
- Analyses on nonlinear mechanics
- Research on nonlinear circuits
- Research on nonlinear mathematical models