Lucas Illing

Lucas Illing is a Professor of Physics at Reed College, where he leads research in nonlinear dynamics and optics within the Department of Physics. His work bridges theoretical concepts with experimental implementations, focusing on how complex behaviors emerge from simple interacting components.

Dr. Illing's research centers on nonlinear dynamic phenomena, particularly in systems with time-delayed feedback. His laboratory employs tabletop experiments combined with numerical modeling and analytical approaches to investigate fundamental questions in nonlinear dynamics. Key areas of focus include:

• Emergence of structure and complexity in adaptive component systems
• Dynamics of time-delay relay systems and electronic circuits
• Optoelectronic oscillators with narrowband feedback
• Network behavior in coupled nonlinear systems
• Chaos synchronization and amplitude death phenomena

Analysis of his publication record from 2010-2024 reveals a consistent research trajectory focused on time-delay systems, particularly in electronic and optoelectronic implementations. His work shows progression from fundamental studies of single oscillators to more complex network behaviors, with practical applications in communication systems and computational methods. The research demonstrates strong integration of experimental work with theoretical modeling, often using custom-built electronic circuits to explore nonlinear phenomena.

Dr. Illing has supervised numerous undergraduate researchers through Reed College's thesis program and summer research opportunities. His students have pursued diverse projects related to nonlinear dynamics, with many continuing to graduate programs or technical careers. Funding for this research appears to come from internal college fellowships including the Delord-Mockett Fund, James Borders Physics Student Fellowship, and Reed College Science Research Fellowship.

His laboratory maintains experimental setups for investigating electronic and optoelectronic time-delay systems, water wheel chaos demonstrations, and related nonlinear phenomena. The research environment emphasizes hands-on experimental work combined with computational modeling, providing students with comprehensive research experience in nonlinear dynamics.