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Published on: November 26, 2019
Collective behavior and memory states in flow networks with tunable bistability.
Lauren E Altman1, Nadia Aguilar2, Douglas J Durian3,4
1Department of Physics & Astronomy, University of Pennsylvania, Philadelphia, PA, USA. laurenealtman@gmail.com.
Researchers created an electronic flow network model to study multistability and hysteresis, mimicking natural systems. This tunable electronic circuit generates complex memory states and allows for encoding arbitrary interactions.
Area of Science:
- Complex Systems
- Nonlinear Dynamics
- Electronic Circuit Design
Background:
- Multistability and hysteresis are well-researched in mechanical systems but challenging to replicate in experimental flow networks.
- Natural biological flow networks, such as vasculature, display complex nonlinear behaviors crucial for fluid transport.
- Understanding multistable flows could offer insights into the functionality of these natural systems.
Purpose of the Study:
- To experimentally probe multistable flow phenomena using an analogous model system.
- To investigate the generation of complex global memory states in an electronic network.
- To explore avalanching behavior and the encoding of arbitrary interactions within the system.
Main Methods:
- Utilized an electronic network composed of hysteretic bistable resistors.
- Engineered resistors with tunable negative differential resistivity.
- Analyzed voltage patterns to characterize global memory states and interactions.
Main Results:
- Successfully generated complex global memory states in the form of voltage patterns.
- Demonstrated that tunable nonlinearity of circuit elements mediates memory state generation.
- Observed avalanching behavior driven by effective interactions and showed how to encode explicit interactions.
Conclusions:
- The developed electronic network serves as a viable model system for studying multistability and hysteresis in flow phenomena.
- Tunable nonlinear electronic components can effectively replicate complex memory states and interactions found in natural systems.
- This approach offers a platform for further research into complex dynamics and memory in analogous systems.
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