Nicholas Szczecinski
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Recent Grants
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EFRI BRAID: Unsupervised Continual Learning with Hierarchical Timescales and Plasticity Mechanisms
Open Date: 2022-10-01
Close Date: 2026-09-30
Grant: Close
Instrumentation of biomimetic strain sensors in walking robots
Open Date: 2022-01-01
Close Date:
Grant: Close
CRCNS Research Project: Collaborative Research: Experimental, Numerical, and Robotic Study of the Role of Dynamic Load Sensing in Legged Locomotion
Open Date: 2021-10-01
Close Date: 2025-09-30
Grant: Close
NeuroNex: Communication, Coordination, and Control in Neuromechanical Systems (C3NS)
Open Date: 2020-01-01
Close Date:
Articles (10)
Year:
2024
Year:
2024
Year:
2024
Year:
2023
During behavior, the work done by actuators on the body can be resisted by the body's inertia, elastic forces, gravity, or viscosity. The dominant forces that resist actuation have major consequences on the control of that behavior. In the literature, features and actuation of locomotion, for example, have been successfully predicted by nondimensional numbers (e.g. Froude number and Reynolds number) that generally express the ratio between two of these forces (gravitational, inertial, elastic, and viscous). However, animals of different sizes or motions at different speeds may not share the same dominant forces within a behavior, making ratios of just two of these forces less useful. Thus, for a broad comparison of behavior across many orders of magnitude of limb length and cycle period, a dimensionless number that includes gravitational, inertial, elastic, and viscous forces is needed. This study proposes a nondimensional number that relates these four forces: the phase shift (ϕ) between the displacement of the limb and the actuator force that moves it. Using allometric scaling laws, ϕ for terrestrial walking is expressed as a function of the limb length and the cycle period at which the limb steps. Scale-dependent values of ϕ are used to explain and predict the electromyographic (EMG) patterns employed by different animals as they walk.
Year:
2023
One developing approach for robotic control is the use of networks of dynamic neurons connected with conductance-based synapses, also known as Synthetic Nervous Systems (SNS). These networks are often developed using cyclic topologies and heterogeneous mixtures of spiking and non-spiking neurons, which is a difficult proposition for existing neural simulation software. Most solutions apply to either one of two extremes, the detailed multi-compartment neural models in small networks, and the large-scale networks of greatly simplified neural models. In this work, we present our open-source Python package SNS-Toolbox, which is capable of simulating hundreds to thousands of spiking and non-spiking neurons in real-time or faster on consumer-grade computer hardware. We describe the neural and synaptic models supported by SNS-Toolbox, and provide performance on multiple software and hardware backends, including GPUs and embedded computing platforms. We also showcase two examples using the software, one for controlling a simulated limb with muscles in the physics simulator Mujoco, and another for a mobile robot using ROS. We hope that the availability of this software will reduce the barrier to entry when designing SNS networks, and will increase the prevalence of SNS networks in the field of robotic control.
Year:
2023
Year:
2023
Year:
2023
Year:
2023
Year:
2023
Collaborators (6)
Clayton Jackson
Case Western Reserve University
Michael Mangan
University of Sheffield
Chris Dallmann
University of Würzburg
Roger D. Quinn
Case Western Reserve University
H J Chiel
Case Western Reserve University
Nicholas Gravish
Assistant Professor
University of California, San Diego
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