Predicting Human Operators' Detection of Time-Varying Changes in Controlled Element Dynamics

Conference Paper (2025)
Authors

M. Barragan (Student TU Delft)

D.M. Pool (TU Delft - Control & Simulation)

M. M.(René) van Paassen (TU Delft - Control & Simulation)

Max Mulder (TU Delft - Control & Simulation)

Research Group
Control & Simulation
To reference this document use:
https://doi.org/10.2514/6.2025-0974
More Info
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Publication Year
2025
Language
English
Research Group
Control & Simulation
ISBN (electronic)
978-1-62410-723-8
DOI:
https://doi.org/10.2514/6.2025-0974
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Abstract

While human control behavior is well-understood in continuous control tasks, little is still known about how human operators detect sudden changes in the controlled element dynamics. This paper focuses on modeling this detection phase for pursuit tracking tasks. Potential triggers for the human operator to detect changes in the controlled element dynamics were investigated via a time-varying computer simulation. Based on the results, hypotheses were generated and later tested in a single-axis pursuit tracking experiment with fifteen participants. Transitions from approximate single to approximate double integrator dynamics and vice versa were investigated, for which participants indicated if they detected the transition by pressing a button. Using the button push data, a model for each transition was developed and validated. The models work under the assumption that human operators use a threshold, a multiple of the steady-state standard deviation, on certain signals to detect transitions. The models developed for the transition from single to double integrator dynamics and vice versa are proposed to trigger on the tracking error and system output acceleration, respectively. They have an accuracy of 88.9% and 99.4%, respectively. However, a consistent underestimation of the detection lag remains a limitation of both models. Nonetheless, this research helped confirm the tracking error can be used in a model for the transition from single to double integrator dynamics, proposed a model for the opposite transition, and identified that the relationship between control inputs and the system's response as a crucial factor for the detection.

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