Abstract
Robot systems like automated shipping swinging robots, wire transducer sensors and even computer indigenous time sensors (amongst others) often use oscillating circuits such as the famous van der Pol system, while this manuscript investigates protection of such sensor circuitry to spurious voltage spikes accompanying an electromagnetic pulse. These spurious voltages can lead to uncontrolled robot motion and even debilitation. A very brief discussion of electromagnetic pulses yields design parameters to evaluate circuit responses to realistic disturbing pulses. Recent research in nonlinear-adaptive methods to protect circuits are described to highlight the proposed novelty: utilization of feedback rules as adaptive mechanisms to modify the otherwise nonlinear feedforwards systems improving the results in recent literature. Feedback is iterated to select adaption parameters that simultaneously produce favorable circuit performance in addition to effective parameter identification inherent in the adaption (to provide meaningful parameter estimates to unspecified future applications). Spurious voltages were rapidly rejected with a mere 0.3% trajectory deviation, stabilizing quickly with a final (steady state) deviation of 0.01%. The demonstrated abilities to reject the deleterious spurious effects are compared to nominal figures of merit for timing accuracy of various computer systems to conclude the proposed methods are effective for some applications, but insufficient for others.
Highlights
Robotic systems often use the chaotic van der Pol oscillator. Dutra et al (2003) and Naoki et al (2008a) and Roy and Demiris (2005) each articulate van der Pol used for bipedal locomotor robotics, where the implementation in (Naoki et al, 2008b) regards myriapod robots. Veskos and Demiris (2005) illustrates utilization of the van der Pol equation for swinging robots
Protection from electromagnetic pulse is ubiquitously achieved by shielding efforts (Lee et al, 2020; Jang et al, 2020), whereas this manuscript proposes passive mitigation by adopting adaptive electronics capable of countering the effects of the transient voltages
The period of oscillation was delayed 1.55 milliseconds and trajectory deviation was essentially stabilized during the transient electromagnetic pulse exhibiting a mere 0.3% trajectory deviation stabilizing quickly with a final deviation of 0.01%
Summary
Robotic systems often use the chaotic van der Pol oscillator. Dutra et al (2003) and Naoki et al (2008a) and Roy and Demiris (2005) each articulate van der Pol used for bipedal locomotor robotics, where the implementation in (Naoki et al, 2008b) regards myriapod robots. Veskos and Demiris (2005) illustrates utilization of the van der Pol equation for swinging robots. Robotic systems often use the chaotic van der Pol oscillator. Veskos and Demiris (2005) illustrates utilization of the van der Pol equation for swinging robots. Amongst the ubiquitous robotic applications of the chaotic, nonlinear van der Pol equation, this manuscript will select robotic computer systems’ indigenous timing circuits to evaluate the efficacy of the proposed methods and comparison will be made to typical capabilities of computers-usage to discern practical applicability of the achieved robustness performance. The most common way to sync robot time is with the Network Time Protocol (NTP) (David, 2014). The impact on these protocols and devices and others will be evaluated with imposition of electromagnetic pulse
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