Peng Yan, Ph.D.
Affiliations: | 2003 | Ohio State University, Columbus, Columbus, OH |
Area:
Electronics and Electrical EngineeringGoogle:
"Peng Yan"Parents
Sign in to add mentor| Hitay Ozbay | grad student | 2003 | Ohio State | |
| (Control methods for data flow in communication networks.) | ||||
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Publications
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| Zhang Z, Yan P. (2023) Robust composite repetitive control with disturbance observer for high-precision tracking of piezo-actuated nano-stages with measurement delays. The Review of Scientific Instruments. 94 |
| Zhang Y, Yan P, Zhang Z. (2020) Frequency-shaped sliding mode control of piezoelectric nano-stages with hysteresis estimation. Isa Transactions |
| Lu S, Tian C, Yan P. (2020) Adaptive Extended State Observer-Based Synergetic Control for a Long-Stroke Compliant Microstage With Stress Stiffening Ieee-Asme Transactions On Mechatronics. 25: 259-270 |
| Su G, Lu G, Yan P. (2020) Planar Motion Measurement of a Compliant Micro Stage: An Enhanced Microscopic Vision Approach Ieee Transactions On Instrumentation and Measurement. 69: 1930-1939 |
| Yan P, Liu P, Ozbay H. (2020) Predictive Antiwindup Compensation for Repetitive Control Supporting Nanoscanning Ieee Transactions On Control Systems and Technology. 1-8 |
| Tian C, Yan P. (2020) Sampled-Data Adaptive ESO Based Composite Control for Nano-Positioning Systems Ieee Access. 8: 6358-6367 |
| Chen N, Yan P. (2020) Dynamic modeling and validation of a novel 3-DOF flexible thin sheet nano-manipulator with piezoelectric material bonded Smart Materials and Structures. 29: 45035 |
| Tian C, Yan P. (2020) Data-driven iterative tuning based active disturbance rejection control for piezoelectric nano-positioners Mechatronics. 65: 102321 |
| Wang X, Lu G, Liu J, et al. (2020) A new method to realize cyclic time averaging for change detection in dynamical machine status Measurement. 154: 107443 |
| Wen X, Yan P. (2020) Disturbance‐prediction–based control of input time delay systems for rejection of unknown frequency disturbances International Journal of Robust and Nonlinear Control. 30: 338-350 |