Electric Power Steering Control With Frequency-Band Torque Compensation
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Solution Overview
Problem
Existing electric power steering systems face a trade-off between stability, disturbance suppression, and responsiveness, making it difficult to improve the steering feeling for the driver.
Innovation Solution
A control device with a reaction force controller and an assist controller, incorporating high-pass and low-pass filters, to generate correction torque based on a nominal model, and a disturbance compensation value calculator to compensate for self-aligning torque, thereby improving steering feel.
Engineering Contradictions & Design Principles
Engineering Contradiction Analysis
1Reliability
If conventional control elements are adjusted to improve stability, then disturbance suppression improves but responsiveness deteriorates
Solution Approach 1:
The control device segments the control bandwidth into multiple frequency bands using a first cutoff frequency and a second cutoff frequency. The assist controller operates in a first bandwidth (below first cutoff frequency) to improve stability and disturbance suppression, while the reaction force controller operates in a second bandwidth (above first cutoff frequency, below second cutoff frequency) to maintain responsiveness. This frequency-based segmentation allows both stability and responsiveness to be optimized in their respective domains without trade-off.
2Object-generated harmful factors
If disturbance suppression is enhanced, then steering smoothness improves but responsiveness deteriorates
Solution Approach 1:
The control device segments the control bandwidth into multiple frequency bands using a first cutoff frequency and a second cutoff frequency. The assist controller operates in a first bandwidth (below first cutoff frequency) to improve stability and disturbance suppression, while the reaction force controller operates in a second bandwidth (above first cutoff frequency, below second cutoff frequency) to maintain responsiveness. This frequency-based segmentation allows both stability and responsiveness to be optimized in their respective domains without trade-off.
3Measurement precision
If multiple control controllers are added to improve steering feeling, then control precision improves but device complexity increases
Solution Approach 1:
The control device segments the control bandwidth into multiple frequency bands using a first cutoff frequency and a second cutoff frequency. The assist controller operates in a first bandwidth (below first cutoff frequency) to improve stability and disturbance suppression, while the reaction force controller operates in a second bandwidth (above first cutoff frequency, below second cutoff frequency) to maintain responsiveness. This frequency-based segmentation allows both stability and responsiveness to be optimized in their respective domains without trade-off.
Solution Approach 2:
The control device dynamically switches between different control modes based on frequency bands. The assist controller provides disturbance suppression for low-frequency components, while the reaction force controller handles high-frequency components for responsive steering feel. This dynamic frequency-based control allocation optimizes steering performance across different operating conditions without requiring overly complex hardware architecture.
Data Source
AI summary
A control device includes a reaction force controller to generate an input torque input to a control target and control a reaction force transmitted to a steering person and an assist controller to generate a correction torque to correct the input torque based on an output of the control target and a nominal model. The assist controller includes a high-pass filter with a first cutoff frequency, a low-pass filter with a second cutoff frequency higher than the first cutoff frequency, and a disturbance compensation value calculator. When a transfer function of the low-pass filter is Q(s) and a transfer function of the high-pass filter is HPF(s), a transfer function of a control target is constrained by a transfer function of the nominal model in a frequency band in which a gain in a gain characteristic of Q(s)·HPF(s) is 1.


