The present invention relates to a method for rack-and-pinion position adjustment for a steer-by-wire steering system of a motor vehicle with the features of the preamble of claim 1, and a method for controlling a steer-by-wire steering system with the features of the preamble of claim 9, and a steer-by-wire steering system with the features of the preamble of claim 10.
In steer-by-wire steering systems, the position of the steered wheels is not directly coupled to the steering input means, for example, a steering wheel. A connection is established between the steering wheel and the steered wheels via electrical signals. The driver's steering request is picked up by a steering wheel sensor and the position of the steered wheels is adjusted via a steering regulator depending on the driver's steering request. A mechanical connection to the wheels is not provided, so that no direct force feedback is transmitted to the driver after actuation of the steering wheel.
Because the mechanical connection is omitted between the wheels and the steering wheel, a position adjustment of the rack-and-pinion and thus of the wheels is necessary. It is desirable to keep the position adjustment of the rack-and-pinion as exact as possible and free from interference.
A regulator for an electromechanical steering system, in which a frequency-dependent interference compensation is carried out, is known from publication DE 10 2014 105 088 A1. The regulator is designed to regulate an engagement of the server motor while taking into account interferences acting on the steering system.
EP 3 006 306 A1 discloses a method for an electromechanical steering system with a rack-and-pinion force estimation unit, which estimates the rack-and-pinion force based on the steering angle, the steering wheel speed, and other variables.
It is the object of the present invention to specify a method and a device for rack-and-pinion position adjustment in a steer-by-wire steering system, which reliably and accurately adjust the rack-and-pinion position.
This problem is solved by a method for rack-and-pinion position adjustment in a steer-by-wire steering system of a motor vehicle with the features of claim 1, a method for controlling a steer-by-wire steering system for motor vehicles with the features of claim 9, and a steer-by-wire steering system for motor vehicles with the features of claim 10. Advantageous refinements of the invention are listed in the subclaims.
Accordingly, a method is provided for rack-and-pinion position adjustment for a steer-by-wire steering system for a motor vehicle which comprises a module for adjusting a rack-and-pinion position, which module determines a position error from the differences between the desired and estimated values of the rack-and-pinion position and the rack-and-pinion speed in a feedback structure, from which a control variable is determined for controlling a rack-and-pinion, wherein an disturbance variable compensation for the control variable of a steering mechanism is carried out in a feedforward structure by means of a rack-and-pinion force estimation. This method enables an adaptive, agile, and high-precision rack-and-pinion position adjustment based on a simple, physical steering mechanism model. In the feedforward structure, an estimated disturbance variable, for example, an estimated disturbance in the tire return force, is added to the control variable for adjusting the rack-and-pinion.
It is advantageous if, in another feedforward structure, a friction force compensation of the control variable is carried out by means of an estimation of the coefficient of static friction and a friction model. By this means, the adjustment is more accurate.
Correspondingly, the estimated friction force is added to the control variable of the rack-and-pinion in the feedforward structure.
The friction force compensation and/or the disturbance variable compensation is/are preferably carried out by means of a non-linear adaptive estimator, in particular, a Kalman filter. It is also preferred if the feedback structure comprises a linear quadratic regulator, such that the two do not impair each other and the regulator may correspondingly set the rack-and-pinion position, and/or non-linearities are considered in the feedforward structure and linear systems are considered in the feedback structure.
It is advantageous if the estimated coefficient of static friction is included as input in the rack-and-pinion force estimator.
The coefficient of static friction is preferably supplied to the friction model as input, together with the rack-and-pinion speed estimated by the rack-and-pinion force estimator.
In one preferred embodiment, the friction model compensates for the friction force, and the torque resulting therefrom is added to the estimated rack-and-pinion force and to the control variable for controlling the rack-and-pinion. The estimated rack-and-pinion force is previously converted into an estimated rack-and-pinion torque by means of a conversion factor mechanically determined at the engine level.
The friction model is preferably an asymmetrical, modified dynamic friction model, in particular a Lund-Grenoble friction model.
In addition, a method is for controlling a steer-by-wire steering system for a motor vehicle is provided, comprising:
In addition, a corresponding steer-by-wire steering system for a motor vehicle is provided, which is designed to carry out the previously described method.
Preferred embodiments of the invention are subsequently explained in greater detail with reference to the drawings. Identical or identically-functioning components are designated with the same reference numerals in the figures. Shown are:
A steer-by-wire steering system 1 is shown in
The control unit 60 determines, in a module 14 for adjusting the rack-and-pinion position depending on the driver's steering request and other signals, which the feedback actuator monitoring unit 10 transmits, a desired rack-and-pinion position sr,des and a desired rack-and-pinion speed vr,des of a rack-and-pinion 12, such that the desired torque or control variable T,des may be determined therefrom for the electric steering adjuster 6. Alternatively to the rack-and-pinion position, the wheel steering angle β of steered wheels 7 may be used to determine the control variable. The wheel steering angle β for pivoting the steered vehicle wheels 7 is specified from the control variable T,des, as well as other variables which the control unit 60 has determined.
Measured values 120 from the steering adjuster 6 and the steering mechanism 8, for example the force measured on the rack-and-pinion 12, the wheel steering angle, and roadway information 13, as well as rack-and-pinion position sr,meas, are forwarded to the control unit 60.
Two embodiments are shown in
As is depicted in
The rack-and-pinion force estimation unit 15 functions using non-linear estimation methods (EKF) while the regulator 16 (Linear Quadratic Regulator (LQR)) functions using linear methods, so that the two do not impair each other and the regulator 16 may correspondingly adjust the rack-and-pinion position.
The estimator of the rack-and-pinion friction estimation unit 17 is, like the rack-and-pinion force estimator of rack-and-pinion force estimation unit 15, a non-linear adaptive estimator and receives the measured rack-and-pinion position sr,meas, measured rack-and-pinion speed vr,meas, estimated desired torque T,est and estimated rack-and-pinion force Fr,estrack as inputs, and forms from them a coefficient of static friction μ,rackest (Stribeck friction). The coefficient of static friction is supplied to the friction model 18 as input together with the rack-and-pinion speed vr,est estimated by the rack-and-pinion force estimator 15. The friction model compensates for friction force and specifies from this a torque Tμ,des, which is converted from the estimated rack-and-pinion force Fr,estrack (=control variable, non-linear part of the desired torque) by means of the mechanically determined conversion factor at the engine torque level into the estimated rack-and-pinion torque Tr,estrack, and is added to the initially determined control variable T,des, which is how the actual control variable T,aus to be output is determined, which is then supplied to the steering adjuster. By this means, the non-linear characteristics and the unknown disturbance variables of the system are compensated. The remaining linear dynamics of the system are effectively adjusted using the linear quadratic regulator 16 (LQR). The LQR is based on a linear rack-and-pinion model, in which the mass, damping, and stiffness of the rack-and-pinion are included, and which preferably comprises the position error, speed error, and position integral error of the rack-and-pinion.
The rack-and-pinion friction model is composed of a static model comprising static and kinetic friction or a dynamic friction model (for example, Lund-Grenoble model).
The coefficient of static friction μ,rackest is also included as additional input into the rack-and-pinion force estimator 15, along with sr,meas, vr,meas and T,est.
The rack-and-pinion position, rack-and-pinion speed, the control variable, and the friction force are continuously estimated in the respective estimation unit using a Kalman filter. The concept of a Kalman filter relates to a method for estimating the temporal development of non-linear systems, by means of which interferences may be removed from a measurement signal. For this purpose, the filter requires a model of the system to be estimated.
Number | Date | Country | Kind |
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10 2017 115 850.2 | Jul 2017 | DE | national |
Filing Document | Filing Date | Country | Kind |
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PCT/EP2018/068560 | 7/9/2018 | WO | 00 |