CN107963126B - Large-curvature automatic driving steering control method for multi-axle steering vehicle - Google Patents

Large-curvature automatic driving steering control method for multi-axle steering vehicle Download PDF

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CN107963126B
CN107963126B CN201610913242.9A CN201610913242A CN107963126B CN 107963126 B CN107963126 B CN 107963126B CN 201610913242 A CN201610913242 A CN 201610913242A CN 107963126 B CN107963126 B CN 107963126B
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vehicle
deviation
formula
angle
front wheel
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CN107963126A (en
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冯江华
许峻峰
李晓光
袁希文
蒋小晴
肖磊
彭京
刘小聪
张陈林
朱田
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CRRC Zhuzhou Institute Co Ltd
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    • BPERFORMING OPERATIONS; TRANSPORTING
    • B62LAND VEHICLES FOR TRAVELLING OTHERWISE THAN ON RAILS
    • B62DMOTOR VEHICLES; TRAILERS
    • B62D15/00Steering not otherwise provided for
    • B62D15/02Steering position indicators ; Steering position determination; Steering aids
    • B62D15/025Active steering aids, e.g. helping the driver by actively influencing the steering system after environment evaluation
    • BPERFORMING OPERATIONS; TRANSPORTING
    • B62LAND VEHICLES FOR TRAVELLING OTHERWISE THAN ON RAILS
    • B62DMOTOR VEHICLES; TRAILERS
    • B62D1/00Steering controls, i.e. means for initiating a change of direction of the vehicle
    • B62D1/24Steering controls, i.e. means for initiating a change of direction of the vehicle not vehicle-mounted
    • B62D1/28Steering controls, i.e. means for initiating a change of direction of the vehicle not vehicle-mounted non-mechanical, e.g. following a line or other known markers
    • GPHYSICS
    • G05CONTROLLING; REGULATING
    • G05DSYSTEMS FOR CONTROLLING OR REGULATING NON-ELECTRIC VARIABLES
    • G05D1/00Control of position, course or altitude of land, water, air, or space vehicles, e.g. automatic pilot
    • G05D1/02Control of position or course in two dimensions
    • G05D1/021Control of position or course in two dimensions specially adapted to land vehicles

Abstract

The invention discloses a large-curvature automatic driving steering control method for a multi-axle steering vehicle, which comprises the following steps: s1, acquiring the transverse deviation Y of a vehicle at the current positione(t) and first heading angle deviation
Figure DDA0001134083680000011
Calculating the transverse deviation Y (t) and the second course angle deviation e (l, t) of the vehicle at the preset pre-aiming point position; s2, calculating an estimation quantity delta of a front wheel corner of the vehiclef(ii) a S3, estimating quantity delta of the front wheel cornerfCalculating a vehicle course input deviation e' for the feedback of the second course angle deviation e (l, t); and S4, calculating an expected front wheel steering angle u of the vehicle according to the input deviation e', and controlling the vehicle to steer. The invention has the advantages that the front wheel turning angle is used as the feedback course of the decision controller, so that the 'wheel return' strategy adopted by a driver when manual driving passes through a sharp turning path is simulated, the control performance of a controlled vehicle is better than that of a conventional control method when the controlled vehicle turns with a large curvature radius, and the advantage is more obvious along with the increase of deviation.

Description

Large-curvature automatic driving steering control method for multi-axle steering vehicle
Technical Field
The invention relates to the field of multi-axle steering vehicle control, in particular to a large-curvature automatic driving steering control method for a multi-axle steering vehicle.
Background
The multi-axle steering rubber-tyred train features that it is trackless, shares right of way with traditional car, no longer runs along fixed track, and tracks the ground mark line (virtual track). The special electric power system has the advantages of flexible bus running and low construction and maintenance cost, has the advantage of high transportation capacity, and overcomes the defects that infrastructure construction and vehicle acquisition cost are high for subways, light rails, trams and the like, and special electric power system and rail matching design are needed.
An intelligent driving auxiliary system based on monocular vision of rubber-tyred train through drawing ground identification line reference path information, realizes the virtual trajectory line of vehicle automatic tracking central authorities, as shown in figure 1, can be better alleviate driver's fatigue, guarantee vehicle driving safety. However, the minimum designed turning radius of the rubber wheel train is only 15m, so that the tracking task of completing a complex path (such as a road with a large curvature and a sharp turn) is a key index for measuring the tracking performance of the rubber wheel train path, and the rubber wheel train path tracking method is often unsatisfactory in tracking the complex road with a sharp turn and a large turn in a control algorithm with good tracking performance on a straight road.
Disclosure of Invention
The technical problem to be solved by the invention is as follows: aiming at the technical problems in the prior art, the invention provides the large-curvature automatic driving steering control method for the multi-axle steering vehicle, which utilizes the absolute direction of the corner of the front wheel as the feedback course of the decision controller, thereby simulating the 'wheel return' strategy adopted by a driver when the vehicle is driven by a person to pass through a sharp turning path, so that the control performance of the controlled vehicle is better than that of the conventional control method when the vehicle turns with a large curvature radius, and the more obvious superiority is along with the increase of deviation.
In order to solve the technical problems, the technical scheme provided by the invention is as follows: a large-curvature automatic driving steering control method for a multi-axle steering vehicle comprises the following steps:
s1, acquiring the transverse deviation Y of a vehicle at the current positione(t) and first heading angle deviation
Figure BDA0001134083660000011
Calculating the transverse deviation Y (t) and the second course angle deviation e (l, t) of the vehicle at the preset pre-aiming point position;
s2, calculating the estimation quantity of the front wheel corner of the vehicle
Figure BDA0001134083660000012
S3, estimating quantity of the front wheel corner
Figure BDA0001134083660000013
Calculating a vehicle course input deviation e' for the feedback of the second course angle deviation e (l, t);
and S4, calculating an expected front wheel steering angle u of the vehicle according to the input deviation e', and controlling the vehicle to steer.
As a further improvement of the present invention, the step S1 is a step of detecting a lateral deviation Y of the vehicle at the current positione(t) and first heading angle deviation
Figure BDA0001134083660000021
Are directly obtained by a lane line identification module of the vehicle.
As a further improvement of the invention, in the step S1, the lateral deviation Y (t) of the vehicle at the preset pre-aiming point position is calculated and determined according to the formula shown in the formula (1),
Figure BDA0001134083660000022
formula (A), (B) and1) wherein Y (l, t) is the lateral deviation of the vehicle at the preset pre-aiming point position, and Y ise(t) is the lateral deviation of the vehicle at the current position, l is the pre-line distance,
Figure BDA0001134083660000023
and p is the first course angle deviation, the road curvature directly determined by the lane line identification module, U is the longitudinal speed of the vehicle determined by the vehicle speed sensor, and t is time.
As a further improvement of the invention, the second heading angle deviation e (l, t) is calculated and determined according to the formula shown in the formula (2),
Figure BDA0001134083660000024
in the formula (2), e (l, t) is the second course angle deviation, Y (l, t) is the transverse deviation of the vehicle at the preset pre-aiming point position, and Ye(t) is the lateral deviation of the vehicle at the current position, l is the pre-line distance,
Figure BDA0001134083660000025
and p is the first course angle deviation, the road curvature directly determined by the lane line identification module, U is the longitudinal speed of the vehicle determined by the vehicle speed sensor, and t is time.
As a further improvement of the present invention, the estimation amount of the front wheel rotation angle of the vehicle in said step S2
Figure BDA0001134083660000026
Is determined by calculation through a formula shown in formula (3),
Figure BDA0001134083660000027
in the formula (3), the reaction mixture is,
Figure BDA0001134083660000028
is the estimation quantity of the front wheel rotation angle of the vehicle, delta theta is the variation quantity of the actual course angle of the vehicle in a sampling period, a is the distance between the predetermined mass center of the vehicle and the front axle of the vehicle, and b isThe method comprises the steps of determining the distance from the mass center of a vehicle to the front axle of the vehicle in advance, U being the longitudinal speed of the vehicle, T being a predetermined sampling period, m being the predetermined total mass of a first carriage, and ayFor lateral acceleration, CαfFor a predetermined sidewall deflection stiffness, C, of the vehicle front axle wheelαrFor a predetermined vehicle front axle tire sidewall stiffness.
As a further improvement of the present invention,
the formula (3) is derived from formulas shown in formula (4) and formula (5),
Figure BDA0001134083660000031
in the formula (4), R is the motion radius of the vehicle, a is the distance between the mass center of the vehicle and the front axle of the vehicle, b is the distance between the mass center of the vehicle and the front axle of the vehicle,
Figure BDA0001134083660000032
an estimate of the angle of rotation of the front wheels, αfFront axle tire sidewall deviation angle, αrIs the rear axle tire sidewall deflection angle, ayIs lateral acceleration, m is the total vehicle mass of the first section of carriage, CαfFor a predetermined sidewall deflection stiffness, C, of the vehicle front axle wheelαrA predetermined vehicle front axle tire sidewall deflection stiffness;
Δθ=UT/R (5)
in the formula (5), Δ θ is the variation of the actual heading angle of the vehicle in the sampling period, U is the longitudinal speed of the vehicle, T is the sampling period, and R is the movement radius of the vehicle.
As a further improvement of the invention, the vehicle heading input deviation e' in the step S3 is obtained by calculation through a formula shown in formula (6),
Figure BDA0001134083660000033
in the formula (6), e' is the input deviation of the vehicle heading, e is the second heading angle deviation,
Figure BDA0001134083660000034
is an estimate of the front wheel angle of the vehicle.
As a further improvement of the present invention, the specific steps of step S4 include: the front wheel steering angle control increment Deltau of the vehicle is obtained through calculation by the formula shown in the formula (7),
Figure BDA0001134083660000035
in equation (7), Δ u is the front wheel steering angle control increment, u (K) is the desired front wheel steering angle control amount at the K-th sampling time (K is 0,1,2, …), and K ispIs a predetermined proportionality coefficient, KiIs a predetermined integral coefficient, KdE' (k) is a heading input deviation of a k (k is 0,1,2, …) th sampling moment, and is a preset differential coefficient;
and calculating a desired front wheel steering angle u of the vehicle through the front wheel steering angle control increment delta u of the vehicle, and controlling the vehicle to steer at the desired front wheel steering angle u of the vehicle.
Compared with the prior art, the invention has the advantages that: the invention utilizes the absolute direction of the front wheel corner as the feedback course of the decision controller instead of the vehicle course, thereby simulating the 'wheel return' strategy adopted by a driver when manually driving through a sharp turning path, so that the control performance of the controlled vehicle is better than that of the conventional control method when the controlled vehicle turns with a large curvature radius, and the superiority is more obvious along with the increase of deviation.
Drawings
FIG. 1 is a schematic view of an autonomous vehicle having a visually identifiable central virtual trajectory line in accordance with the present invention.
FIG. 2 is a schematic flow chart of an embodiment of the present invention.
Fig. 3 is a schematic diagram of the front wheel steering angle feedback control principle according to the embodiment of the present invention.
FIG. 4 is a schematic view of a vehicle-road geometry relationship and a camera view image plane according to an embodiment of the present invention.
Fig. 5 is a schematic diagram of a two-degree-of-freedom front wheel steering angle estimation model of a first section of vehicle according to an embodiment of the invention.
FIG. 6 is a schematic diagram of the control result trajectory following according to the embodiment of the present invention.
Detailed Description
The invention is further described below with reference to the drawings and specific preferred embodiments of the description, without thereby limiting the scope of protection of the invention.
As shown in fig. 1, the rubber-tyred train applied in this embodiment has an intelligent driving assistance system based on monocular vision, and automatically acquires corresponding steering parameters by extracting the ground identification line reference path information, so as to realize automatic tracking of the central virtual trajectory line of the vehicle, and perform automatic driving.
As shown in fig. 2, the method for controlling the large-curvature automatic driving steering of the multi-axle steering vehicle of the embodiment includes the following steps: s1, acquiring the transverse deviation Y of a vehicle at the current positione(t) and first heading angle deviation
Figure BDA0001134083660000041
Calculating the transverse deviation Y (t) and the second course angle deviation e (l, t) of the vehicle at the preset pre-aiming point position; s2, calculating the estimation quantity of the front wheel corner of the vehicle
Figure BDA0001134083660000042
S3, estimating quantity of front wheel corner
Figure BDA0001134083660000043
Calculating a vehicle course input deviation e' for feedback of the second course angle deviation e (l, t); and S4, calculating the expected front wheel steering angle u of the vehicle according to the input deviation e', and controlling the vehicle to steer. In the present embodiment, as shown in fig. 2, the lateral deviation Y of the current positione(t) is the transverse distance between the center of the front axle of the vehicle at the current position and the center of the central lane line, and the transverse deviation Y (t) at the preset pre-aiming point position is the transverse distance between the center of the front axle of the vehicle at the pre-aiming point and the central lane line, and the first course angle deviation
Figure BDA0001134083660000044
As a clamp between the heading and the longitudinal direction (X-axis) of the vehicleAnd the second course angle deviation e (l, t) is an included angle between a connecting line between the current position of the vehicle and the pre-aiming point and the longitudinal direction (X axis).
As shown in fig. 3, in the prior art control technique, using only the actual heading of the vehicle as feedback, the heading input bias of the decision controller can be understood as e- θd- θ, e is the second heading angle deviation, θdAnd theta is the actual heading angle of the vehicle. In the solution of the present embodiment, the estimation of the front wheel rotation angle of the vehicle is also used at the same time
Figure BDA0001134083660000045
As a feedback quantity of the decision controller, the input deviation e' of the decision controller is expressed as
Figure BDA0001134083660000046
Namely, the form shown in the formula (6).
In the present embodiment, the lateral deviation Y of the vehicle at the current position in step S1e(t) and first heading angle deviation
Figure BDA0001134083660000051
Are directly obtained by a lane line identification module of the vehicle. In step S1, the lateral deviation y (t) of the vehicle at the preset home position is calculated and determined according to the formula shown in formula (1),
Figure BDA0001134083660000052
in the formula (1), Y (l, t) is the transverse deviation of the vehicle at the preset pre-aiming point position, and Ye(t) is the lateral deviation of the current position, l is the pre-aiming distance,
Figure BDA0001134083660000053
and p is the first course angle deviation, the road curvature directly determined by the lane line identification module, U is the longitudinal speed of the vehicle determined by the vehicle speed sensor, and t is time. In this embodiment, the pre-aiming distance l may be directly obtained by the lane line identification module.
The second course angle deviation e (l, t) is calculated and determined according to the formula shown in the formula (2),
Figure BDA0001134083660000054
in the formula (2), e (l, t) is the second course angle deviation, Y (l, t) is the transverse deviation of the vehicle at the preset pre-aiming point position, and Ye(t) is the lateral deviation of the current position, l is the pre-aiming distance,
Figure BDA0001134083660000055
and p is the first course angle deviation, the road curvature directly determined by the lane line identification module, U is the longitudinal speed of the vehicle determined by the vehicle speed sensor, and t is time.
As shown in fig. 4, the geometric relationship between the vehicle and the lane line and the image plane of the camera view are described, where l is the pre-aiming distance, and the lateral deviation Y of the vehicle at the current position can be directly obtained by the calculation of the lane line recognition modulee(t) and first heading angle deviation
Figure BDA0001134083660000056
Lateral deviation Y of current positione(t) is the deviation of the center of the front axle of the vehicle from the center of the center lane line.
And the transverse deviation between the preview point and the lane line is shown as the formula (8), namely
Figure BDA0001134083660000057
In equation (7), Y (l, t) is the lateral deviation of the vehicle at the preset home position, wherein,
Figure BDA0001134083660000058
is the lateral deviation caused by the deviation of the lateral distance of the vehicle from the lane line and the vehicle heading angle,
Figure BDA0001134083660000059
the amount of lateral displacement variation caused by the curvature of the road. l is the pre-aiming distance, Ye(t) is the lateral deviation of the current position, which is directly obtained by the lane line identification module,
Figure BDA00011340836600000510
and directly obtaining the first course angle deviation through a lane line identification module, wherein rho is the road curvature directly determined by the lane line identification module, S is the arc length determined in the lane line identification module, and t is time.
Figure BDA00011340836600000511
Integrating based on S coordinate system of road surface curve, converting it into integrating based on XY coordinate system of vehicle to obtain
Figure BDA00011340836600000512
The first integration of the curvature ρ (X, t) of the curve to obtain the slope of the curve and the first integration of the slope of the curve to obtain the offset distance, and thus the first integration of YcAnd (l, t) performing twice integration to obtain the transverse deviation of the aiming part caused by the curvature of the road.
Let ρ (X, t) be KX, where K is the coefficient of curvature change, by assuming that the road curvature changes linearly, and hence
Figure BDA0001134083660000061
The formula (8) can be simplified to the form shown in the formula (9),
Figure BDA0001134083660000062
the parameters in formula (9) are defined as in formula (8). U is the vehicle longitudinal speed determined by the vehicle speed sensor.
Assuming that the vehicle always follows the lane line, equation (9) can be converted into the form shown in equation (10),
Figure BDA0001134083660000063
accordingly, according to the triangular relationship in the triangle shown in fig. 4, the second heading angle deviation shown in the formula (2) can be obtained.
In the present embodiment, the estimation amount of the front wheel rotation angle of the vehicle in step S2
Figure BDA0001134083660000064
Is determined by calculation through a formula shown in formula (3),
Figure BDA0001134083660000065
in the formula (3), the reaction mixture is,
Figure BDA0001134083660000066
the method comprises the steps of obtaining an estimation quantity of a front wheel rotating angle of a vehicle, obtaining delta theta as a variation quantity of an actual course angle of the vehicle in a sampling period, obtaining a distance from a predetermined vehicle mass center to a vehicle front shaft, obtaining b distance from the predetermined vehicle mass center to the vehicle front shaft, obtaining U longitudinal vehicle speed of the vehicle, obtaining T predetermined sampling period, obtaining m predetermined first total vehicle weight of a compartment, and obtaining ayFor lateral acceleration, CαfFor a predetermined sidewall deflection stiffness, C, of the vehicle front axle wheelαrFor a predetermined vehicle front axle tire sidewall stiffness. In the embodiment, the predetermined sampling period T is the sampling period of the controller of the vehicle, the longitudinal speed U of the vehicle can be measured by the wheel speed sensor, and the lateral acceleration ayCan be directly measured by a gyroscope of the train, and
Figure BDA0001134083660000067
as shown in fig. 5, in the present embodiment, the formula (3) is derived from the formulas shown in the formula (4) and the formula (5),
Figure BDA0001134083660000071
in the formula (4), R is the motion radius of the vehicle, a is the distance between the mass center of the vehicle and the front axle of the vehicle, b is the distance between the mass center of the vehicle and the front axle of the vehicle,
Figure BDA0001134083660000072
an estimate of the angle of rotation of the front wheels, αfFront axle tire sidewall deviation angle, αrIs the rear axle tire sidewall deflection angle, ayIs lateral acceleration, m is the total vehicle mass of the first section of carriage, CαfFor a predetermined sidewall deflection stiffness, C, of the vehicle front axle wheelαrFor a predetermined vehicle front axle tire sidewall stiffness.
Δθ=UT/R (5)
In the formula (5), Δ θ is the variation of the actual heading angle of the vehicle in the sampling period, U is the longitudinal speed of the vehicle, T is the sampling period, and R is the movement radius of the vehicle.
The formula (4) is substituted for the formula (5), so that the variation delta theta of the actual course angle of the vehicle in the sampling period can be obtained as shown in the formula (11),
Figure BDA0001134083660000073
the definition of each parameter in the formula (11) is the same as that in the formulas (4) and (5).
The front wheel rotation angle estimation quantity shown in the formula (3) can be determined by carrying out deformation through the formula (11)
Figure BDA0001134083660000074
The form is represented.
If the course value of the automatic driving vehicle in the current control period (sampling period) is set as theta (k) and the course value of the previous period is set as theta (k-1), the variation delta theta of the actual course angle of the vehicle in the control period can be determined as shown in the formula (12),
Δθ=θ(k)-θ(k-1) (12)
through the calculation, the front axle wheel rotation angle can be determined only by knowing the actual vehicle heading angle theta (k) in the current control period, the actual vehicle heading angle theta (k-1) in the last control period, the longitudinal speed U of the vehicle, the predetermined distance a from the vehicle center of mass to the front axle of the vehicle and the predetermined distance b from the vehicle center of mass to the front axle of the vehicle.
In the present embodiment, the vehicle heading input deviation e' in step S3 is calculated by the formula shown in formula (6),
Figure BDA0001134083660000075
in the formula (6), e' is the input deviation of the vehicle heading, e is the second heading angle deviation,
Figure BDA0001134083660000081
is an estimate of the front wheel angle of the vehicle.
In the embodiment, after the input deviation e' of the decision controller is calculated and determined, the control increment Deltau of the front wheel steering angle of the vehicle can be calculated and obtained by the formula shown in the formula (7) by adopting the increment PID algorithm,
Figure BDA0001134083660000082
in equation (7), Δ u is the front wheel steering angle control increment, u (K) is the desired front wheel steering angle control amount at the K-th sampling time (K is 0,1,2, …), and K ispIs a predetermined proportionality coefficient, KiIs a predetermined integral coefficient, KdE' (k) is a heading input deviation of a k (k is 0,1,2, …) th sampling moment, and is a preset differential coefficient; and calculating a desired front wheel steering angle u of the vehicle through the front wheel steering angle control increment delta u of the vehicle, and controlling the vehicle to steer at the desired front wheel steering angle u of the vehicle.
Since Δ u (k) -u (k-1) and u (k-1) are known front wheel steering angle control quantities of the previous control period, the required desired front wheel steering angle u (k) of the vehicle CAN be determined by u (k) - Δ u + u (k-1), and the desired front wheel steering angle u (k) is transmitted to the steer-by-wire system through the CAN bus for execution, so that the steering of the vehicle is controlled.
In the embodiment, the absolute direction of the front wheel rotation angle is used as the feedback course of the decision controller, rather than the vehicle course, so as to simulate the 'wheel return' strategy adopted by a driver when manually driving through a sharp turning path, so that the controlled vehicle has better control performance than the conventional control method when turning with a large curvature radius, and the superiority is more obvious along with the increase of deviation. The traveling locus of the vehicle is shown in fig. 6.
The foregoing is considered as illustrative of the preferred embodiments of the invention and is not to be construed as limiting the invention in any way. Although the present invention has been described with reference to the preferred embodiments, it is not intended to be limited thereto. Therefore, any simple modification, equivalent change and modification made to the above embodiments according to the technical spirit of the present invention should fall within the protection scope of the technical scheme of the present invention, unless the technical spirit of the present invention departs from the content of the technical scheme of the present invention.

Claims (7)

1. A large-curvature automatic driving steering control method for a multi-axle steering vehicle is characterized by comprising the following steps:
s1, acquiring the transverse deviation Y of a vehicle at the current positione(t) and first heading angle deviation
Figure FDA0002205771210000011
Calculating the transverse deviation Y (t) and the second course angle deviation e (l, t) of the vehicle at the preset pre-aiming point position;
s2, calculating the estimation quantity of the front wheel corner of the vehicle
Figure FDA0002205771210000012
S3, estimating quantity of the front wheel corner
Figure FDA0002205771210000013
Calculating a vehicle course input deviation e' for the feedback of the second course angle deviation e (l, t);
s4, calculating an expected front wheel steering angle u of the vehicle according to the input deviation e' and controlling the vehicle to steer;
the lateral deviation y (t) of the vehicle at the preset home position in the step S1 is calculated and determined according to the formula shown in formula (1),
Figure FDA0002205771210000014
in the formula (1), Y (l, t) is the transverse deviation of the vehicle at the preset pre-aiming point position, and Ye(t) is the lateral deviation of the vehicle at the current position, l is the pre-line distance,
Figure FDA0002205771210000015
and p is the first course angle deviation, the road curvature directly determined by the lane line identification module, U is the longitudinal speed of the vehicle determined by the vehicle speed sensor, and t is time.
2. The large curvature automatic driving steering control method for a multi-axle steering vehicle according to claim 1, characterized in that: the lateral deviation Y of the vehicle at the current position in the step S1e(t) and first heading angle deviation
Figure FDA0002205771210000016
Are directly obtained by a lane line identification module of the vehicle.
3. The large curvature automatic driving steering control method for a multi-axle steering vehicle according to claim 2, characterized in that: the second course angle deviation e (l, t) is calculated and determined according to a formula shown in a formula (2),
Figure FDA0002205771210000017
in the formula (2), e (l, t) is the second course angle deviation, Y (l, t) is the transverse deviation of the vehicle at the preset pre-aiming point position, and Ye(t) is the lateral deviation of the vehicle at the current position, l is the pre-line distance,
Figure FDA0002205771210000018
and p is the first course angle deviation, the road curvature directly determined by the lane line identification module, U is the longitudinal speed of the vehicle determined by the vehicle speed sensor, and t is time.
4. Multi-axle steering vehicle according to any of claims 1 to 3The large-curvature automatic driving steering control method is characterized by comprising the following steps: the estimation amount of the front wheel rotation angle of the vehicle in said step S2
Figure FDA0002205771210000019
Is determined by calculation through a formula shown in formula (3),
Figure FDA00022057712100000110
in the formula (3), the reaction mixture is,
Figure FDA00022057712100000111
the method comprises the steps of obtaining an estimation quantity of a front wheel rotating angle of a vehicle, obtaining delta theta as a variation quantity of an actual course angle of the vehicle in a sampling period, obtaining a distance from a predetermined vehicle mass center to a vehicle front shaft, obtaining b distance from the predetermined vehicle mass center to the vehicle front shaft, obtaining U longitudinal vehicle speed of the vehicle, obtaining T predetermined sampling period, obtaining m predetermined first total vehicle weight of a compartment, and obtaining ayFor lateral acceleration, CαfFor a predetermined sidewall deflection stiffness, C, of the vehicle front axle wheelαrFor a predetermined vehicle front axle tire sidewall stiffness.
5. The large curvature autopilot steering control method for a multi-axle steered vehicle as defined in claim 4, characterized in that: the formula (3) is derived from formulas shown in formula (4) and formula (5),
Figure FDA0002205771210000021
in the formula (4), R is the motion radius of the vehicle, a is the distance between the mass center of the vehicle and the front axle of the vehicle, b is the distance between the mass center of the vehicle and the front axle of the vehicle,
Figure FDA0002205771210000022
an estimate of the angle of rotation of the front wheels, αfFront axle tire sidewall deviation angle, αrIs the rear axle tire sidewall deflection angle, ayIs in a lateral directionAcceleration, m is the total vehicle mass of the first section of the carriage, CαfFor a predetermined sidewall deflection stiffness, C, of the vehicle front axle wheelαrA predetermined vehicle front axle tire sidewall deflection stiffness;
Δθ=UT/R (5)
in the formula (5), Δ θ is the variation of the actual heading angle of the vehicle in the sampling period, U is the longitudinal speed of the vehicle, T is the sampling period, and R is the movement radius of the vehicle.
6. The large curvature autopilot steering control method for a multi-axle steered vehicle as defined in claim 5, characterized in that: the vehicle heading input deviation e' in the step S3 is calculated by the formula shown in formula (6),
Figure FDA0002205771210000023
in the formula (6), e' is the input deviation of the vehicle heading, e is the second heading angle deviation,
Figure FDA0002205771210000024
is an estimate of the front wheel angle of the vehicle.
7. The large curvature autopilot steering control method for a multi-axle steered vehicle as defined in claim 6, characterized in that: the specific steps of step S4 include: the front wheel steering angle control increment Deltau of the vehicle is obtained through calculation by the formula shown in the formula (7),
Figure FDA0002205771210000025
in equation (7), Δ u is the front wheel steering angle control increment, u (K) is the desired front wheel steering angle control amount at the K-th sampling time (K is 0,1,2, …), and K ispIs a predetermined proportionality coefficient, KiIs a predetermined integral coefficient, KdE' (k) is a heading input deviation of a k (k is 0,1,2, …) th sampling moment, and is a preset differential coefficient;
and calculating a desired front wheel steering angle u of the vehicle through the front wheel steering angle control increment delta u of the vehicle, and controlling the vehicle to steer at the desired front wheel steering angle u of the vehicle.
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