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CN120368999B - Intelligent light truck path planning method - Google Patents

Intelligent light truck path planning method

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Publication number
CN120368999B
CN120368999BCN202510855435.2ACN202510855435ACN120368999BCN 120368999 BCN120368999 BCN 120368999BCN 202510855435 ACN202510855435 ACN 202510855435ACN 120368999 BCN120368999 BCN 120368999B
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evaluation function
algorithm
distance
light truck
dynamic window
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CN120368999A (en
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陈齐平
李德良
刘雪丽
陈小刚
徐蝉
胡建平
吴朋谦
吴昊
梁成成
艾田付
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East China Jiaotong University
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East China Jiaotong University
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Abstract

Translated fromChinese

一种智能轻型卡车路径规划方法,包括:搭建用于的轻型卡车的多种道路避障场景,获取道路避障场景中起点、终点和障碍物的位置点坐标;在动态窗口算法中引入目标距离评价函数、车头距离评价函数、曲率评价函数,得到一次改进的动态窗口算法;采用权重值全局自适应调节策略对一次改进的动态窗口算法的权重值进行动态调节,得到二次改进的动态窗口算法;采用改进的人工旅鼠优化算法对二次改进的动态窗口算法中的路径方差进行寻优处理,得到三次改进的动态窗口算法;基于起点、终点和障碍物的位置点坐标,采用三次改进的动态窗口算法,进行轻型卡车的路径规划,得到避障路径。本发明能够提升规划轨迹平滑度,提升路径规划性能。

A smart light truck path planning method includes: building multiple road obstacle avoidance scenarios for light trucks, obtaining the coordinates of the starting point, end point, and obstacle locations in the road obstacle avoidance scenarios; introducing a target distance evaluation function, a headway evaluation function, and a curvature evaluation function into a dynamic window algorithm to obtain a primary-improved dynamic window algorithm; dynamically adjusting the weights of the primary-improved dynamic window algorithm using a global adaptive weight value adjustment strategy to obtain a secondary-improved dynamic window algorithm; optimizing the path variance in the secondary-improved dynamic window algorithm using an improved artificial lemming optimization algorithm to obtain a tertiary-improved dynamic window algorithm; and performing path planning for the light truck using the tertiary-improved dynamic window algorithm based on the coordinates of the starting point, end point, and obstacle locations to obtain an obstacle avoidance path. The present invention can improve the smoothness of the planned trajectory and enhance path planning performance.

Description

Intelligent light truck path planning method
Technical Field
The invention relates to the technical field of intelligent automobiles, in particular to an intelligent light truck path planning method.
Background
Intelligent car path planning is a series of leading edge technologies based on perception, decision, planning, control and the like, and along with the development of car intellectualization, the intellectualization of light trucks is also becoming popular. The path planning is to generate an optimal path for a driving tool in a certain road environment, wherein the optimal path can smoothly reach an end point from a start point, and the optimal path needs to meet the following conditions of shortest distance, shortest time, lowest energy consumption, effective obstacle avoidance and the like.
The traditional path planning algorithm mainly comprises an artificial potential field algorithm, a Dynamic Window Algorithm (DWA), an A-x algorithm, a Dijkstra algorithm and the like, wherein the dynamic window algorithm is widely applied to an automobile path planning algorithm due to the advantages of wide application range, simplicity in application, high instantaneity and the like. However, the conventional dynamic window algorithm has insufficient track smoothness in the obstacle avoidance scene, and is easy to sink into local optimum in the obstacle-dense area. In addition, the conventional dynamic window algorithm is not designed for the driving characteristics of the light truck, and for the light truck, an obstacle avoidance strategy of the light truck needs to be considered and adjusted, for example, a longer obstacle avoidance distance is needed, and for a long body of the light truck, smoothness and continuity of a planned path also need to be ensured.
Disclosure of Invention
In view of the above, the invention provides an intelligent light truck path planning method to solve the problems that in the prior art, the track smoothness is insufficient in an obstacle avoidance scene, local optimum is easily trapped in an obstacle-dense area, and the driving characteristics of the light truck are not designed.
An intelligent light truck path planning method, comprising:
step S1, constructing various road obstacle avoidance scenes of the light truck, and acquiring the coordinates of a starting point, a terminal point and the position point of an obstacle in the road obstacle avoidance scenes;
Step S2, introducing a target distance evaluation function, a headstock distance evaluation function and a curvature evaluation function into a dynamic window algorithm to obtain a one-time improved dynamic window algorithm;
Step S3, dynamically adjusting the weight value of the primary improved dynamic window algorithm by adopting a weight value global self-adaptive adjustment strategy to obtain a secondary improved dynamic window algorithm;
S4, adopting an improved artificial lemming optimization algorithm to optimize path variances in a secondary improved dynamic window algorithm to obtain a tertiary improved dynamic window algorithm, wherein the improved artificial lemming optimization algorithm is based on an artificial lemming optimization algorithm, introducing an encircling prey mechanism in a whale algorithm to improve a foraging model of the artificial lemming algorithm, and introducing an exploring prey mechanism in the whale algorithm to improve a migration model of the artificial lemming algorithm;
And S5, carrying out path planning of the light truck by adopting a three-time improved dynamic window algorithm based on the starting point, the finishing point and the position point coordinates of the obstacle in the road obstacle avoidance scene, and obtaining an obstacle avoidance path.
The intelligent light truck path planning method provided by the invention has the following beneficial effects:
(1) According to the invention, the evaluation function is improved on the basis of the traditional dynamic window algorithm, the target distance evaluation function, the head distance evaluation function and the curvature evaluation function are added, and the weight value of the dynamic window algorithm which is improved at one time is dynamically adjusted by adopting the weight value global self-adaptive adjustment strategy, so that the problems that the traditional dynamic window algorithm is insufficient in track smoothness in an obstacle scene and easily falls into local optimum in an obstacle dense area are effectively solved, and the obstacle avoidance efficiency can be improved. In addition, when the target distance evaluation function, the head distance evaluation function and the curvature evaluation function are designed, the adjustment can be carried out aiming at the light truck, the longer obstacle avoidance distance is set, and the smoothness and the continuity of a planned path are realized aiming at the long body of the light truck.
(2) In order to adapt to multiple complex obstacle scenes and improve the global exploration and local optimizing capacity of a dynamic window algorithm, an improved artificial lemming optimization algorithm is adopted to optimize the path variance in a secondary improved dynamic window algorithm, so that the safety and reliability of path planning can be improved.
Drawings
FIG. 1 is a flow chart of an intelligent pickup truck path planning method provided by an embodiment of the present invention;
FIG. 2 is a graph comparing the obstacle avoidance effect of the present invention with that of the conventional DWA algorithm in scenario 1;
Fig. 3 is a graph comparing the obstacle avoidance effect of the present invention with that of the conventional DWA algorithm in scenario 2.
Detailed Description
Embodiments of the present invention are described in detail below, examples of which are illustrated in the accompanying drawings, wherein like or similar reference numerals refer to like or similar elements or elements having like or similar functions throughout. The embodiments described below by referring to the drawings are exemplary and intended to illustrate embodiments of the invention and should not be construed as limiting the invention.
Referring to fig. 1, an embodiment of the present invention provides an intelligent light truck path planning method, which includes steps S1 to S5:
step S1, constructing various road obstacle avoidance scenes of the light truck, and acquiring the coordinates of a starting point, an ending point and the position point of an obstacle in the road obstacle avoidance scenes.
And S2, introducing a target distance evaluation function, a headstock distance evaluation function and a curvature evaluation function into the dynamic window algorithm to obtain a one-time improved dynamic window algorithm.
The expression of the target distance evaluation function is as follows:
;
Wherein, theFor the euclidean distance between the current point and the target point,AndThe x-axis coordinate and the y-axis coordinate of the last point in the travel track,AndThe x-axis coordinates and the y-axis coordinates of the target point, respectively.
The expression of the head distance evaluation function is:
;
Wherein, theIndicating the minimum distance of the vehicle head,The representation takes the minimum value of the value,Is the parallelogram distance between the left end of the vehicle head and the obstacle,Is the parallelogram distance between the right end of the vehicle head and the obstacle.
The curvature evaluation function is expressed as:
;
;
;
Wherein, theThe curvature evaluation value is represented by a graph,Is the first in the driving trackThe curvature of the individual points is such that,Is the average value of the curvature and,For the total number of points in the driving trajectory,Is the direction angle variation of adjacent line segments in the running track,AndA first direction angle and a second direction angle of adjacent line segments in the running track respectively,In order to provide for the time interval of time,Representing the remainder operation.
In the head distance evaluation function, the following formula is satisfied:
;
;
;
;
;
;
Wherein, theAndThe x-axis coordinates and the y-axis coordinates of the obstacle,AndRespectively an x-axis coordinate and a y-axis coordinate of the left end of the headstock,AndRespectively an x-axis coordinate and a y-axis coordinate of the right end of the headstock,Vehicle width for light trucks, e.g.Is the number of the particles to be used for the liquid crystal display,For wheelbases of light trucks, e.g.Is the number of the particles to be used for the liquid crystal display,AndRespectively the x-axis and y-axis coordinates of the light truck,Indicating the heading angle of the light truck.
And S3, dynamically adjusting the weight value of the primary improved dynamic window algorithm by adopting a weight value global self-adaptive adjustment strategy to obtain a secondary improved dynamic window algorithm.
The expression of the weight value global self-adaptive regulation strategy is as follows:
;
;
;
;
;
;
Wherein, theFor the weight value of the target distance evaluation function after the self-adaptation adjustment,For the weight value of the head distance evaluation function after self-adaptive adjustment,For the weight value of the curvature evaluation function after the self-adaptation adjustment,For the weight value of the target distance evaluation function before the adaptive adjustment,For the weight value of the head distance evaluation function before the self-adaptive adjustment,For the weight value of the curvature evaluation function before the adaptive adjustment,In order to control the parameters of the device,As a function of the first adjustment function,As a function of the second adjustment function,As a function of the third adjustment function,Is the real-time speed of the light truck,Is the highest speed of the light truck,For real-time loading of light trucks,Is the maximum load of the light truck.
Wherein, the total evaluation function of the dynamic window algorithm with the second improvementThe expression of (2) is:
;
Wherein, theIs the orientation evaluation function of the orientation of the object,Is an obstacle distance evaluation function,Is a function of the speed evaluation and,In order to orient the weight value of the evaluation function,For the weight value of the obstacle distance evaluation function,The weight value of the speed evaluation function.
And S4, optimizing path variances in the secondary improved dynamic window algorithm by adopting an improved artificial lemming optimization algorithm to obtain a tertiary improved dynamic window algorithm, wherein the improved artificial lemming optimization algorithm is that a surrounding prey mechanism in a whale algorithm is introduced to improve a foraging model of the artificial lemming algorithm on the basis of an artificial lemming optimization algorithm, and a searching prey mechanism in the whale algorithm is introduced to improve a migration model of the artificial lemming algorithm.
Wherein, the foraging model of the improved artificial lemming algorithm satisfies the following formula:
;
;
;
Wherein, theIs the first in foraging modelIndividual lemming at the firstThe position at the time of the iteration,In foraging modelThe position of the optimal solution in the next iteration; Coefficient vectors, which are foraging models, for controlling behavior surrounding a prey; Distance between whale and prey in foraging model; for a linearly decreasing coefficient, linearly decreasing from 1 to 0 as the number of iterations increases; is a random number, and ranges between [0,1 ]; Is the first in foraging modelIndividual lemming at the firstThe position at the time of the iteration.
Aiming at a migration model, a hunting mechanism in a whale algorithm is introduced, so that lemming individuals not only consider self migration behaviors during migration, but also randomly select one individual as a target by referring to a whale hunting mode, and move towards the target. The migration model of the improved artificial lemming algorithm satisfies the following equation:
;
;
Wherein, theIs the first migration modelIndividual lemming at the firstThe position at the time of the iteration,Is the location of the individual selected at random,Is a coefficient vector of the migration model,For the distance between whale and prey in the migration model,Is the first migration modelIndividual lemming at the firstThe position at the time of the iteration.
Meanwhile, in order to enhance the global exploration and local development capability of the improved artificial lemming algorithm, the population scale is dynamically adjusted according to the diversity and fitness distribution of the population, and the improved artificial lemming optimization algorithm also meets the following formula:
;
Wherein, theIs the firstThe population size at the time of the iteration,Is the firstThe population size at the time of the iteration,For the adjustment of the step size of the population size,As an indicator of the diversity of a population (e.g. the average distance between individuals in the population),The diversity threshold is used for judging whether the population size needs to be adjusted.
Fitness function of improved artificial lemming optimization algorithmThe expression of (2) is:
;
;
;
;
;
;
Wherein, theIs a path length value; The path penalty value is used for measuring the feasibility of the path; Is thatWeight coefficient of (2); The method is a path length variance value and is mainly used for measuring the fluctuation of the path point distance; Is thatFor controlling the smoothness optimization strength,;AndIs adjacent to the firstThe path point and the firstThe coordinates of the points of the path,As the total number of path points,Is the minimum distance of the light truck from the obstacle,For the distance adjustment threshold value,For example, it is 1m,In order for the safety distance to be a minimum,Is the firstThe path point and the firstThe spacing between the points of the path,Is the average road segment length.
And S5, carrying out path planning of the light truck by adopting a three-time improved dynamic window algorithm based on the starting point, the finishing point and the position point coordinates of the obstacle in the road obstacle avoidance scene, and obtaining an obstacle avoidance path.
The coordinates of the starting point, the end point and the position point of the obstacle in the road obstacle avoidance scene are input into a three-time improved dynamic window algorithm, so that the path planning of the light truck can be performed, and the obstacle avoidance path is obtained.
A simulation test is carried out below, two complex grid obstacle environments are set in the simulation, namely a scene 1 and a scene 2, the simulation test compares and analyzes the difference of the method and the traditional DWA algorithm in path planning performance, and evaluation indexes comprise path length, curvature change and obstacle safety distance meeting conditions. The results are shown in fig. 2,3 and table 1.
TABLE 1
As can be seen from fig. 2, fig. 3 and table 1, for the path length, since the present invention introduces the objective distance evaluation function, the headstock distance evaluation function and the curvature evaluation function, the path search strategy is optimized, and the detour path is reduced to a certain extent, and in both scene 1 and scene 2, the path length of the present invention is shorter than that of the conventional DWA algorithm, which indicates that the present invention is better in the path optimizing capability, and can effectively shorten the moving distance and improve the path efficiency. Compared with the traditional DWA algorithm, the curvature change is smaller, and the planned path is smoother while ensuring that the safety distance is met, so that the method is beneficial to reducing the mechanical abrasion and the motion impact of the vehicle in the actual running process.
In summary, the intelligent light truck path planning method according to the above embodiment has the following beneficial effects:
(1) According to the invention, the evaluation function is improved on the basis of the traditional dynamic window algorithm, the target distance evaluation function, the head distance evaluation function and the curvature evaluation function are added, and the weight value of the dynamic window algorithm which is improved at one time is dynamically adjusted by adopting the weight value global self-adaptive adjustment strategy, so that the problems that the traditional dynamic window algorithm is insufficient in track smoothness in an obstacle scene and easily falls into local optimum in an obstacle dense area are effectively solved, and the obstacle avoidance efficiency can be improved. In addition, when the target distance evaluation function, the head distance evaluation function and the curvature evaluation function are designed, the adjustment can be carried out aiming at the light truck, the longer obstacle avoidance distance is set, and the smoothness and the continuity of a planned path are realized aiming at the long body of the light truck.
(2) In order to adapt to multiple complex obstacle scenes and improve the global exploration and local optimizing capacity of a dynamic window algorithm, an improved artificial lemming optimization algorithm is adopted to optimize the path variance in a secondary improved dynamic window algorithm, so that the safety and reliability of path planning can be improved.
The above examples illustrate only a few embodiments of the invention, which are described in detail and are not to be construed as limiting the scope of the invention. It should be noted that it will be apparent to those skilled in the art that several variations and modifications can be made without departing from the spirit of the invention, which are all within the scope of the invention. Accordingly, the scope of protection of the present invention is to be determined by the appended claims.

Claims (5)

Translated fromChinese
1.一种智能轻型卡车路径规划方法,其特征在于,包括:1. A method for intelligent light truck path planning, comprising:步骤S1,搭建用于的轻型卡车的多种道路避障场景,并获取道路避障场景中起点、终点和障碍物的位置点坐标;Step S1: construct multiple road obstacle avoidance scenarios for light trucks and obtain the coordinates of the starting point, end point, and obstacles in the road obstacle avoidance scenarios;步骤S2,在动态窗口算法中引入目标距离评价函数、车头距离评价函数、曲率评价函数,得到一次改进的动态窗口算法;Step S2, introducing the target distance evaluation function, the vehicle head distance evaluation function, and the curvature evaluation function into the dynamic window algorithm to obtain an improved dynamic window algorithm;步骤S3,采用权重值全局自适应调节策略对一次改进的动态窗口算法的权重值进行动态调节,得到二次改进的动态窗口算法;Step S3, dynamically adjusting the weight value of the first-improved dynamic window algorithm using a global adaptive weight value adjustment strategy to obtain a second-improved dynamic window algorithm;步骤S4,采用改进的人工旅鼠优化算法对二次改进的动态窗口算法中的路径方差进行寻优处理,得到三次改进的动态窗口算法,其中,改进的人工旅鼠优化算法是在人工旅鼠优化算法的基础上,引入鲸鱼算法中的包围猎物机制对人工旅鼠算法的觅食模型进行改进,引入鲸鱼算法中的探索猎物机制对人工旅鼠算法的迁徙模型进行改进;Step S4, using an improved artificial lemmings optimization algorithm to optimize the path variance in the quadratically improved dynamic window algorithm to obtain a tertiary improved dynamic window algorithm, wherein the improved artificial lemmings optimization algorithm is based on the artificial lemmings optimization algorithm, introduces the surrounding prey mechanism in the whale algorithm to improve the foraging model of the artificial lemmings algorithm, and introduces the exploring prey mechanism in the whale algorithm to improve the migration model of the artificial lemmings algorithm;步骤S5,基于道路避障场景中起点、终点和障碍物的位置点坐标,采用三次改进的动态窗口算法,进行轻型卡车的路径规划,得到避障路径;Step S5, based on the coordinates of the starting point, end point, and obstacle locations in the road obstacle avoidance scenario, a three-fold improved dynamic window algorithm is used to perform path planning for the light truck to obtain an obstacle avoidance path;步骤S3中,权重值全局自适应调节策略的表达式为:In step S3, the expression of the global adaptive adjustment strategy of the weight value is: ; ; ; ; ; ;其中,为自适应调节后的目标距离评价函数的权重值,为自适应调节后的车头距离评价函数的权重值,为自适应调节后的曲率评价函数的权重值,为自适应调节前的目标距离评价函数的权重值,为自适应调节前的车头距离评价函数的权重值,为自适应调节前的曲率评价函数的权重值,为控制参数,为第一调节函数,为第二调节函数,为第三调节函数,为轻型卡车的实时车速,为轻型卡车的最高车速,为轻型卡车的实时载重,为轻型卡车的最大载重。in, is the weight value of the target distance evaluation function after adaptive adjustment, is the weight value of the headway distance evaluation function after adaptive adjustment, is the weight value of the curvature evaluation function after adaptive adjustment, is the weight value of the target distance evaluation function before adaptive adjustment, is the weight value of the vehicle headway distance evaluation function before adaptive adjustment, is the weight value of the curvature evaluation function before adaptive adjustment, is the control parameter, is the first adjustment function, is the second adjustment function, is the third adjustment function, is the real-time speed of the light truck, is the maximum speed of a light truck, is the real-time load of the light truck, The maximum load capacity of a light truck.2.根据权利要求1所述的智能轻型卡车路径规划方法,其特征在于,步骤S2中,目标距离评价函数的表达式为:2. The intelligent light truck path planning method according to claim 1, wherein in step S2, the target distance evaluation function is expressed as: ;其中,为当前点与目标点之间的欧几里得距离,分别为行驶轨迹中最后一个点的x轴坐标和y轴坐标,分别为目标点的x轴坐标和y轴坐标;in, is the Euclidean distance between the current point and the target point, and are the x-axis coordinate and y-axis coordinate of the last point in the driving trajectory, and are the x-axis coordinate and y-axis coordinate of the target point respectively;车头距离评价函数的表达式为:The expression of the headway distance evaluation function is: ;其中,表示最小车头距离,表示取最小值,为车头左端与障碍物的平行四边形距离,为车头右端与障碍物的平行四边形距离;in, Indicates the minimum headway distance, Indicates taking the minimum value, is the parallelogram distance between the left end of the vehicle head and the obstacle, is the parallelogram distance between the right end of the vehicle head and the obstacle;曲率评价函数的表达式为:The expression of the curvature evaluation function is: ; ; ;其中,表示曲率评价值,为行驶轨迹中第个点的曲率,为曲率的均值,为行驶轨迹中点的总数,是行驶轨迹中相邻线段的方向角变化量,分别为行驶轨迹中相邻线段的第一方向角和第二方向角,为时间间隔,表示求余运算。in, represents the curvature evaluation value, The first The curvature of a point, is the mean curvature, is the total number of midpoints in the driving trajectory, is the change in the direction angle of adjacent line segments in the driving trajectory, and are the first direction angle and the second direction angle of the adjacent line segments in the driving trajectory, is the time interval, Represents the remainder operation.3.根据权利要求2所述的智能轻型卡车路径规划方法,其特征在于,在车头距离评价函数中,满足下式:3. The intelligent light truck path planning method according to claim 2, wherein the following equation is satisfied in the vehicle headway evaluation function: ; ; ; ; ; ;其中,分别为障碍物的x轴坐标和y轴坐标,分别为车头左端的x轴坐标和y轴坐标,分别为车头右端的x轴坐标和y轴坐标,为轻型卡车的车辆宽度,为轻型卡车的轴距,分别为轻型卡车的x轴坐标和y轴坐标,表示轻型卡车的航向角。in, and are the x-axis and y-axis coordinates of the obstacle, and are the x-axis coordinate and y-axis coordinate of the left end of the vehicle head, and are the x-axis coordinate and y-axis coordinate of the right end of the vehicle head, is the vehicle width of a light truck, is the wheelbase of a light truck, and are the x-axis and y-axis coordinates of the light truck, Represents the heading angle of the light truck.4.根据权利要求1所述的智能轻型卡车路径规划方法,其特征在于,步骤S3中,二次改进的动态窗口算法的总评价函数的表达式为:4. The intelligent light truck path planning method according to claim 1, characterized in that in step S3, the total evaluation function of the secondary improved dynamic window algorithm is The expression is: ;其中,是朝向评价函数,是障碍物距离评价函数,是速度评价函数,为朝向评价函数的权重值,为障碍物距离评价函数的权重值,为速度评价函数的权重值。in, is the orientation evaluation function, is the obstacle distance evaluation function, is the speed evaluation function, is the weight value toward the evaluation function, is the weight value of the obstacle distance evaluation function, is the weight value of the speed evaluation function.5.根据权利要求4所述的智能轻型卡车路径规划方法,其特征在于,步骤S4中,改进后的人工旅鼠算法的觅食模型满足下式:5. The intelligent light truck path planning method according to claim 4, characterized in that in step S4, the foraging model of the improved artificial lemming algorithm satisfies the following formula: ; ; ;其中,是觅食模型中第个旅鼠个体在第次迭代时的位置,为觅食模型中第次迭代时最优解的位置,为觅食模型的系数向量,为觅食模型中鲸鱼与猎物之间的距离,为线性递减系数,为随机数,是觅食模型中第个旅鼠个体在第次迭代时的位置;in, The first Lemming individuals in the The position at the iteration, For the foraging model The position of the optimal solution at the iteration, is the coefficient vector of the foraging model, is the distance between the whale and the prey in the foraging model, is the linear decreasing coefficient, is a random number, The first Lemming individuals in the The position at the iteration;改进的人工旅鼠算法的迁徙模型满足下式:The migration model of the improved artificial lemming algorithm satisfies the following formula: ; ;其中,是迁徙模型中第个旅鼠个体在第次迭代时的位置,是随机选择的个体位置,为迁徙模型的系数向量,为迁徙模型中鲸鱼与猎物之间的距离,是迁徙模型中第个旅鼠个体在第次迭代时的位置;in, The migration model Lemming individuals in the The position at the iteration, is a randomly selected individual position, is the coefficient vector of the migration model, is the distance between whales and prey in the migration model, The migration model Lemming individuals in the The position at the iteration;改进的人工旅鼠优化算法还满足下式:The improved artificial lemming optimization algorithm also satisfies the following formula: ;其中,为第次迭代时的种群规模,为第次迭代时的种群规模,为种群规模的调整步长,为种群的多样性指标,为多样性阈值;in, For the The population size at the iteration, For the The population size at the iteration, is the adjustment step of population size, is the diversity index of the population, is the diversity threshold;改进的人工旅鼠优化算法的适应度函数的表达式为:Improved fitness function of artificial lemming optimization algorithm The expression is: ; ; ; ; ; ;其中,为路径长度值,为路径惩罚值,的权重系数,为路径长度方差值,的权重系数,为相邻的第个路径点和第个路径点的坐标,为路径点总数,为轻型卡车距离障碍物的最小距离,为距离调节阈值,为最小安全距离,为第个路径点和第个路径点之间的间距,为平均路段长度。in, is the path length value, is the path penalty value, for The weight coefficient of is the path length variance, for The weight coefficient of and For the adjacent Waypoints and The coordinates of the path points, is the total number of path points, is the minimum distance between a light truck and an obstacle, is the distance adjustment threshold, is the minimum safe distance, For the Waypoints and The distance between the waypoints, is the average road section length.
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