# Intelligent Basketball Dribble Trajectory Monitoring Based on Data-Driven Technology

Authors: Xianjiao Xie
Journal: Security and Communication Networks
 (2022)

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## Abstract

Data-driven technology is a problem-solving method, starting from the initial data or observations, using heuristic rules to find and establish the relationship between internal features, to discover some theorems or laws. With the sharp increase in the number of basketball players, there are increasingly studies on the dribbling action of its trajectory and placement. Data-driven technology usually also refers to natural language processing methods based on large-scale statistical data. This paper proposes to use this technology to monitor the trajectory of basketball dribbling, which can more effectively reduce the pain caused by improper dribbling when teenagers play basketball, and can also more effectively improve a shooting percentage. The invention also relates to the field of Internet of Things technology, moving target detection, and the algorithm of target movement trajectory. The Internet of Things technology originated in the media field and is the third revolution in the information technology industry. The Internet of Things refers to the connection of any object with the network through the information-sensing equipment and according to the agreed protocol, and the objects exchange and communicate information through the information dissemination medium to realize intelligent identification, positioning, tracking, supervision, and other functions. After that, a lot of experiments were carried out, and the results showed that the number of breakthroughs after using this technology accounted for 30%, and the hit rate after the breakthrough was also above 70%. The TFHBase system and its optimization strategy are efficient and can effectively solve the problem of basketball trajectory monitoring, and we also do some exploration on trajectory visualization, to further control the landing point of the basketball trajectory.


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## Body

## 1. Introduction

As a group project, basketball can improve people’s various physical fitness. Especially in the youth group, basketball can help them control their weight, cultivate teamwork ability, optimize physical fitness, correct sports attitudes, and spread the competitive sport of basketball spirit. Since there are increasingly athletes now, and there is no way to implement one-on-one coaching, some teenagers will be injured due to irregular dribbling, so this study can effectively prevent the occurrence of injuries. Basketball takes sports practice to promote students’ health as the main line and integrates sports knowledge, health knowledge, nutrition knowledge, and sports culture; with the goal of promoting health and the pursuit of harmonious development, to achieve the goal of promoting physical health based on physical education courses, comprehensive development of mental health and social fitness.This paper mainly conducted an experimental analysis through Nanchang Sports College to confirm the importance of trajectory motion and studied the dribbling technology, shooting percentage, trajectory placement in major basketball events, and researched and calculated its parabola; then a highly efficient server and data-driven technology were used to monitor the basketball trajectory. Using sports practice as a means, an exercise program is designed to improve physical health, mental health, and social adaptability, so that physical exercise can promote people’s health with more theoretical and practical guiding significance.The innovation of this article is the use of the most scientific and advanced technology. Each of the servers was configured with 8 cores and 16 G memory. This paper built a system environment and designed multiple sets of experiments to evaluate the throughput and query performance of the system. Finally, it could perform real-time monitoring and formulaic analysis of the dribble trajectory to control the trajectory to the greatest extent possible.


## 2. Related Work

In view of the large growth of sports enthusiasts, the “smart arena” that can greatly enhance the fun of traditional sports has become one of the emerging applications and research topics. Liu et al. proposed a deep learning-based video analysis scheme for smart basketball court applications [1]. Pang et al. studied the regulation of a class of network nonlinear systems with measurement noise, where random data loss in the feedback and forward channels was considered. To actively compensate for dual-channel data loss, a data-driven networked compensation control method was proposed [2]. Recently, to ensure the reliability and safety of modern large-scale industrial processes, data-driven approaches have received increasing attention, especially in process monitoring. Chih-Lin et al. surveyed the widely used data-driven methods proposed in the literature for process monitoring and fault diagnosis from an application point of view [3]. In this study, Zhu et al. developed a tailored text-mining method, analyzed 29,188 papers published in ES&T from 2000 to 2019, and conducted a data-driven analysis to reveal some key information and guidance to understand what had been published, what thematic changes had occurred, and which areas deserved additional attention [4]. The purpose of Paulauskas et al. was to determine if there were any differences between the sides of the bounce when trying to happen from three different areas. The sample consisted of 48 games (n = 4548 goals) [5]. Iskandar Jurgensen and Lo research aimed to investigate the impact of leadership style on the performance and player job satisfaction of the Bintang Pratama basketball club [6]. The controller refers to the main command device that changes the wiring of the main circuit or the control circuit and changes the resistance value in the circuit in a predetermined order to control the starting speed regulation and braking and reverse direction of the motor. The method proposed by Hinnen et al. included a dedicated subspace identification algorithm for identifying atmospheric disturbance models from open-loop wavefront sensor data, followed by H2-optimized control design. It showed that analytical expressions for the H2-optimal controller could be derived in cases where the deformable mirror and wavefront sensor dynamics could be represented by a delay and a two-tap impulse response [7]. The ideas they put forward are indeed very novel, but there are still shortcomings and high limitations, which are not enough to express the problem of intelligent basketball dribble trajectory monitoring with data-driven technology.


## 3. Moving Target Detection Method Based on Data-Driven Technology

### 3.1. Moving Target Detection

Object detection is the whole process of extracting the moving object from the background image in the video sequence, and it is the premise of tracking the object. Image segmentation is the technology and process of dividing an image into several specific regions with unique properties and proposing objects of interest. It is a key step from image processing to image analysis. The existing image segmentation methods are mainly divided into the following categories: threshold-based segmentation methods, region-based segmentation methods, edge-based segmentation methods, and segmentation methods based on specific theories. In practice, due to the complexity of the environment, it is very difficult to accurately detect moving objects, and the choice of image segmentation algorithm will also directly affect the performance of the entire system [8]. The first type is the most common PCI image acquisition card. The image acquisition card and the motherboard are connected by PCI interface, and the image data flow is in the mode of “camera-image acquisition card computer.” The second type of system is to add a control chip in the hardware acquisition process to perform some relatively simple image processing, such as grayscale equalization, color image binarization, or image reconstruction.


### 3.2. Background Model Frame Difference Method

This method uses the difference between the current image and the background image to obtain the moving target. It can be seen that a good background model is the key to accurately detect the target. The average background model is relatively easy, and the advantage is that the calculation speed is fast, but there will be a high error rate in the case of ambient lighting changes and complex background. The basic idea is to calculate the statistical average of each pixel as its background model [9, 10]. When detecting the current frame, only the pixel value k(a, b) of the current frame needs to be subtracted from the average value n(a, b) of the pixels at the same position in the background model to get the difference f(a, b). And f (a, b) is compared with a threshold gh, then the value of the output image output is as:(1)fa,b=ka,b−na,b,outputa,b=1,ℜfa,b|≥gh.0,otherwise.Here,gh can be determined by an adaptive algorithm, and it is necessary to calculate the average nbiff and standard deviation of the interframe difference of each pixel biffend. As shown in formulas (2) and (3): kia,b represents the pixel value at (a, b) in the image at time i, and onter represents the interval between two frames, usually set to 3, and let dia,b be as follows:(2)dia,b=|kia,b−ki−ontera,b,(3)nbiffa,b=1W∑i−onter+1wda,b,(4)biffenda,b=1W∑i−onter+1W∑dia,b−nbiffa,b2,W is usually large enough (greater than 30+ onter) to guarantee the accuracy of nbiff and biffend. After obtaining nbiff and biffend, GH can be determined:(5)GH=nbiff+χ×diffend.χa is generally set to 2.


### 3.3. Representation of Motion Trajectory Data

W1 represents a motion trajectory, W1=pt1,pt2,…,ptn, which consists of m sampling points. Among them, pt1 is the first coordinate sampling point, which represents the two-dimensional coordinates to measure the similarity between two objects. There are many methods at present. The motion trajectory data has the following characteristics:(1)
The number of sampling points of each motion trajectory is not the same.(2)
The length of the motion trajectory is also very different.(3)
The path change of the motion trajectory is more complicated.Considering the above characteristics, to calculate the similarity of the motion trajectories more accurately, whether the two motion trajectories are similar is judged by measuring the distance between the motion trajectories. For two motion trajectories with different numbers of sampling points, it is very difficult to calculate the distance between them. At present, the common distance calculation methods will be introduced in detail below.


#### 3.3.1. Euclidean Distance

Euclidean distance is a widespread distance calculation method to calculate the distance between two coordinate points. According to its calculation principle, it is only necessary to calculate the data of the corresponding position in the two data to be calculated, and some weights are usually added to measure the different meanings of different components [11]. The Euclidean distance formula of two two-dimensional coordinate points:(6)euclideamx,y=xa−ya2+xb−yb2.For motion trajectories, the distances of all corresponding sampling points of the two motion trajectories need to be calculated. Therefore, it is required here that the two motion trajectories must have the same number of sampling points; otherwise, the points and points of the two motion trajectories cannot correspond to two equal sampling points. The Euclidean distance of the motion trajectory with the number of points is the sum of the distances of all corresponding sampling points, and then the weighted average is calculated [12]. Usually, it will set all weights to 1, and the specific Euclidean distance calculation method of two motion trajectories with equal number of sampling points. It is as formula 7:(7)euclideamW1,W2=1NeuclideamW1,I,W2,I.W1,i represents the ith sampling point in the first trajectory, W2,i represents the ith sampling point in the second trajectory, m represents the number of sampling points in the two trajectories, and the number of sampling points in the two trajectories is the same.


#### 3.3.2. Hausdorff Distance

This distance method is usually used to calculate the distance from one sequence to another, which is very consistent with the calculation method of the distance between two motion trajectories. Because the two motion trajectories can also be regarded as two sequences, but the two-dimensional coordinate points are stored in the sequence, not just numbers [13, 14]. The calculation process of the Hausdorff distance is as follows:(8)hausdorffW1,W2=maxmaxminEuclideanW1,i,W2,i.


### 3.4. Shannon Entropy Concept

It can be used when the possibility (probability) of the team winning the championship is not equal, the amount of information of “who is the World Cup champion” is less than 5 bits. It can be calculated using Shannon entropy. Before applying Shannon entropy, it is necessary to understand some basics about information theory. As early as the end of the nineteenth century, some related statistical theories have appeared in information theory. Since then, it has been established that information theory is also studied as a scientific field. The basis of information theory is based on the idea that the observer can observe the information generated by the system to the observer. If many observers watch a system together, and each observer sees the same result, then this is an observation that does not produce any new information [4]. Shannon entropy, also known as information entropy, entropy, can be used to represent the inconsistency of a data set. The higher the value of entropy, the higher the inconsistency of the dataset. However, if different observers see different returned results in subsequent observations, this brings new information to the observer. As an example to illustrate the above situation, suppose there is a dynamic system that provides any possible potential results for any observer, and several observers are currently watching the system, and each type of possible occurrence is recorded. For example, for a certain observation, the possible observation results include 1, 2, and 3 results, and the overall observation results are the number of each result 2, 4, 1. Shannon entropy, also known as information entropy, entropy, can be used to represent the inconsistency of a data set. The higher the value of entropy, the higher the inconsistency of the dataset. This value is called Shannon entropy, that is,(9)GY=−∑KYlogfy.The included angles mentioned in this article have direction information and are mainly distinguished by the positive and negative values; therefore, all included angles are in the range of [−180, 180). The included angles can be calculated using the vector cross-product method such as(10)α=cosa⇀b⇀a⇀b⇀.In this study, the height of the basket is set asH = 3.05 m, the diameter of the basketball sphere is set as d = 24.6 cm, the horizontal distance between the basketball shooting point and the basket is L, the shooting height of the basketball is H. The angle between the initial speed and the horizontal direction when the basketball is shot is β (i.e., the projection angle), and the angle between the speed of the basketball player in front of the basket and the horizontal direction is α (the shooting angle), P1 is the initial speed of the basketball movement process. Combined with the projection of the basketball angle β, the decomposition of motion is used to deal with the process of the basketball moving to the basket through oblique throwing [15]:(11)L=P1cosβt.Simplified dribble time(12)t=LP1COSβ.The equation in the vertical direction is substituted(13)h=p1tanβt−12gt2.There is(14)h=Ltanβ−12gLP1cosβ2,h is the distance between the basket position and the basketball shot point P1cosβ in the vertical direction (that is, the difference with H), it can be seen that the size of the hand speed and the projection elevation angle β should match the value of h for selection. The independent variable data matrix X∈Rabc and dependent variable data matrix Y∈Rdef is standardized. n is the number of samples, and c and f are the dimensions of the independent variable and the dependent variable, respectively. The algorithm of NIPALS can be briefly described by external relations and internal relations [16].The external relationship is(15)M−GHG+T=∑u=lagihiG+T,N−WZG+Q=∑i=1awiziG+P.The internal relationship is(16)W=GHwk=hkgk,hk=zkGgkgkGgk,k is the number of primary elements. The established model is (17)Y=WZG+Q=GHZG+FN.


## 3.1. Moving Target Detection

Object detection is the whole process of extracting the moving object from the background image in the video sequence, and it is the premise of tracking the object. Image segmentation is the technology and process of dividing an image into several specific regions with unique properties and proposing objects of interest. It is a key step from image processing to image analysis. The existing image segmentation methods are mainly divided into the following categories: threshold-based segmentation methods, region-based segmentation methods, edge-based segmentation methods, and segmentation methods based on specific theories. In practice, due to the complexity of the environment, it is very difficult to accurately detect moving objects, and the choice of image segmentation algorithm will also directly affect the performance of the entire system [8]. The first type is the most common PCI image acquisition card. The image acquisition card and the motherboard are connected by PCI interface, and the image data flow is in the mode of “camera-image acquisition card computer.” The second type of system is to add a control chip in the hardware acquisition process to perform some relatively simple image processing, such as grayscale equalization, color image binarization, or image reconstruction.


## 3.2. Background Model Frame Difference Method

This method uses the difference between the current image and the background image to obtain the moving target. It can be seen that a good background model is the key to accurately detect the target. The average background model is relatively easy, and the advantage is that the calculation speed is fast, but there will be a high error rate in the case of ambient lighting changes and complex background. The basic idea is to calculate the statistical average of each pixel as its background model [9, 10]. When detecting the current frame, only the pixel value k(a, b) of the current frame needs to be subtracted from the average value n(a, b) of the pixels at the same position in the background model to get the difference f(a, b). And f (a, b) is compared with a threshold gh, then the value of the output image output is as:(1)fa,b=ka,b−na,b,outputa,b=1,ℜfa,b|≥gh.0,otherwise.Here,gh can be determined by an adaptive algorithm, and it is necessary to calculate the average nbiff and standard deviation of the interframe difference of each pixel biffend. As shown in formulas (2) and (3): kia,b represents the pixel value at (a, b) in the image at time i, and onter represents the interval between two frames, usually set to 3, and let dia,b be as follows:(2)dia,b=|kia,b−ki−ontera,b,(3)nbiffa,b=1W∑i−onter+1wda,b,(4)biffenda,b=1W∑i−onter+1W∑dia,b−nbiffa,b2,W is usually large enough (greater than 30+ onter) to guarantee the accuracy of nbiff and biffend. After obtaining nbiff and biffend, GH can be determined:(5)GH=nbiff+χ×diffend.χa is generally set to 2.


## 3.3. Representation of Motion Trajectory Data

W1 represents a motion trajectory, W1=pt1,pt2,…,ptn, which consists of m sampling points. Among them, pt1 is the first coordinate sampling point, which represents the two-dimensional coordinates to measure the similarity between two objects. There are many methods at present. The motion trajectory data has the following characteristics:(1)
The number of sampling points of each motion trajectory is not the same.(2)
The length of the motion trajectory is also very different.(3)
The path change of the motion trajectory is more complicated.Considering the above characteristics, to calculate the similarity of the motion trajectories more accurately, whether the two motion trajectories are similar is judged by measuring the distance between the motion trajectories. For two motion trajectories with different numbers of sampling points, it is very difficult to calculate the distance between them. At present, the common distance calculation methods will be introduced in detail below.


### 3.3.1. Euclidean Distance

Euclidean distance is a widespread distance calculation method to calculate the distance between two coordinate points. According to its calculation principle, it is only necessary to calculate the data of the corresponding position in the two data to be calculated, and some weights are usually added to measure the different meanings of different components [11]. The Euclidean distance formula of two two-dimensional coordinate points:(6)euclideamx,y=xa−ya2+xb−yb2.For motion trajectories, the distances of all corresponding sampling points of the two motion trajectories need to be calculated. Therefore, it is required here that the two motion trajectories must have the same number of sampling points; otherwise, the points and points of the two motion trajectories cannot correspond to two equal sampling points. The Euclidean distance of the motion trajectory with the number of points is the sum of the distances of all corresponding sampling points, and then the weighted average is calculated [12]. Usually, it will set all weights to 1, and the specific Euclidean distance calculation method of two motion trajectories with equal number of sampling points. It is as formula 7:(7)euclideamW1,W2=1NeuclideamW1,I,W2,I.W1,i represents the ith sampling point in the first trajectory, W2,i represents the ith sampling point in the second trajectory, m represents the number of sampling points in the two trajectories, and the number of sampling points in the two trajectories is the same.


### 3.3.2. Hausdorff Distance

This distance method is usually used to calculate the distance from one sequence to another, which is very consistent with the calculation method of the distance between two motion trajectories. Because the two motion trajectories can also be regarded as two sequences, but the two-dimensional coordinate points are stored in the sequence, not just numbers [13, 14]. The calculation process of the Hausdorff distance is as follows:(8)hausdorffW1,W2=maxmaxminEuclideanW1,i,W2,i.


## 3.3.1. Euclidean Distance

Euclidean distance is a widespread distance calculation method to calculate the distance between two coordinate points. According to its calculation principle, it is only necessary to calculate the data of the corresponding position in the two data to be calculated, and some weights are usually added to measure the different meanings of different components [11]. The Euclidean distance formula of two two-dimensional coordinate points:(6)euclideamx,y=xa−ya2+xb−yb2.For motion trajectories, the distances of all corresponding sampling points of the two motion trajectories need to be calculated. Therefore, it is required here that the two motion trajectories must have the same number of sampling points; otherwise, the points and points of the two motion trajectories cannot correspond to two equal sampling points. The Euclidean distance of the motion trajectory with the number of points is the sum of the distances of all corresponding sampling points, and then the weighted average is calculated [12]. Usually, it will set all weights to 1, and the specific Euclidean distance calculation method of two motion trajectories with equal number of sampling points. It is as formula 7:(7)euclideamW1,W2=1NeuclideamW1,I,W2,I.W1,i represents the ith sampling point in the first trajectory, W2,i represents the ith sampling point in the second trajectory, m represents the number of sampling points in the two trajectories, and the number of sampling points in the two trajectories is the same.


## 3.3.2. Hausdorff Distance

This distance method is usually used to calculate the distance from one sequence to another, which is very consistent with the calculation method of the distance between two motion trajectories. Because the two motion trajectories can also be regarded as two sequences, but the two-dimensional coordinate points are stored in the sequence, not just numbers [13, 14]. The calculation process of the Hausdorff distance is as follows:(8)hausdorffW1,W2=maxmaxminEuclideanW1,i,W2,i.


## 3.4. Shannon Entropy Concept

It can be used when the possibility (probability) of the team winning the championship is not equal, the amount of information of “who is the World Cup champion” is less than 5 bits. It can be calculated using Shannon entropy. Before applying Shannon entropy, it is necessary to understand some basics about information theory. As early as the end of the nineteenth century, some related statistical theories have appeared in information theory. Since then, it has been established that information theory is also studied as a scientific field. The basis of information theory is based on the idea that the observer can observe the information generated by the system to the observer. If many observers watch a system together, and each observer sees the same result, then this is an observation that does not produce any new information [4]. Shannon entropy, also known as information entropy, entropy, can be used to represent the inconsistency of a data set. The higher the value of entropy, the higher the inconsistency of the dataset. However, if different observers see different returned results in subsequent observations, this brings new information to the observer. As an example to illustrate the above situation, suppose there is a dynamic system that provides any possible potential results for any observer, and several observers are currently watching the system, and each type of possible occurrence is recorded. For example, for a certain observation, the possible observation results include 1, 2, and 3 results, and the overall observation results are the number of each result 2, 4, 1. Shannon entropy, also known as information entropy, entropy, can be used to represent the inconsistency of a data set. The higher the value of entropy, the higher the inconsistency of the dataset. This value is called Shannon entropy, that is,(9)GY=−∑KYlogfy.The included angles mentioned in this article have direction information and are mainly distinguished by the positive and negative values; therefore, all included angles are in the range of [−180, 180). The included angles can be calculated using the vector cross-product method such as(10)α=cosa⇀b⇀a⇀b⇀.In this study, the height of the basket is set asH = 3.05 m, the diameter of the basketball sphere is set as d = 24.6 cm, the horizontal distance between the basketball shooting point and the basket is L, the shooting height of the basketball is H. The angle between the initial speed and the horizontal direction when the basketball is shot is β (i.e., the projection angle), and the angle between the speed of the basketball player in front of the basket and the horizontal direction is α (the shooting angle), P1 is the initial speed of the basketball movement process. Combined with the projection of the basketball angle β, the decomposition of motion is used to deal with the process of the basketball moving to the basket through oblique throwing [15]:(11)L=P1cosβt.Simplified dribble time(12)t=LP1COSβ.The equation in the vertical direction is substituted(13)h=p1tanβt−12gt2.There is(14)h=Ltanβ−12gLP1cosβ2,h is the distance between the basket position and the basketball shot point P1cosβ in the vertical direction (that is, the difference with H), it can be seen that the size of the hand speed and the projection elevation angle β should match the value of h for selection. The independent variable data matrix X∈Rabc and dependent variable data matrix Y∈Rdef is standardized. n is the number of samples, and c and f are the dimensions of the independent variable and the dependent variable, respectively. The algorithm of NIPALS can be briefly described by external relations and internal relations [16].The external relationship is(15)M−GHG+T=∑u=lagihiG+T,N−WZG+Q=∑i=1awiziG+P.The internal relationship is(16)W=GHwk=hkgk,hk=zkGgkgkGgk,k is the number of primary elements. The established model is (17)Y=WZG+Q=GHZG+FN.


## 4. Intelligent Basketball Dribble Trajectory Monitoring Experiment Based on Data-Driven Technology

### 4.1. Proportion of Dribbling Breakthrough Technology Used in the Game

To study the application ratio of dribble breakthrough technology in competitions, this paper selected the use of dribble breakthrough technology in different levels of competition such as “sports academy level,” “domestic high level,” and “international high level” as the research object. Dribbling breakthroughs can often directly give the defense a fatal threat, so the number of its use is also an essential indicator. The number of dribble breakthrough points represents the maturity of the dribble breakthrough technology used in the game, and the maturity of the technology can also indicate whether the technology is widely used in the game, so it is also an essential indicator [3, 17]. The number of shots after the dribble breakthrough (including the number of shots completed by other players after the dribble breakthrough) and the total number of shots can reflect the importance of the dribble breakthrough technology in the game.There are a total of 16 teams of basketball students in the Department of Sports of Nanchang Institute of Physical Education, including eight teams of boys and eight teams of girls. They are represented by men’s first team, men’s second team, men’s third team, men’s fourth team, men’s fifth team, men’s team six, men’s seventh team, and men’s eight team, respectively, and the girls are also represented by the same method. Men’s first team vs. men’s second team, men’s third team vs. men’s fourth team, men’s fifth team vs. men’s sixth team, men’s seventh team vs. men’s eighth team, and girls play against teams in the same order.From Figure1, it can be seen that the men’s first team and the men’s second team are basically the same in the total number of shots. The men’s first team is slightly more than the men’s second team. In terms of the number of dribbling breakthrough techniques used by the two teams, the men’s first team used 34 times and the men’s second team used 27 times, which basically accounted for one-third of the team’s shots. And the two teams’ success rates for layups after dribbling breakthrough also reached 79% and 78%, which showed the distance to the basket after dribbling breakthroughs was closer, the probability of a successful layup was higher than that of a mid-to-long shot. The dribble breakthrough technology was at a high frequency in the technical selection of the two teams’ offenses [13]. It can also be seen that the men’s fourth team has far more shots in total than the men’s third team. In terms of the number of dribbling breakthrough techniques used by the two teams, the two teams have reached 34 and 41, accounting for half of the team’s total shots. After the dribbling breakthrough, the shooting percentage of both teams reached more than 70%. It can be seen that the players of both teams have good physical fitness and are not afraid of confrontation. Both teams are offensive-oriented teams. The choice of both teams on the high-frequency use of dribbling breakthrough, close-range attack with the basket technology [18].Figure 1
Men’s first and second men’s team statistics.From Figure2, it can be seen that the students of the Sports Department of Nanchang Institute of Physical Education, with good physical fitness and little difference, will use a lot of dribbling breakthrough technology in the game. Each team’s dribbling breakthroughs accounted for more than 30% of the team’s total shots. It can be seen that dribbling breakthrough technology still exists in large numbers in Nanchang Sports Institute.Figure 2
Statistics of men’s fifth and sixth men’s teams.From Figure3, it can be seen that the men’s seventh team and the men’s eighth team use a lot of dribbling breakthroughs when the total number of shots is basically the same. The men’s fifth team accounts for 39% of the total number of hands used, while the men’s sixth team also accounts for 30% of the use of dribbling breakthroughs, and the hit rate after a breakthrough is also above 70%.Figure 3
Statistics of the men’s seventh and eighth teams.From Figures4 and 5, it can be seen that the women’s first, second, seventh, and eighth team’s shots in the game are still quite high. The use of dribbling breakthrough technology also exists in large numbers. In the game, the use of dribbling breakthrough technology can basically account for about one-third of the number of shots of the team. In terms of the number of successful dribble breakthroughs, due to the strength constrained by other factors, the success rate is still relatively low [19]. Students majoring in basketball in the Department of Sports of Nanchang Institute of Physical Education, whether boys or girls, can shoot more than 30% of the total shots in each game after using the dribbling breakthrough technology in the game. Boys use the dribble breakthrough technique more often and have a higher success rate than girls. In a word, the dribble breakthrough technology has become one of the essential offensive skills in the student competition of Nanchang Sports Institute.Figure 4
Women’s first and second women’s team statistics.Figure 5
Women’s seventh and eighth team statistics.As can be seen from Figure6, in the 2014 Basketball World Cup, the USA men’s basketball team made history. After winning the 2014 Men’s Basketball World Cup 13, the USA men’s basketball team became the first team in history to win all four consecutive intercontinental competitions. Moreover, the 2014 Men’s Basketball World Cup was the best season for the US team in recent years, with an average of 33 points per game, second only to the Dream Team I and Dream Team II. Before this, the team that won the most World Cup championships in history was the former Yugoslav men’s basketball team for five times. After winning the World Cup in 2014, the US team followed up with the former Yugoslav men’s basketball team in terms of the number of championships, tied for the first place [20]. The Serbian team is also one of the traditional basketball powerhouses in the world. It has won the World Cup twice, so the selection of the 2014 Men’s Basketball World Cup game data is of reference significance and research value. Due to the better physical fitness of the US team and a lot of offensive rebounds, the US team has 12 more shots in total than the Serbian team. In terms of the number of dribbling breakthrough techniques used by the two teams, the data of the two teams are comparable, with 27 for the United States and 25 for Serbia. In terms of the number of points scored after the dribbling breakthrough, Serbia hits 22, the United States hits 21, Serbia’s 88% hit rate is better than the United States’ 78% hit rate. In terms of the percentage of shots taken after dribbling through to the total number of shots, the two teams are also evenly matched. The US team takes 36% of the shots after dribbling through, while the Serbian team takes 36% of the shots after dribbling through. The proportion is 37%, accounting for more than one-third of the total number of shots. It explains the importance of dribbling technology, and indirectly explains the advantages of its standardized dribbling action on the court, highlighting the importance of its trajectory detection and its application on the court.Figure 6
US and Spain stats.Figure7 shows that the women’s third team and the women’s fourth team have a relatively high number of shots in the game. It can be seen that the basketball majors of Nanchang Institute of Physical Education also use a lot of dribbling breakthrough technology in the game. The level of women fifth and sixth is also quite high.Figure 7
Women’s third team and women’s fourth team statistics.Figure8 shows the data of the last game between the Warriors and the Cavaliers in the 2017 NBA Finals, which can be said to be the highest level game in the world, both defensively and offensively. Both teams are quicker in attacking rhythm, and the higher total number of shots is the best proof [21]. In this world’s highest level of competition, both teams used the dribble breakthrough technology more frequently. From this analysis, it can be concluded that the two world-class teams pay more attention to the dribble breakthrough technology. Under the basketball rules, more and more dribbling breakthrough technologies have been developed, and the technology of foot movement and the combination of man and ball are increasingly required. Using the combination of physical fitness and dribbling technology to make dribbling breakthroughs is an important factor to become a world-leading team.Figure 8
Warriors and lakers stats.It can be seen that the importance of dribbling in basketball is evident, and the dribbling trajectory will be studied next.


### 4.2. Capture and Monitoring of Motion Trajectory

This paper configures Hadoop-1.2.1 platform and Ease-0.98 data center with 15 servers as the master node, and the other 14 servers are slave nodes. The master nodes of Hadoop and Ease are the same node. About the trajectory storage and query system, each server is configured with 8 cores and 16 G memory. A simple version of MD-HBase is implemented as a comparison system to compare with the system TFHBase proposed in this paper. Optimization on TFHBase is also included in the category of comparison. The system with ROWB Bloomfilter optimization is called TFHBase-RB, and the Bloomfilter with OWCOL type is called TFHBase-RCB. TFHBase-RB needs to perform Z-code encoding every time to find the corresponding rowkey for storage. TFHBase-RCB does not need to calculate RowK, so it is more convenient and fast.Figure9 shows the trajectory compression and storage model architecture. The trajectory database for the system throughput evaluation experiment must be able to support mass storage, frequent insert and update operations. To evaluate the throughput of the system, in the experiment, the number of threads to be inserted is set, respectively, 1, 5, 10, 20, 40, and 60 threads are inserted into each thread independently, and every 10,000 pieces of data is inserted, a push is performed to the disk. Figure 9 shows the relationship between system throughput and the number of threads. As the number of threads increases, the throughput of the system also increases gradually. When the number of threads reaches a certain value, the number of threads increases, and the system throughput begins to decrease. This is because the number of CPUs in the system is limited, and there are too many threads, so it is not easy to call. The system’s disk read and write speed has an upper limit. When there are too many threads, the disk write speed has reached a bottleneck. Increasing the number of threads cannot improve the throughput of the system. The throughput of TFHBase and MD-HBa is slightly lower than that of dry TFHBase. This is because MD-HBase needs to perform Z-code encoding every time to find the corresponding RowKey for storage. TFHBase does not need to calculate RowK, so the performance is slightly better. An important one of the queries is the R-query, which corresponds to the range query in HBase. Trajectory range query is to filter out qualified trajectories given a region and time range. The algorithm of range query in MDHBase is to first convert the spatial and temporal information into grid code, and from grid code to RowKey to do range query in HBa. The average time per result for TFHBase and MDHBase to respond to queries is compared. The effect of grid number on the average time is first investigated. The map is divided into 4, 16, 64, 256, 1024 grids, respectively, to test the same range query. The number of grids has a greater impact on MD-HBase and less impact on TF-base. MDHBa needs to convert the degree of longitude into codes. The more grids, the less data in each grid, and the same area will involve more grids, so there will be more operations.Figure 9
Trajectory compression and storage model architecture.HBase supports single-point query and range queries based on RowKey. RowKey is the first-level index of HBase. Therefore, the design of RowKey has a great impact on the query performance. A good design of RowK can greatly reduce the query time. The design of RowK is closely related to the type of query and analysis of the trajectory. The query for the trajectory generally has the following categories: P-query. P-query (PointsQuery) refers to a given query point, querying all query points in the trajectory database that satisfy the trajectory of the constraint relationship, such as inputting a POI point and time condition, querying the trajectory passing through the POI under this time condition. R-query. R-query (RegionsQuery) refers to a given area restriction, querying the trajectory database in the area to meet the constraints, such as inputting a specific area and time condition, querying all trajectories in this area under this time condition. This kind of query can be analyzed from the traffic conditions of the area. T-query, T-query (TrajectoriesQuery) refers to a trajectory, querying all trajectories in the trajectory database that meets the constraints of the trajectory, such as inputting a trajectory, querying all trajectories similar to this trajectory in the trajectory database.As shown in Figure10, the landing point of the basketball trajectory is detected. For the type of trajectory query and analysis in the sense of k, the optimal RowKey needs to be designed to optimize the query performance. RowKey is composed of several parts in Table 1:Figure 10
Monitoring of basketball movement track.Table 1
Components of RowKey.
RowKeyroadIDtimeSIottaxiID10001-20-0003R1000120000310002-20-0003R1000220000310003-20-0003R10003200003The column storage of WHBase is used to support the high-dimensional characteristics of the trajectory. The speed, direction, and position information of the trajectory point, the corresponding RowK smart, from the trajectory number to the qualifier, are stored in each column family, and all versions are permanently maintained. As shown in Table2, it is the storage logic structure of trajectory data in HBase. There is only one row of data in Table 2, and there are four versions. The data of these four versions are the track points collected by the same vehicle on the same road section in the same timeSlot. The row corresponding to Timestampt is the first sampling point: the speed is 25 km/h, the direction is 90 degrees, and the position and sampling time are w. Speed, direction, and position are divided into three column families for storage, indicating that these H fields are relatively independent, and separate storage is beneficial to data query. V : i represents the column family key, v represents the column family (velocity), i is the qualifier under the column family, the actual meaning is the track number id.Table 2
Track points collected in the same timeSlot on the same road segment.
RowKEYTimeStampVelocityDirectionPosition10001-1-00003t4V : 2 = 10D : 2 = 90P : 2 = w4t3V : 2 = 50D : 2 = 90P : 2 = w3t2V : 1 = 100D : 1 = 89P : 1 = w2t1V : 1 = 25D : 1 = 90P : 1 = w1First, the timestamp is converted into a time slot fimeSZof, and then the rowkey is generated together with the road segment number and taxi number. Through the put operation of HBase, the speed, direction, and position information of the trajectory point are inserted into the three column families using the primary key rowkey, whose trajectory number id is a qualifier, as shown in Table3.Table 3
Speed, direction, and position information of track points.
Track pointTimelineLongitudeSpeedAngleTrack numberP10410W1751803P20730W2101803P31015W3402703P41244W4802703The structure favorsP queries and R queries and is reflected in Table 4, also highlighting the differences in 1.2.3.Table 4
Velocity, direction, and position information for different trajectory points.
RowKEYTimeStampVelocityDirectionPosition10001-1-00003t5V : 3 = 22D : 3 = 90P : 3 = W5t4V : 2 = 10D : 2 = 90P : 2 = W4t3V : 2 = 50D : 2 = 90P : 2 = W3t2V : 1 = 100D : 1 = 89P : 1 = W2t1V : 1 = 25D : 1 = 90P : 1 = W110002-1-00003t2V : 3 = 10D : 3 = 180P : 3 = W2t1V : 3 = 75D : 3 = 180P : 3 = W110003-1-00003t2V : 3 = 80D : 3 = 270P : 3 = W4t1V : 3 = 40D : 3 = 270P : 3 = W3


## 4.1. Proportion of Dribbling Breakthrough Technology Used in the Game

To study the application ratio of dribble breakthrough technology in competitions, this paper selected the use of dribble breakthrough technology in different levels of competition such as “sports academy level,” “domestic high level,” and “international high level” as the research object. Dribbling breakthroughs can often directly give the defense a fatal threat, so the number of its use is also an essential indicator. The number of dribble breakthrough points represents the maturity of the dribble breakthrough technology used in the game, and the maturity of the technology can also indicate whether the technology is widely used in the game, so it is also an essential indicator [3, 17]. The number of shots after the dribble breakthrough (including the number of shots completed by other players after the dribble breakthrough) and the total number of shots can reflect the importance of the dribble breakthrough technology in the game.There are a total of 16 teams of basketball students in the Department of Sports of Nanchang Institute of Physical Education, including eight teams of boys and eight teams of girls. They are represented by men’s first team, men’s second team, men’s third team, men’s fourth team, men’s fifth team, men’s team six, men’s seventh team, and men’s eight team, respectively, and the girls are also represented by the same method. Men’s first team vs. men’s second team, men’s third team vs. men’s fourth team, men’s fifth team vs. men’s sixth team, men’s seventh team vs. men’s eighth team, and girls play against teams in the same order.From Figure1, it can be seen that the men’s first team and the men’s second team are basically the same in the total number of shots. The men’s first team is slightly more than the men’s second team. In terms of the number of dribbling breakthrough techniques used by the two teams, the men’s first team used 34 times and the men’s second team used 27 times, which basically accounted for one-third of the team’s shots. And the two teams’ success rates for layups after dribbling breakthrough also reached 79% and 78%, which showed the distance to the basket after dribbling breakthroughs was closer, the probability of a successful layup was higher than that of a mid-to-long shot. The dribble breakthrough technology was at a high frequency in the technical selection of the two teams’ offenses [13]. It can also be seen that the men’s fourth team has far more shots in total than the men’s third team. In terms of the number of dribbling breakthrough techniques used by the two teams, the two teams have reached 34 and 41, accounting for half of the team’s total shots. After the dribbling breakthrough, the shooting percentage of both teams reached more than 70%. It can be seen that the players of both teams have good physical fitness and are not afraid of confrontation. Both teams are offensive-oriented teams. The choice of both teams on the high-frequency use of dribbling breakthrough, close-range attack with the basket technology [18].Figure 1
Men’s first and second men’s team statistics.From Figure2, it can be seen that the students of the Sports Department of Nanchang Institute of Physical Education, with good physical fitness and little difference, will use a lot of dribbling breakthrough technology in the game. Each team’s dribbling breakthroughs accounted for more than 30% of the team’s total shots. It can be seen that dribbling breakthrough technology still exists in large numbers in Nanchang Sports Institute.Figure 2
Statistics of men’s fifth and sixth men’s teams.From Figure3, it can be seen that the men’s seventh team and the men’s eighth team use a lot of dribbling breakthroughs when the total number of shots is basically the same. The men’s fifth team accounts for 39% of the total number of hands used, while the men’s sixth team also accounts for 30% of the use of dribbling breakthroughs, and the hit rate after a breakthrough is also above 70%.Figure 3
Statistics of the men’s seventh and eighth teams.From Figures4 and 5, it can be seen that the women’s first, second, seventh, and eighth team’s shots in the game are still quite high. The use of dribbling breakthrough technology also exists in large numbers. In the game, the use of dribbling breakthrough technology can basically account for about one-third of the number of shots of the team. In terms of the number of successful dribble breakthroughs, due to the strength constrained by other factors, the success rate is still relatively low [19]. Students majoring in basketball in the Department of Sports of Nanchang Institute of Physical Education, whether boys or girls, can shoot more than 30% of the total shots in each game after using the dribbling breakthrough technology in the game. Boys use the dribble breakthrough technique more often and have a higher success rate than girls. In a word, the dribble breakthrough technology has become one of the essential offensive skills in the student competition of Nanchang Sports Institute.Figure 4
Women’s first and second women’s team statistics.Figure 5
Women’s seventh and eighth team statistics.As can be seen from Figure6, in the 2014 Basketball World Cup, the USA men’s basketball team made history. After winning the 2014 Men’s Basketball World Cup 13, the USA men’s basketball team became the first team in history to win all four consecutive intercontinental competitions. Moreover, the 2014 Men’s Basketball World Cup was the best season for the US team in recent years, with an average of 33 points per game, second only to the Dream Team I and Dream Team II. Before this, the team that won the most World Cup championships in history was the former Yugoslav men’s basketball team for five times. After winning the World Cup in 2014, the US team followed up with the former Yugoslav men’s basketball team in terms of the number of championships, tied for the first place [20]. The Serbian team is also one of the traditional basketball powerhouses in the world. It has won the World Cup twice, so the selection of the 2014 Men’s Basketball World Cup game data is of reference significance and research value. Due to the better physical fitness of the US team and a lot of offensive rebounds, the US team has 12 more shots in total than the Serbian team. In terms of the number of dribbling breakthrough techniques used by the two teams, the data of the two teams are comparable, with 27 for the United States and 25 for Serbia. In terms of the number of points scored after the dribbling breakthrough, Serbia hits 22, the United States hits 21, Serbia’s 88% hit rate is better than the United States’ 78% hit rate. In terms of the percentage of shots taken after dribbling through to the total number of shots, the two teams are also evenly matched. The US team takes 36% of the shots after dribbling through, while the Serbian team takes 36% of the shots after dribbling through. The proportion is 37%, accounting for more than one-third of the total number of shots. It explains the importance of dribbling technology, and indirectly explains the advantages of its standardized dribbling action on the court, highlighting the importance of its trajectory detection and its application on the court.Figure 6
US and Spain stats.Figure7 shows that the women’s third team and the women’s fourth team have a relatively high number of shots in the game. It can be seen that the basketball majors of Nanchang Institute of Physical Education also use a lot of dribbling breakthrough technology in the game. The level of women fifth and sixth is also quite high.Figure 7
Women’s third team and women’s fourth team statistics.Figure8 shows the data of the last game between the Warriors and the Cavaliers in the 2017 NBA Finals, which can be said to be the highest level game in the world, both defensively and offensively. Both teams are quicker in attacking rhythm, and the higher total number of shots is the best proof [21]. In this world’s highest level of competition, both teams used the dribble breakthrough technology more frequently. From this analysis, it can be concluded that the two world-class teams pay more attention to the dribble breakthrough technology. Under the basketball rules, more and more dribbling breakthrough technologies have been developed, and the technology of foot movement and the combination of man and ball are increasingly required. Using the combination of physical fitness and dribbling technology to make dribbling breakthroughs is an important factor to become a world-leading team.Figure 8
Warriors and lakers stats.It can be seen that the importance of dribbling in basketball is evident, and the dribbling trajectory will be studied next.


## 4.2. Capture and Monitoring of Motion Trajectory

This paper configures Hadoop-1.2.1 platform and Ease-0.98 data center with 15 servers as the master node, and the other 14 servers are slave nodes. The master nodes of Hadoop and Ease are the same node. About the trajectory storage and query system, each server is configured with 8 cores and 16 G memory. A simple version of MD-HBase is implemented as a comparison system to compare with the system TFHBase proposed in this paper. Optimization on TFHBase is also included in the category of comparison. The system with ROWB Bloomfilter optimization is called TFHBase-RB, and the Bloomfilter with OWCOL type is called TFHBase-RCB. TFHBase-RB needs to perform Z-code encoding every time to find the corresponding rowkey for storage. TFHBase-RCB does not need to calculate RowK, so it is more convenient and fast.Figure9 shows the trajectory compression and storage model architecture. The trajectory database for the system throughput evaluation experiment must be able to support mass storage, frequent insert and update operations. To evaluate the throughput of the system, in the experiment, the number of threads to be inserted is set, respectively, 1, 5, 10, 20, 40, and 60 threads are inserted into each thread independently, and every 10,000 pieces of data is inserted, a push is performed to the disk. Figure 9 shows the relationship between system throughput and the number of threads. As the number of threads increases, the throughput of the system also increases gradually. When the number of threads reaches a certain value, the number of threads increases, and the system throughput begins to decrease. This is because the number of CPUs in the system is limited, and there are too many threads, so it is not easy to call. The system’s disk read and write speed has an upper limit. When there are too many threads, the disk write speed has reached a bottleneck. Increasing the number of threads cannot improve the throughput of the system. The throughput of TFHBase and MD-HBa is slightly lower than that of dry TFHBase. This is because MD-HBase needs to perform Z-code encoding every time to find the corresponding RowKey for storage. TFHBase does not need to calculate RowK, so the performance is slightly better. An important one of the queries is the R-query, which corresponds to the range query in HBase. Trajectory range query is to filter out qualified trajectories given a region and time range. The algorithm of range query in MDHBase is to first convert the spatial and temporal information into grid code, and from grid code to RowKey to do range query in HBa. The average time per result for TFHBase and MDHBase to respond to queries is compared. The effect of grid number on the average time is first investigated. The map is divided into 4, 16, 64, 256, 1024 grids, respectively, to test the same range query. The number of grids has a greater impact on MD-HBase and less impact on TF-base. MDHBa needs to convert the degree of longitude into codes. The more grids, the less data in each grid, and the same area will involve more grids, so there will be more operations.Figure 9
Trajectory compression and storage model architecture.HBase supports single-point query and range queries based on RowKey. RowKey is the first-level index of HBase. Therefore, the design of RowKey has a great impact on the query performance. A good design of RowK can greatly reduce the query time. The design of RowK is closely related to the type of query and analysis of the trajectory. The query for the trajectory generally has the following categories: P-query. P-query (PointsQuery) refers to a given query point, querying all query points in the trajectory database that satisfy the trajectory of the constraint relationship, such as inputting a POI point and time condition, querying the trajectory passing through the POI under this time condition. R-query. R-query (RegionsQuery) refers to a given area restriction, querying the trajectory database in the area to meet the constraints, such as inputting a specific area and time condition, querying all trajectories in this area under this time condition. This kind of query can be analyzed from the traffic conditions of the area. T-query, T-query (TrajectoriesQuery) refers to a trajectory, querying all trajectories in the trajectory database that meets the constraints of the trajectory, such as inputting a trajectory, querying all trajectories similar to this trajectory in the trajectory database.As shown in Figure10, the landing point of the basketball trajectory is detected. For the type of trajectory query and analysis in the sense of k, the optimal RowKey needs to be designed to optimize the query performance. RowKey is composed of several parts in Table 1:Figure 10
Monitoring of basketball movement track.Table 1
Components of RowKey.
RowKeyroadIDtimeSIottaxiID10001-20-0003R1000120000310002-20-0003R1000220000310003-20-0003R10003200003The column storage of WHBase is used to support the high-dimensional characteristics of the trajectory. The speed, direction, and position information of the trajectory point, the corresponding RowK smart, from the trajectory number to the qualifier, are stored in each column family, and all versions are permanently maintained. As shown in Table2, it is the storage logic structure of trajectory data in HBase. There is only one row of data in Table 2, and there are four versions. The data of these four versions are the track points collected by the same vehicle on the same road section in the same timeSlot. The row corresponding to Timestampt is the first sampling point: the speed is 25 km/h, the direction is 90 degrees, and the position and sampling time are w. Speed, direction, and position are divided into three column families for storage, indicating that these H fields are relatively independent, and separate storage is beneficial to data query. V : i represents the column family key, v represents the column family (velocity), i is the qualifier under the column family, the actual meaning is the track number id.Table 2
Track points collected in the same timeSlot on the same road segment.
RowKEYTimeStampVelocityDirectionPosition10001-1-00003t4V : 2 = 10D : 2 = 90P : 2 = w4t3V : 2 = 50D : 2 = 90P : 2 = w3t2V : 1 = 100D : 1 = 89P : 1 = w2t1V : 1 = 25D : 1 = 90P : 1 = w1First, the timestamp is converted into a time slot fimeSZof, and then the rowkey is generated together with the road segment number and taxi number. Through the put operation of HBase, the speed, direction, and position information of the trajectory point are inserted into the three column families using the primary key rowkey, whose trajectory number id is a qualifier, as shown in Table3.Table 3
Speed, direction, and position information of track points.
Track pointTimelineLongitudeSpeedAngleTrack numberP10410W1751803P20730W2101803P31015W3402703P41244W4802703The structure favorsP queries and R queries and is reflected in Table 4, also highlighting the differences in 1.2.3.Table 4
Velocity, direction, and position information for different trajectory points.
RowKEYTimeStampVelocityDirectionPosition10001-1-00003t5V : 3 = 22D : 3 = 90P : 3 = W5t4V : 2 = 10D : 2 = 90P : 2 = W4t3V : 2 = 50D : 2 = 90P : 2 = W3t2V : 1 = 100D : 1 = 89P : 1 = W2t1V : 1 = 25D : 1 = 90P : 1 = W110002-1-00003t2V : 3 = 10D : 3 = 180P : 3 = W2t1V : 3 = 75D : 3 = 180P : 3 = W110003-1-00003t2V : 3 = 80D : 3 = 270P : 3 = W4t1V : 3 = 40D : 3 = 270P : 3 = W3


## 5. Discussion

This chapter mainly implements the distributed storage system and query optimization of trajectories. First, the importance of dribbling trajectory in basketball was expounded, many examples were listed, and a data statistics were made. Throughput refers to the amount of data (measured in bits, bytes, packets, etc.,) that is successfully transmitted per unit of time on a network, device, port, virtual circuit, or other facility; then the measuring instruments were introduced. Finally, the storage strategy and query strategy of compressed trajectory were introduced. As a column storage database, HBase can efficiently support the storage of high-dimensional data, such as trajectories, and is superior to stand-alone databases in fault tolerance, throughput, and query performance. The storage scheme of TFHBase was also expound, including the design of RowK and the storage of fields. Then, based on the storage structure, this paper introduces several common trajectory queries. Finally, the experimental results proved that the TFHBase system and its optimization strategy were efficient and could effectively solve the problem of basketball trajectory monitoring. The present invention makes three judgments by successively obtaining the pressure value when the basketball-related hand exerts force, the pressure value when the basketball touches the basket, the backboard or the net, and the pressure value when the basketball lands. The value is calculated to obtain a successful shooting trajectory.


## 6. Conclusions

This paper analyzes the trajectory data to a certain extent. Although the improvement of the similarity measurement method and the Shannon entropy tool are used to strengthen the effect of anomaly detection, there are still some shortcomings. In the future, it is considered integrating anomaly detection based on angle distribution into the measure of trajectory similarity. At the same time, most of the current analysis methods are offline clustering algorithms. Considering some modifications to the existing algorithms, the motion trajectory data can be analyzed in real time, so that it can be put into more practical applications. Some exploration on trajectory visualization will be made to further display the information characteristics of the motion trajectory, to further control the landing point of the basketball trajectory. This article mainly introduces the detection of moving targets. Although there are certain errors, the general motion trajectory can still be predicted. I hope more people will study this direction in the future. Multiplexed data can also be used for detection.



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*Source: 2639539-2022-06-22.xml*