1. Introduction
Along with the development of industrial technology, traditional manufacturing needs to integrate modern technologies, such as the Internet of Things, big data, and artificial intelligence, to achieve intelligent, automated, flexible, and digitized production [
1,
2]. Real-time monitoring and control in the production process require the support of precise, reliable, and instantaneous sensing technology to enhance operational visibility, improve work efficiency and quality, and reduce defective products and labor costs.
Automated production systems emerge to meet the market demand for small quantities and a diverse range of products; nevertheless, assembly work remains one of the most important processes in molding instruments or equipment. Assembly work typically accounts for approximately 60% of the overall production time for equipment. Disassembly and assembly work often involve human operation, which directly affects quality and security due to the applied force and precision of motion. However, traditional monitoring methods (video surveillance, personnel checks) cannot immediately and accurately record detailed operating behaviors.
Wearable sensing devices, with their advantages of simplicity, handiness, high sensitivity, precision, and flexibility, are being introduced to disassembly and assembly work for providing continuous, non-invasive measurements of motion and subtle force information, presenting the potential for big data analysis of operating behaviors and fatigue detection.
Wearable sensing devices are broadly applied to sports, industry, healthcare, and environmental monitoring. Past research has revealed that wearable devices are used to track the number of steps and heartbeat, while inertial measurement units are utilized for interpreting gestures and measuring gaits; however, they are seldom applied to research on the disassembly and assembly work of equipment.
This study, by installing the thin-film force sensor and IMU-integrated wearable devices on factory workers’ mechatronics machine disassembly/assembly work, aims to discuss the response of distinct motions (tightening, loosening, crimping, drawing, moving) in the disassembly/assembly process to sensing data as well as realize operators’ motion behaviors of posture, finger force, and pressure in the real-time monitoring mechatronics machine disassembly/assembly process. The best path, time, and work table height in the equipment disassembly and assembly process can be determined through the analysis of force and moment of inertia. Moreover, it is expected to provide a valuable reference for human–robot collaboration in disassembly and assembly procedures for robotic arms, as well as for smart manufacturing disassembly and assembly work, intelligent factories, and logistics systems.
2. Related Works
A significant discussion of mechatronics follows. Mechatronics, which combines mechanical engineering, electronics, control theory, and information technology, is at the core of modern smart manufacturing and automation systems. Along with the rapid development of artificial intelligence and the Internet of Things, the application of mechatronics is expanding, covering various levels from intelligent robots to automated production lines. For instance, Lettera et al. [
3] and Park et al. [
4] discussed the integration of AI and electromechanical systems to enhance system intelligence. Cintra Faria et al. [
5] deeply analyzed the role of mechatronics in innovative product development. Such research emphasized the critical status of mechatronics in modern engineering and indicated that future research should focus on deepening interdisciplinary integration and intelligent applications.
A significant discussion of equipment D/A work follows. The disassembly and assembly work of equipment play a key role in product lifecycle management, particularly at the stages of maintenance, upgrade, and recycling. Along with the advancement of automation technology, the promotion of efficiency and security in disassembly and assembly work has become a research focus. For example, Mohammed Eesa et al. [
6] discussed the application of robot teardown to handle obsolete products, particularly the challenges and solutions for task and exercise planning. The disassembly/assembly work analysis and the overview of modeling technology provided by Iacob et al. [
7] offer guidance on promoting disassembly/assembly work simulation and planning. Such research indicated that future disassembly and assembly work should be developed towards higher automation, intelligentization, and flexibility to cope with diverse product designs and rapidly changing market demands.
The application of thin-film sensor technology to D/A work is as follows. Thin-film sensors, due to their characteristics of being lightweight, flexible, and highly sensitive, are widely applied to various sensing scenarios, particularly in disassembly and assembly work, which require precise monitoring. For instance, Schmaljohann et al. [
8] developed thin-film sensors suitable for both plane and curved surfaces, demonstrating the potential for tool wear monitoring and force sensing. Song et al. [
9] proposed a fast interface self-assembly technique to prepare a uniform nanoparticle monolayer thin film, which provided a new method for flexible electronics and sensor manufacturing. Such research revealed the broad potential of thin-film sensor technology for applications in disassembly and assembly work. The performance and reliability under distinct operating environments should be further explored.
The application of inertia sensors to D/A work is as follows. Inertia sensors, which provide real-time data on object movement, present significant benefits in dynamic monitoring and control during disassembly and assembly work. Zheng et al. [
10] discussed the modeling and compensation of inertia sensor errors, presenting the guidance value to enhance sensing precision and system stability. García-de-Villa et al. [
11] reviewed the application of inertia sensors to human movement analysis and provided a comprehensive perspective for sensor selection, data processing, and application scenarios. Such research indicated that applying inertia sensor technology to disassembly and assembly work could enable precise monitoring and intelligent control during the operating process. The application strategies and integration methods under a complicated environment should be further studied.
A discussion on the Theory of Robotic Arm Path Planning follows. In modern automation and intelligent manufacturing systems, robotic manipulators are extensively employed for tasks such as material handling, assembly, and precision machining. To ensure operational safety and efficiency, path planning represents a critical technological component. Its primary objective is to determine an optimized trajectory that adheres to multiple kinematic and environmental constraints. Commonly utilized methodologies include the Penalty Function Method—an established and effective technique for constrained optimization—and the performance measure functional approach, which is particularly prevalent in dynamic systems, optimal control, and trajectory optimization. These methods may be applied independently or in combination to design safe and efficient motion paths. Fundamentally, this constitutes a multivariable optimization problem subject to complex nonlinear constraints, often addressed using the calculus of variations, Euler–Lagrange equations, or numerical optimization techniques.
An overview of the performance measure functional is provided as follows. Performance measure functional (PMF), one of the common tools to solve optimization problems, is frequently applied to evaluate functions requiring the definition of “overall system performance”, such as the integration of a complete trajectory, process, or output, or the sum of performance indices. Such a method is commonly used in dynamic systems and path planning, particularly in optimal control and trajectory optimization.
The fields of smart manufacturing, medical support, and service robots, including robotic arms with high precision and flexibility, are widely applied to various complex tasks, such as precision assembly, welding, and autonomous carrying. To enhance the task performance of robotic arms under dynamic and unstructured environments, it becomes a core challenge to plan a secure and performance-efficient movement path [
12].
Traditional robotic arm path planning emphasizes geometric feasibility, such as obstacle avoidance and joint limitation, but seldom systematically considers overall movement performance, including energy consumption, time, smoothness, and dynamic stability. To solve such problems, a PMF is introduced as the reference for evaluation and optimization. The core idea is to quantify the “overall behavior” of robotic arms by integrating certain physical or geometric properties of the entire path to create an object that can be optimized [
13]. Garriz et al. [
14] considered both minimal energy consumption and performance maximization when discussing the optimization of robotic arm trajectories, presenting a comprehensive PMF design and experimental verification. Jeong et al. [
15] proposed optimizing sensing and control performance in the fields of smart control and path planning, providing valuable reference values for enhancing the movement positioning of autonomous robots. Manrique Córdova et al. [
16] discussed the complex path planning of mobile robots to present a reference value for the design of PMF functions and the integration with metaheuristics.
Chen [
17] combined PMF and physics constraints conditions (e.g., collision avoidance, joint limitation) in the research to significantly enhance the feasibility and quality of the robotic arm path. Additionally, the shortest path, the safety indicator of the path being used, and the time required for the PMF were considered to discuss and plan dual robotic arm obstacle avoidance technology and optimized paths, as well as the physical strength required by operators to carry workpieces during the disassembly and assembly processes. Accordingly, the PMF indices in this study are planned as minimal time, secure path, shortest path, minimal energy consumption, and vibration avoidance, where the minimal energy consumption functional could enhance artificial disassembly/assembly or the battery life efficiency of robotic arm operation. The minimal acceleration functional effectively reduces movement vibration and energy consumption. The PMF of the machine disassembly and assembly in this study can be described in Equation (1).
where D(
P) is the length value of the path, S(
P) is the value of security, W(P) is the value of energy, and λ is the weighting factor.
The length value of the path can be defined using the arc length of the path, i.e., Equation (2), as follows:
The value of the path security can be defined using the arc length of the path, i.e., Equation (3), as follows:
The value of the path energy can be defined using the arc length of the path, i.e., Equation (4), as follows:
where ‖▪‖ represents the norm,
X(
t) is the wrist position,
Ob(
t) is the obstacle position, and ε is the safety clearance.
A path planning theory framework with a PMF as the core and the complete D/A procedure evaluation is proposed in this study. Wearable devices integrating thin-film force sensors and IMUs are installed on factory workers for the practical verification of mechatronics machine disassembly and assembly work. They present good practicability and promotional potential for applications to multi-degree-of-freedom industrial robotic arms, collaborative robots, and high-level humanoid arms.
4. Results and Discussion
Aiming at a path planning experiment applying an inertial measurement unit to the mechatronics equipment disassembly/assembly, the research results are explained as follows.
4.1. Xsens Inertia Experimental Result
In the experiment, the mechanism and piping of the mechatronics are disassembled and placed on adjustable work tables with three different heights. The mechanism and piping assembly are then installed, and the PMF is used to operate the collected data to acquire the best data. Two types of screws should be spun five times in the assembly/disassembly process to tighten the mechanism. A more precise measurement of the losing/fastening force is obtained by analyzing data from smart gloves (explained in
Section 4.2).
Figure 6 shows the work table being placed on the left or right side of the operator to sum up the performance index function value during disassembly. It reveals that the performance index function sum is small when executing disassembly with the work table on the right side. Accordingly, the dominant hands of the three factory workers are their right hands, and the tolerance side is the right hand when disassembling on either the left or the right. In this case, placing work tables on the right side of factory workers, with the dominant hand being the right hand, is the better location.
Figure 6 illustrates the cumulative value of the performance index function during the assembly process. Three factory workers with the right hand as the dominant hand present the tolerance side as the dominant hand when preceding left-sided assembly work. The right-side performance index function value is, therefore, smaller, with the sum being 81.726. When preceding assembly work on the left side, the tolerance side, in the assembly process, is performed with the non-dominant hand, for which the performance index function value is larger, with a sum of 88.80328. The average error here is 0.530102, while the average error of the assembly is 1.179553.
The operating times of three factory workers are shown in
Figure 7. The sum of the disassembly and assembly times on the right side and the left side appears as 404 s and 993 s, respectively. The operating time for the right side is less than that of placing the adjustable work table on the right side, which is the best operating direction.
The average error time for the disassembly mechanism is about 43.67 s (the maximum difference is 84.00 s), and the average error time for the assembly mechanism is about 51.56 s (the maximum difference is 67.44 s).
Figure 8a shows the average disassembling and assembling performance index function value of the operator at a height of 153 cm under different-height work tables. The regression analysis yields an optimal value of 8.828094574, indicating that the best work table height for a 153 cm factory worker is 89.15309457 cm.
Similarly, the optimal disassembly/assembly performance index function value for the 177 cm factory worker is 8.570790485, corresponding to the optimal work table height of 102.3807905 cm. Moreover, the optimal work table height for a 193 cm factory worker is 112.696309 cm.
For factory workers with varying heights, linear regression can be used to determine the optimal work table height that aligns with the best ergonomic design curve. As shown in
Figure 8b, the linear equation is y = 0.5856X − 0.684, where X is a factory worker’s height and y is the best work table height corresponding to the factory worker standing for operation. Workstations require personnel rotation, which can assign work with adjustable height and quickly calculate a suitable value using the above equation for the work table design curve. This allows for rapid adjustment of the work table height, making the operation comfortable and smooth. The design adheres to another work table design principle, namely, adding 5–10 cm to the elbow height (the elbow heights of the three operators being 94.095 cm, 109.917 cm, and 120.625 cm).
The experiment reveals that when a work table is placed on the right side with the same height as the mechatronics machine, the average performance index function value is the lowest, and the operating time is the shortest. The shortest disassembly and assembly path planning, drawn according to points x, y, and z, is shown in
Figure 9 [
23].
Based on the principle of work (Equation (4)), the experimental results indicated that when the workbench height was set to 80 cm, 100 cm, and 120 cm, the total energy required for the disassembly task was 15,461.24 joules, 10,267.30 joules, and 23,015.46 joules, respectively. These findings suggest that a workbench height of 100 cm (aligned with the height of the machine) minimizes operator energy expenditure during the disassembly task. For operators of varying body heights, the conclusions presented in
Section 4.1 of this study may serve as a reference for determining the most ergonomically suitable workbench height.
4.2. Experimental Result of the Smart Glove with FlexiForce Thin-Film Sensors
Using FlexiForce thin-film sensor gloves for disassembly/assembly work, the sensed data are analyzed in detail in this section. The experiment is simultaneously recorded to identify and confirm the subtle motions and force analysis during disassembly and assembly work.
When disassembling or assembling the material sorting and processing machine, a total of twenty piping connectors, including six solenoid valves, four drilling cylinders (two upper and two lower), two stamping cylinders, and eight inductive anti-reverse valves, require disassembly and reassembly for the pneumatic piping. The piping connectors are divided into high connectors and low connectors based on their height, according to the operating surface of the dividing table, which is 135 mm in height. Piping connectors of the stamping cylinder and drilling cylinder (upper) being higher than the dividing table operating surface are regarded as high connectors, while piping connectors of the drilling cylinder (lower), check valve, and solenoid valve being lower than the dividing table operating surface are considered as low connectors.
Figure 10 shows the disassembly operation of the pneumatic tubing, where the left thumb and index finger (Ch03, Ch04) are used to press the “collet ring,” followed by the right thumb and index finger (Ch01, Ch02) performing the pulling action. In contrast, during the assembly of the pneumatic tubing, simply inserting the tube into the quick connector completes the connection. The detailed force application during these processes was analyzed. Analysis of the experimental data indicates that the average force applied during disassembly of the lower port section of the pneumatic tubing is 6.454 N, and during assembly, it is 6.185 N. For the upper port section, the average disassembly force is 7.639 N, while the assembly force is 7.072 N. Therefore, when assembling or disassembling the pneumatic tubing at the lower port, the applied forces are approximately 1.185 N and 0.887 N less, respectively, compared to those at the upper port.
Screw disassembly/assembly force data with average force and better maximal force contain M2 slotted screws, M3 cross-head screws, M6 hex socket screws, and M8 hex socket screws, which are divided into fastening and loosening in the experiment.
Figure 11 reveals that when the voltage is above 0.05 V, M2 and M3 screws precede disassembly and assembly work, while M6 and M8 screws precede disassembly and assembly work when the voltage is above 0.125 V. The maximum voltage for screw fastening is specified in ISO 898-7:1992 [
24]. The minimal breaking torque for screw strength 8.8 is applied; the hex key used for disassembly/assembly work is fixed on a 7.5 mm lever arm of a wrench, and the thumb (Ch01), for screw disassembly/assembly work, is the major force finger.
Analysis of the experimental data shows that the average loosing force is 2.876 N, the average fastening force is 3.266 N, the better maximal loosing force is 3.517 N, and the better maximal fastening force is 3.955 N for the M2 screw; the average loosing force is 4.791 N, the average fastening force is 6.472 N, the better maximal loosing force is 7.79 N, and the better maximal fastening force is 11.678 N for the M3 screw; the average loosing force is 8.322 N, the average fastening force is 9.477 N, the better maximal loosing force is 12.878 N, and the better maximal fastening force is 14.157 N for the M6 screw; and the average loosing force is 11.853 N, the average fastening force is 13.883 N, the better maximal loosing force is 19.659 N, and the better maximal fastening force is 22.177 N for the M8 screw. In the comparison of screws,
Figure 11 shows that the fastening force is larger. [
25].
Disassembly and assembly of the inductive anti-reverse valve, dividing table module, stamping cylinder module, and drilling cylinder module are preceded by the disassembly and assembly of the mechanism module. The adjustable table height was set at 80 cm, 100 cm, and 120 cm in the experiment to analyze the average force required for picking and placing modules on the adjustable work table during the disassembly and assembly processes based on the force differences at low, medium, and high adjustable table heights.
The selection range for effective voltage data is first set. The selection range for dividing table module, stamping cylinder module, and drilling cylinder module, except for the inductive anti-reverse valve, is between the minimal stamping cylinder 0.145 V and the maximal dividing table 2.135 V. Since the weight of inductive anti-reverse valve is relatively lighter than the rest three, the obvious force voltage 0.05 V, from the recording, is regarded as the minimal value, and the maximal value is the dividing table voltage 2.135 V, which is the same as the rest of the modules. The data analysis from disassembly picking/placing is shown in
Figure 12, and the assembly picking/placing is shown in
Figure 12, where the
X-axis represents time (s) for recording voltage and the
Y-axis represents the sensed voltage (V). By selecting the data in the disassembly/assembly timeline of the four major mechanism modules and exporting them into Excel files, the voltage of the fingers disassembling/assembling mechanism module (Ch01~Ch08) is averaged.
Analysis of the experimental data shows that the disassembly and assembly average force, with the adjustable table at 80 cm, appears as the dividing table at 22.008 N and 25.356 N, the drilling cylinder at 11.067 N and 10.059 N, the stamping cylinder at 10.742 N and 8.141 N, and the inductive anti-reverse valve at 4.794 N and 6.442 N, respectively. The disassembly and assembly average forces, with the adjustable table at 100 cm, reveal the dividing table at 19.03 N and 23.899 N, the drilling cylinder at 9.716 N and 8.475 N, the stamping cylinder at 7.202 N and 7.521 N, and the inductive anti-reverse valve at 3.065 N and 5.195 N, respectively. The disassembly and assembly average forces, with the adjustable table at 120 cm, show the dividing table at 30.057 N and 28.724 N, the drilling cylinder at 13.404 N and 12.189 N, the stamping cylinder at 12.133 N and 11.120 N, and the inductive anti-reverse valve at 4.950 N and 6.643 N, respectively. After comparing the three, as shown in
Figure 13,
Figure 14,
Figure 15 and
Figure 16, the least force is observed on the adjustable table at 100 cm, while the largest force is observed on the adjustable table at 120 cm. In other words, when the adjustable desk height is set to 100 cm, the total applied force is the lowest at 84.103 N. Conversely, at a height of 120 cm, the total applied force reaches the maximum at 119.637 N. This indicates that an optimal workbench height can help the operator save between 14.3933% and 35.2579% of physical effort.
5. Conclusions
By having operators wear self-made smart gloves and inertial measurement sensors, the work tables with three different heights are equipped with a mechatronics machine disassembly and assembly experiment. The measured force, location, speed, and acceleration are applied to verify the functional best path for machine disassembly and assembly, as determined by the performance measure. Aiming at the experimental research on the application of inertial measurement units to mechatronics equipment disassembly/assembly and the performance index function value analysis in the disassembly/assembly process, the conclusions are explained as follows:
Placing the work table on the side of the operator’s dominant hand is the best placement location to reduce work energy consumption and enhance work efficiency.
Factory workers differ in their roles during the disassembly and assembly processes. The best work table height could be adjusted to be 5–10 cm higher than the elbow height of standing factory workers. The optimal work table height design equation for factory workers, based on the average standard height of Chinese adults (as specified in the Chinese standard GB10000-1988 [
26]), is also provided.
The best disassembly and assembly sequence, the shortest time, and the optimal path planning for machine disassembly and assembly are also provided.
A wearable disassembly and assembly monitoring prototype system has been successfully developed, and a reference model for disassembly and assembly motion and force data has also been established.
Aiming to conduct experimental research on the application of self-made wearable smart gloves to machine disassembly and assembly, the subtle information of factory workers’ motions and the performance index function value analysis in the disassembly and assembly process are acquired as follows:
When disassembling and assembling pneumatic piping, working on connectors that are lower than the 135 mm dividing table shows a smaller force, while a larger force appears when working on connectors that are higher than the 135 mm dividing table. Regarding the situation of the machine in this experiment, the pneumatic connector could be designed to be close to 100 cm, as a better force height for disassembly and assembly work could reduce the force on the pneumatic interface.
Regarding common screws (M2, M3, M6, and M8) for material sorting and processing machines, the maximum loosening or fastening value and the average force for loosening or fastening are preferable. Additionally, a slightly larger force for fastening screws than for loosening screws is beneficial. For this reason, using average force and maximal loosening/fastening force for wiring screws or mechanism screw disassembly/assembly could enhance efficiency in the experiment and avoid broken screws caused by excessive applied force.
In the disassembly/assembly process of the dividing table module, drilling cylinder module, stamping cylinder module, and inductive anti-reverse valve module, the least force required for picking and placing the four mechanism modules is observed at an adjustable table height of 100 cm, i.e., when the parallel adjustable table height and machine height are optimized. Consequently, when preceding disassembly, assembly, or maintenance, modules can be placed on the surface parallel to the machine height for the mechanism module or parts picking and placing, effectively reducing the force applied.
The current research has limitations and areas for improvement. Equipment, process, and precision could be optimized or corrected in the future. The following research directions are suggested.
This study captures and analyzes the data from inertia sensors and thin-film sensors on smart gloves during the disassembly and assembly processes. To gain a deep understanding of motion gestures and behavior analysis at different states (e.g., carrying heavy objects), information acquired from other sensors should be taken into account.
The disassembly and assembly steps in the current research are preceded by manual labor. It is suggested to install the system on automation robots or robotic arms for the experiment to compare the data differences and further optimize the data and process. It is also expected that it could be applied to education and training certificate examination standards to enhance disassembly and assembly efficiency, reduce danger, and gradually optimize processes.
This study is expected to provide a reference for effectively identifying specific disassembly/assembly behaviors and predicting abnormal operating models. It also presents potential applications in more intricate disassembly and assembly process optimization, ergonomic analysis, worker training systems, operation fatigue and error warning systems, human–machine collaborative disassembly and assembly work systems, and intelligent robot disassembly and assembly work systems.