基于田口法的永磁电机用软磁复合磁芯制造条件及变化。

G. Lei, Y. Guo, J. Zhu
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First, heat treatment is a crucial process in the manufacturing of SMC cores. There are several control parameters in this step such as the burn-off and curing temperatures and times. They will determine the core loss and magnetic permeability of the manufactured SMC cores. Therefore, optimal manufacturing factors should be investigated to obtain the best magnetic properties of the cores. Second, there are some manufacturing variations of the SMC cores like core densities and dimension, which will lead variations of the motor performances, such as output power and efficiency. Thus, the quality of the manufactured SMC cores will affect the quality of the SMC motors. To gain the best performances and good quality of the SMC cores and motors, manufacturing uncertainty analysis should be investigated for both SMC cores and motors. This work will consider these two challenges by using the Taguchi method. The Taguchi method is a robust design method with consideration of manufacturing variations and other noise factors in the manufacturing and usage of a product like motor. It is a structured approach for determining the best combination of inputs to produce a product or service, based on the orthogonal design technology and quality loss functions (or S/N ratio). It is one of the most powerful methods available to reduce product cost, improve quality, and simultaneously reduce development interval [4]–[6] [4]–[6]. In this work, this method will first be used for the determination of the best parameters for the heat treatment of SMC cores, and some manufacturing variations will be discussed. Then, to decrease the effects of manufacturing variations of SMC cores on the motor performances, this method will be investigated again to find out the best dimension of a 3D TFM to increase the manufacturing quality of the motor. 1. Determination of the best heat treatment parameters of SMC cores Fig. 1 illustrates several manufacturing facilities and samples for a 3D TFM with SMC cores. The hydraulic compact machine (Fig.1(c)) uses the die tools (Figs.1(a) &(b)) to compact the SMC powders to produce the raw SMC core (Fig.1(e)), then the high-temperature furnace will cook the raw core with a controlled heat treatment plan as shown in Fig. 1(g) to obtain a cooked core (Fig.1(f)). As shown in Fig.1(g), there are five main parameters for the heat treatment of the SMC cores. They are Te1, Te2, Te3, Ti1 and Ti2. Te1 is the initial temperature of the furnace. The basic effect of temperature Te2 is to ensure the mechanical strength of the compacted SMC core. The effect of temperature Te3 is to eliminate the stress and improve the magnetic performance. Ti1 and Ti2 are the cooking times. To determine the best parameters of them, an orthogonal design is adopted with three levels for each factor. Table 1 lists the details of the orthogonal array. As shown, there are 18 experiments. For each experiment, the relative permeability and the core loss are measured for the cooked core. The measured results are shown in the table as well. Based on the analysis of Taguchi method, it is found that the best levels for those five heat treatment parameters are $[ 200 ^{circ}\\mathrm {C}$, $480 ^{circ}\\mathrm {C}$, 60 mins, $500 ^{circ}\\mathrm {C}$, and 30 mins]. The obtained relative permeability is 267 and core loss is 4.48 W/kg. 2. Determination of the best dimension of a SMC motor Based on the experimental results, it is found that there are some manufacturing variations for the cooked SMC cores. The most important one is the relative permeability, which will affect the electromagnetic analysis and performances of the designed motor. However, it is hard to decrease these variations in the core manufacturing step (high cost will be required to upgrade the equipment like the high-temperature furnace). Therefore, the dimension of the motor is optimized to decrease the sensitivity of these variations by using the Taguchi method. In the implementation, seven parameters including PM dimension and air gap are selected as the control parameters and the relative permeability is regarded as noise factor. With a similar analysis to the heat treatment part, an optimal design is obtained. This design can increase the motor reliability from around 76% to 98% by using the proposed method. In conclusion, Taguchi method benefits the manufacturing of good quality SMC cores and PM-SMC motors.","PeriodicalId":6571,"journal":{"name":"2018 IEEE International Magnetic Conference (INTERMAG)","volume":"30 1","pages":"1-2"},"PeriodicalIF":0.0000,"publicationDate":"2018-04-23","publicationTypes":"Journal Article","fieldsOfStudy":null,"isOpenAccess":false,"openAccessPdf":"","citationCount":"0","resultStr":"{\"title\":\"Manufacturing Condition and Variations of Soft Magnetic Composite Cores for Application in PM Motors Based on Taguchi Method.\",\"authors\":\"G. Lei, Y. Guo, J. Zhu\",\"doi\":\"10.1109/INTMAG.2018.8508753\",\"DOIUrl\":null,\"url\":null,\"abstract\":\"Soft magnetic composite (SMC) material has been investigated for the development of cores for permanent magnet (PM) motors in recent years. Compared with the cores made of traditional silicon steel sheet, there are several special properties of SMC cores, including (1) the isotropic performance in electromagnetic and thermal properties due to the powder nature of SMC, making it ideal for the PM motors with 3D flux path, such as transverse flux machine (TFM) and claw pole motor (CPM); (2) the lower eddy current loss and magnetic permeability because of the isolation coat of the particles, the easier manufacturing ability of stator/rotor cores by using molding technology [1]–[3]. On the other hand, there are two main challenges for the manufacturing and application of SMC cores in PM motors. First, heat treatment is a crucial process in the manufacturing of SMC cores. There are several control parameters in this step such as the burn-off and curing temperatures and times. They will determine the core loss and magnetic permeability of the manufactured SMC cores. Therefore, optimal manufacturing factors should be investigated to obtain the best magnetic properties of the cores. Second, there are some manufacturing variations of the SMC cores like core densities and dimension, which will lead variations of the motor performances, such as output power and efficiency. Thus, the quality of the manufactured SMC cores will affect the quality of the SMC motors. To gain the best performances and good quality of the SMC cores and motors, manufacturing uncertainty analysis should be investigated for both SMC cores and motors. This work will consider these two challenges by using the Taguchi method. The Taguchi method is a robust design method with consideration of manufacturing variations and other noise factors in the manufacturing and usage of a product like motor. It is a structured approach for determining the best combination of inputs to produce a product or service, based on the orthogonal design technology and quality loss functions (or S/N ratio). It is one of the most powerful methods available to reduce product cost, improve quality, and simultaneously reduce development interval [4]–[6] [4]–[6]. In this work, this method will first be used for the determination of the best parameters for the heat treatment of SMC cores, and some manufacturing variations will be discussed. Then, to decrease the effects of manufacturing variations of SMC cores on the motor performances, this method will be investigated again to find out the best dimension of a 3D TFM to increase the manufacturing quality of the motor. 1. Determination of the best heat treatment parameters of SMC cores Fig. 1 illustrates several manufacturing facilities and samples for a 3D TFM with SMC cores. The hydraulic compact machine (Fig.1(c)) uses the die tools (Figs.1(a) &(b)) to compact the SMC powders to produce the raw SMC core (Fig.1(e)), then the high-temperature furnace will cook the raw core with a controlled heat treatment plan as shown in Fig. 1(g) to obtain a cooked core (Fig.1(f)). As shown in Fig.1(g), there are five main parameters for the heat treatment of the SMC cores. They are Te1, Te2, Te3, Ti1 and Ti2. Te1 is the initial temperature of the furnace. The basic effect of temperature Te2 is to ensure the mechanical strength of the compacted SMC core. The effect of temperature Te3 is to eliminate the stress and improve the magnetic performance. Ti1 and Ti2 are the cooking times. To determine the best parameters of them, an orthogonal design is adopted with three levels for each factor. Table 1 lists the details of the orthogonal array. As shown, there are 18 experiments. For each experiment, the relative permeability and the core loss are measured for the cooked core. The measured results are shown in the table as well. Based on the analysis of Taguchi method, it is found that the best levels for those five heat treatment parameters are $[ 200 ^{circ}\\\\mathrm {C}$, $480 ^{circ}\\\\mathrm {C}$, 60 mins, $500 ^{circ}\\\\mathrm {C}$, and 30 mins]. The obtained relative permeability is 267 and core loss is 4.48 W/kg. 2. Determination of the best dimension of a SMC motor Based on the experimental results, it is found that there are some manufacturing variations for the cooked SMC cores. The most important one is the relative permeability, which will affect the electromagnetic analysis and performances of the designed motor. However, it is hard to decrease these variations in the core manufacturing step (high cost will be required to upgrade the equipment like the high-temperature furnace). Therefore, the dimension of the motor is optimized to decrease the sensitivity of these variations by using the Taguchi method. In the implementation, seven parameters including PM dimension and air gap are selected as the control parameters and the relative permeability is regarded as noise factor. With a similar analysis to the heat treatment part, an optimal design is obtained. This design can increase the motor reliability from around 76% to 98% by using the proposed method. 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引用次数: 0

摘要

近年来,人们研究了软磁复合材料用于永磁电机磁芯的开发。与传统硅钢片磁芯相比,SMC磁芯具有以下几个特殊性能:(1)由于SMC的粉末性质,其电磁性能和热性能各向同性,使其成为具有三维磁通路径的永磁电机的理想材料,如横向磁通机(TFM)和爪极电机(CPM);(2)由于颗粒的隔离涂层,涡流损耗和磁导率较低,更容易采用成型技术制造定子/转子铁心[1]-[3]。另一方面,SMC铁芯在永磁电机中的制造和应用面临两个主要挑战。首先,热处理是制造SMC芯的关键工艺。在这个步骤中有几个控制参数,如燃烧和固化温度和时间。它们将决定制造的SMC铁芯的铁芯损耗和磁导率。因此,必须研究最佳的制造因素,以获得最佳的磁芯磁性能。其次,SMC铁芯在制造过程中的一些变化,如铁芯密度和尺寸,将导致电机性能的变化,如输出功率和效率。因此,制造的SMC铁芯的质量将影响SMC电机的质量。为了获得SMC铁芯和电机的最佳性能和良好质量,需要对SMC铁芯和电机进行制造不确定性分析。这项工作将通过使用田口方法来考虑这两个挑战。田口法是一种鲁棒设计方法,它考虑了电机等产品在制造和使用过程中的制造变化和其他噪声因素。它是一种结构化的方法,用于确定生产产品或服务的最佳投入组合,基于正交设计技术和质量损失函数(或信噪比)。它是降低产品成本,提高质量,同时缩短开发间隔[4]-[6][4]-[6]的最有效方法之一。在这项工作中,该方法将首先用于确定SMC芯的最佳热处理参数,并将讨论一些制造变化。然后,为了减少SMC芯的制造变化对电机性能的影响,将再次研究该方法,以找出3D TFM的最佳尺寸,以提高电机的制造质量。1. 图1显示了带有SMC芯的3D TFM的几个制造设施和样品。液压压实机(图1(c))使用模具(图1(a)和(b))将SMC粉末压实,生成SMC原芯(图1(e)),然后由高温炉按照图1(g)所示的受控热处理方案对原芯进行蒸煮,得到熟芯(图1(f))。如图1(g)所示,SMC芯的热处理主要有五个参数。它们是Te1 Te2 Te3 Ti1和Ti2。Te1是炉膛的初始温度。温度Te2的基本作用是保证压实SMC芯的机械强度。温度Te3的作用是消除应力,提高磁性能。Ti1和Ti2是烹饪时间。为确定各因素的最佳参数,采用三水平正交设计。表1列出了正交阵列的详细信息。如图所示,共有18个实验。在每个实验中,都测量了熟岩心的相对渗透率和岩心损耗。测量结果也显示在表格中。通过田口法分析,发现5个热处理参数的最佳水平为$[200 ^{circ}\ mathm {C}$, $480 ^{circ}\ mathm {C}$, 60 min, $500 ^{circ}\ mathm {C}$, 30 min]。得到的相对磁导率为267,岩心损耗为4.48 W/kg。2. 根据实验结果,确定了SMC电机的最佳尺寸。其中最重要的是相对磁导率,它将影响所设计电机的电磁分析和性能。然而,在核心制造步骤中很难减少这些变化(升级高温炉等设备将需要高成本)。因此,利用田口法优化了电机的尺寸,以降低这些变化的灵敏度。在实现中,选取PM尺寸、气隙等7个参数作为控制参数,以相对磁导率作为噪声因子。 通过对热处理部分的类似分析,得到了优化设计方案。采用该方法可将电机的可靠性从76%左右提高到98%。总之,田口法有利于制造高质量的SMC铁芯和PM-SMC电机。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Manufacturing Condition and Variations of Soft Magnetic Composite Cores for Application in PM Motors Based on Taguchi Method.
Soft magnetic composite (SMC) material has been investigated for the development of cores for permanent magnet (PM) motors in recent years. Compared with the cores made of traditional silicon steel sheet, there are several special properties of SMC cores, including (1) the isotropic performance in electromagnetic and thermal properties due to the powder nature of SMC, making it ideal for the PM motors with 3D flux path, such as transverse flux machine (TFM) and claw pole motor (CPM); (2) the lower eddy current loss and magnetic permeability because of the isolation coat of the particles, the easier manufacturing ability of stator/rotor cores by using molding technology [1]–[3]. On the other hand, there are two main challenges for the manufacturing and application of SMC cores in PM motors. First, heat treatment is a crucial process in the manufacturing of SMC cores. There are several control parameters in this step such as the burn-off and curing temperatures and times. They will determine the core loss and magnetic permeability of the manufactured SMC cores. Therefore, optimal manufacturing factors should be investigated to obtain the best magnetic properties of the cores. Second, there are some manufacturing variations of the SMC cores like core densities and dimension, which will lead variations of the motor performances, such as output power and efficiency. Thus, the quality of the manufactured SMC cores will affect the quality of the SMC motors. To gain the best performances and good quality of the SMC cores and motors, manufacturing uncertainty analysis should be investigated for both SMC cores and motors. This work will consider these two challenges by using the Taguchi method. The Taguchi method is a robust design method with consideration of manufacturing variations and other noise factors in the manufacturing and usage of a product like motor. It is a structured approach for determining the best combination of inputs to produce a product or service, based on the orthogonal design technology and quality loss functions (or S/N ratio). It is one of the most powerful methods available to reduce product cost, improve quality, and simultaneously reduce development interval [4]–[6] [4]–[6]. In this work, this method will first be used for the determination of the best parameters for the heat treatment of SMC cores, and some manufacturing variations will be discussed. Then, to decrease the effects of manufacturing variations of SMC cores on the motor performances, this method will be investigated again to find out the best dimension of a 3D TFM to increase the manufacturing quality of the motor. 1. Determination of the best heat treatment parameters of SMC cores Fig. 1 illustrates several manufacturing facilities and samples for a 3D TFM with SMC cores. The hydraulic compact machine (Fig.1(c)) uses the die tools (Figs.1(a) &(b)) to compact the SMC powders to produce the raw SMC core (Fig.1(e)), then the high-temperature furnace will cook the raw core with a controlled heat treatment plan as shown in Fig. 1(g) to obtain a cooked core (Fig.1(f)). As shown in Fig.1(g), there are five main parameters for the heat treatment of the SMC cores. They are Te1, Te2, Te3, Ti1 and Ti2. Te1 is the initial temperature of the furnace. The basic effect of temperature Te2 is to ensure the mechanical strength of the compacted SMC core. The effect of temperature Te3 is to eliminate the stress and improve the magnetic performance. Ti1 and Ti2 are the cooking times. To determine the best parameters of them, an orthogonal design is adopted with three levels for each factor. Table 1 lists the details of the orthogonal array. As shown, there are 18 experiments. For each experiment, the relative permeability and the core loss are measured for the cooked core. The measured results are shown in the table as well. Based on the analysis of Taguchi method, it is found that the best levels for those five heat treatment parameters are $[ 200 ^{circ}\mathrm {C}$, $480 ^{circ}\mathrm {C}$, 60 mins, $500 ^{circ}\mathrm {C}$, and 30 mins]. The obtained relative permeability is 267 and core loss is 4.48 W/kg. 2. Determination of the best dimension of a SMC motor Based on the experimental results, it is found that there are some manufacturing variations for the cooked SMC cores. The most important one is the relative permeability, which will affect the electromagnetic analysis and performances of the designed motor. However, it is hard to decrease these variations in the core manufacturing step (high cost will be required to upgrade the equipment like the high-temperature furnace). Therefore, the dimension of the motor is optimized to decrease the sensitivity of these variations by using the Taguchi method. In the implementation, seven parameters including PM dimension and air gap are selected as the control parameters and the relative permeability is regarded as noise factor. With a similar analysis to the heat treatment part, an optimal design is obtained. This design can increase the motor reliability from around 76% to 98% by using the proposed method. In conclusion, Taguchi method benefits the manufacturing of good quality SMC cores and PM-SMC motors.
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