CN100405704C - Fractional slot winding of low-speed large-torque permanent magnet brushless motor - Google Patents
Fractional slot winding of low-speed large-torque permanent magnet brushless motor Download PDFInfo
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Abstract
Description
技术领域 technical field
本发明属于永磁无刷电机技术领域,具体的说,本发明涉及永磁无刷电机中多相多极的绕组节距为1槽距的分数槽绕组。The invention belongs to the technical field of permanent magnet brushless motors, in particular, the invention relates to fractional slot windings in which the multiphase multipole winding pitch is one slot pitch in the permanent magnet brushless motor.
背景技术 Background technique
无刷电机是二十世纪五十年代随着电子技术的迅速发展而发展起来的一种新型直流电机,应用范围越来越广,不仅局限在微型高速驱动电机领域,在中小型低速大转矩直接驱动系统中也显露其优良特性。无刷电机的绕组通常采用三相星型绕组,最少的磁极数是2极,对应的槽数最少为6槽,若为4极,则为12槽等等,即槽数通常是磁极的3(相数)倍(叶金虎等:《无刷直流电动机》,科学出版社(第一版)1982.1,pp 17-20);在低速无刷电机系统中,多数采用多极结构或多相多极结构,实现低速平稳的大转矩输出。但是,随着磁极和相数的增加,一定尺寸的电机槽数就增加几倍,受机械工艺的限制,磁极和相数也不能过多,所以,低速大转矩的特性受到一定的限制。由于传统的分数槽绕组的工艺复杂性,且槽数远大与磁极数,所以分数槽绕组多数在大型水轮发电机中和特殊用途的交流电机中采用,多数电机都不采用。Brushless motor is a new type of DC motor developed with the rapid development of electronic technology in the 1950s. Its excellent characteristics are also revealed in the direct drive system. The winding of the brushless motor usually adopts a three-phase star winding, the minimum number of magnetic poles is 2 poles, and the corresponding number of slots is at least 6 slots, if it is 4 poles, it is 12 slots, etc., that is, the number of slots is usually 3 of the magnetic poles. (number of phases) times (Ye Jinhu et al.: "Brushless DC Motor", Science Press (First Edition) 1982.1, pp 17-20); in low-speed brushless motor systems, most of them adopt multi-pole structure or multi-phase multi-pole Structure, to achieve low-speed stable high-torque output. However, as the number of magnetic poles and phases increases, the number of motor slots of a certain size will increase several times. Due to the limitation of mechanical technology, the number of magnetic poles and phases cannot be too much. Therefore, the characteristics of low-speed and high-torque are limited to a certain extent. Due to the complexity of the process of traditional fractional slot windings, and the number of slots is far greater than the number of magnetic poles, fractional slot windings are mostly used in large hydroelectric generators and AC motors for special purposes, and most motors do not use them.
发明内容 Contents of the invention
本发明的目的是提供一种应用于无刷电机中的绕组节距为1槽距的分数槽绕组,该分数槽绕组可实现槽数与磁极数相近,可应用于低速大转矩永磁无刷电机中。The purpose of the present invention is to provide a fractional slot winding with a winding pitch of 1 slot pitch applied in a brushless motor. in the brush motor.
为实现上述发明目的,本发明提供的低速大转矩永磁无刷电机的分数槽绕组,该绕组的线圈嵌放在定子铁芯槽中,与转子上N、S极交替排布的磁极相对应,所述绕组的节距为1槽距,双层叠绕,在一个相带内分布Q个串联绕组构成一相绕组,其他相绕组按电机相序依次循环排布;其特征在于,磁极数P与铁芯槽数Z及相数M和Q满足如下条件:In order to achieve the purpose of the above invention, the present invention provides a fractional slot winding of a low-speed, high-torque permanent magnet brushless motor. The coils of this winding are embedded in the stator core slots, and are aligned with the magnetic poles arranged alternately on the N and S poles on the rotor. Correspondingly, the pitch of the winding is 1 slot pitch, double-layer stacked winding, Q series windings are distributed in a phase band to form a phase winding, and other phase windings are arranged circularly in sequence according to the phase sequence of the motor; it is characterized in that the number of magnetic poles P, the number of core slots Z and the number of phases M and Q meet the following conditions:
1)当Q为奇数时,铁芯槽数Z=Q×M×K,磁极数P=Z±K;其中Q=1、3、5、7、9、……,相数M=2、3、4、5、6、7、8、9、10、……,K为自然数1、2、3、4、5、……;1) When Q is an odd number, the number of iron core slots Z=Q×M×K, the number of magnetic poles P=Z±K; where Q=1, 3, 5, 7, 9,..., the number of phases M=2, 3, 4, 5, 6, 7, 8, 9, 10, ..., K is a
2)当Q为偶数时,铁芯槽数Z=Q×M×K,磁极数P=Z±2K;其中Q=2、4、6、8、10、……,相数M=2、3、4、5、6、7、8、9、10、……,K为自然数1、2、3、4、5、……。2) When Q is an even number, the number of iron core slots Z=Q×M×K, the number of magnetic poles P=Z±2K; where Q=2, 4, 6, 8, 10,..., the number of phases M=2, 3, 4, 5, 6, 7, 8, 9, 10, ..., K is a
上述技术方案中,所述磁极为钕铁硼永磁材料制成的磁极,永磁磁极转子可以是内转子、外转子或端面转子。In the above technical solution, the magnetic pole is made of NdFeB permanent magnet material, and the permanent magnet pole rotor can be an inner rotor, an outer rotor or an end rotor.
上述技术方案中,所述的低速大转矩永磁无刷电机的分数槽绕组,定子铁芯的结构可为有槽结构或无槽结构。In the above technical solution, in the fractional slot winding of the low-speed high-torque permanent magnet brushless motor, the structure of the stator core can be a slot structure or a slotless structure.
上述技术方案中,所述的低速大转矩永磁无刷电机的分数槽绕组,可安装在永磁无刷电动机或永磁无刷发电机中。In the above technical solution, the fractional slot winding of the low-speed high-torque permanent magnet brushless motor can be installed in a permanent magnet brushless motor or a permanent magnet brushless generator.
本发明可以适用各种尺寸和功率等级的低速大转矩永磁无刷电机。由于线圈节距为1槽距,电机绕组的端部长度可以显著缩短,即可以节省绕组材料(同时由于电机轴向长度缩短等又可以节省结构材料)又节能(减少电机铜损耗及附加损耗);同时绕组的制作工艺简单,可以直接手工嵌绕或自动嵌线机嵌线,适宜大批量工业化生产。对于一定尺寸的永磁无刷电机而言,随着永磁磁极的增多,可使导磁轭磁密降低,减少了用铁量,使电机重量减轻;同时对瓦型(内转子、外转子磁体)永磁体的曲率半径加大,可用长方体代替,降低了永磁体的加工成本。The invention can be applied to low-speed and high-torque permanent magnet brushless motors of various sizes and power levels. Since the coil pitch is 1 slot pitch, the end length of the motor winding can be significantly shortened, which can save winding materials (at the same time, the structural material can be saved due to the shortened axial length of the motor) and energy saving (reduce the copper loss and additional loss of the motor) ; At the same time, the manufacturing process of the winding is simple, and it can be directly embedded by hand or embedded by an automatic wire insertion machine, which is suitable for mass industrial production. For a permanent magnet brushless motor of a certain size, with the increase of permanent magnet poles, the magnetic density of the magnetic yoke can be reduced, the amount of iron used can be reduced, and the weight of the motor can be reduced; at the same time, the tile type (inner rotor, outer rotor Magnet) The radius of curvature of the permanent magnet is increased and can be replaced by a cuboid, which reduces the processing cost of the permanent magnet.
附图说明 Description of drawings
图1是分布数Q=1时的三相绕组展开图Figure 1 is the expansion diagram of the three-phase winding when the distribution number Q=1
图中绕组的排布规律是:槽数Z=Q×M×K(M表示相数即M=3,K为自然数1、2、3、4、5、6、……)为3、6、9、12、15、18……时,则磁极数P=Z±K取值为2、4、6、8、10、12……(当取“-”时,为短距),或取值为4、8、12、16、20、24……(当取“+”时,为长距)The arrangement of the windings in the figure is: the number of slots Z=Q×M×K (M represents the number of phases, that is, M=3, K is a
图2是分布数Q=2时的三相绕组展开图Figure 2 is the expansion diagram of the three-phase winding when the distribution number Q=2
图中绕组的排布规律是:槽数Z=Q×M×K(M表示相数即M=3,K为自然数1、2、3、4、5、6、……)为6、12、18、24、30、36……时,则磁极数P=Z±2K取值为4、8、12、16、20、24……(当取“-”时,为短距),或取值为8、16、24、32、40、48……(当取“+”时,为长距)The arrangement of the windings in the figure is: the number of slots Z=Q×M×K (M represents the number of phases, that is, M=3, K is a
图3是分布数Q=3时的三相绕组展开图Figure 3 is the expansion diagram of the three-phase winding when the distribution number Q=3
图中绕组的排布规律是:槽数Z=Q×M×K(M表示相数即M=3,K为自然数1、2、3、4、5、6、……)为9、18、27、36、45、54……时,则磁极数P=Z±K取值为8、16、24、32、40、48……(当取“-”时,为短距),或取值为10、20、30、40、50、60……(当取“+”时,为长距)The arrangement of the windings in the figure is: the number of slots Z=Q×M×K (M represents the number of phases, that is, M=3, K is a
图4是分布数Q=4时的三相绕组展开图Figure 4 is an expanded view of the three-phase winding when the distribution number Q=4
图中绕组的排布规律是:槽数Z=Q×M×K(M表示相数即M=3,K为自然数1、2、3、4、5……)为12、24、36、48、60……时,则磁极数P=Z±2K取值为10、20、30、40、50……(当取“-”时,为短距),或取值为14、28、42、56、70……(当取“+”时,为长距)The arrangement of the windings in the figure is: the number of slots Z=Q×M×K (M represents the number of phases, that is, M=3, K is a
图5是电动汽车轮毂电动机局部结构图Figure 5 is a partial structural diagram of the hub motor of an electric vehicle
图6是永磁风力发电机的局部结构图Figure 6 is a partial structural diagram of the permanent magnet wind turbine
图7小功率永磁无槽端面(平面)转子无刷电机绕组表面示意图Fig. 7 Schematic diagram of winding surface of small power permanent magnet slotless end face (plane) rotor brushless motor
具体实施方式 Detailed ways
下面以最常见的三相(即M=3)无刷电机为例说明本发明的永磁磁极数(P)与铁芯槽数(Z)及相数(M)和分布数(Q)的规律(多相电机依次类推):The most common three-phase (i.e. M=3) brushless motor is used as an example below to illustrate the relationship between the number of permanent magnet poles (P) and the number of iron core slots (Z) and the number of phases (M) and distribution number (Q) of the present invention Law (multi-phase motor and so on):
当分布数Q为奇数1、3、5、7、9、……时,电机的铁芯槽数Z=M×Q×K,磁极数P=Z±K ,其中K为自然数1、2、3、4、5、……,磁极数P=Z+K时为长距绕组,P=Z-K时为短距绕组。When the distribution number Q is an
当M、Q取值确定后,槽数与极数按照一定的规律分布,下面以表格的形式给出几个例子。表1中是M=3,Q=1时的槽数与极数的关系,表2中是M=3,Q=3时的槽数与极数的关系,表3中是M=3,Q=5时的槽数与极数的关系。When the values of M and Q are determined, the number of slots and the number of poles are distributed according to a certain law. Below are a few examples in the form of a table. Table 1 shows the relationship between the number of slots and poles when M=3, Q=1, Table 2 shows the relationship between the number of slots and poles when M=3, Q=3, and Table 3 shows M=3, The relationship between the number of slots and the number of poles when Q=5.
表1Table 1
表2Table 2
表3table 3
同理,当M=3,Q=7、9……时,以上述的3个例子类推可以得到相应的槽数与极数的关系。Similarly, when M=3, Q=7, 9..., the corresponding relationship between the number of slots and the number of poles can be obtained by analogy with the above three examples.
当分布数Q为偶数2、4、6、8、10、……时,电机的铁芯槽数Z=M×Q×K,磁极数P=Z±2K,磁极数P=Z+2K时为长距绕组,P=Z-2K时为短距绕组。When the distribution number Q is an
当M、Q取值确定后,槽数与极数按照一定的规律分布,下面同样以表格的形式给出几个例子。表4中是M=3,Q=2时的槽数与极数的关系,表5中是M=3,Q=4时的槽数与极数的关系。When the values of M and Q are determined, the number of slots and the number of poles are distributed according to a certain law. The following also gives several examples in the form of tables. Table 4 shows the relationship between the number of slots and the number of poles when M=3 and Q=2, and Table 5 shows the relationship between the number of slots and the number of poles when M=3 and Q=4.
表4Table 4
表5table 5
同理,当M=3,Q=6、8……时,以上述2个例子类推可以得到相应的槽数与极数的关系。Similarly, when M=3, Q=6, 8..., the corresponding relationship between the number of slots and the number of poles can be obtained by analogy with the above two examples.
图1、2、3、4为三相(M=3时)绕组的不同参数下的展开图,同理可以得出两相(M=2)、四相(M=4)、五相(M=5)等等一系列的绕组展开图,根据电机的设计要求,采用不同的槽数与极数的配合,达到最佳的设计效果。对于无槽结构的无刷电机而言,文中的槽数为虚槽数。Figures 1, 2, 3, and 4 are the expansion diagrams of three-phase (M=3) windings under different parameters. Similarly, two-phase (M=2), four-phase (M=4), and five-phase ( M=5) and a series of winding expansion diagrams, according to the design requirements of the motor, adopt different combinations of the number of slots and the number of poles to achieve the best design effect. For brushless motors with a slotless structure, the number of slots in this paper is the number of virtual slots.
实施例1Example 1
电动车用轮毂电机的分数槽绕组Fractional slot windings for in-wheel motors for electric vehicles
图5为电动汽车轮毂电机局部结构示意图,其中分数槽绕组形式及连接参照图3和表2,该绕组的线圈嵌放在定子铁芯槽中,与转子上N、S极交替排布的磁极相对应,所述绕组的绕组节距为1槽距,双层叠绕,在一个相带内分布3个(即分布数Q=3)串联绕组构成一相绕组,其他相绕组按电机相序依次循环排布。Figure 5 is a schematic diagram of the local structure of the hub motor of an electric vehicle. The form and connection of the fractional slot winding refer to Figure 3 and Table 2. The coil of this winding is embedded in the stator core slot, and the magnetic poles arranged alternately with the N and S poles on the rotor Correspondingly, the winding pitch of the winding is 1 slot pitch, the double-layer winding is stacked, and 3 (that is, the distribution number Q=3) series windings are distributed in a phase band to form a phase winding, and the other phase windings are in sequence according to the phase sequence of the motor Circular arrangement.
本实施例中的磁极数P与铁芯槽数Z及相数M和分布数Q满足条件1)当分布数Q为奇数时,铁芯槽数Z=Q×M×K,磁极数P=Z±K;其中Q=1、3、5、7、9、……,相数M=2、3、4、5、6、7、8、9、10、……,K为自然数1、2、3、4、5、……。The number of magnetic poles P, the number of iron core slots Z, the number of phases M, and the number of distributions Q in this embodiment satisfy the condition 1) when the number of distributions Q is an odd number, the number of iron core slots Z=Q×M×K, and the number of magnetic poles P= Z±K; where Q=1, 3, 5, 7, 9, ..., phase number M = 2, 3, 4, 5, 6, 7, 8, 9, 10, ..., K is a
参考图5,本实施例中内定子铁芯3采用电机用硅钢片叠制而成,在其圆周面上均匀分布有72个槽。永磁磁极2采用钕铁硼长方体磁钢,N、S磁极交替均布,磁极总数为64。外转子机壳1采用导磁材料制作。本实施例中的电机为外转子有槽结构的永磁无刷直流电动机,三相多极的分数槽绕组,低速大转矩直接驱动车轮,最大功率可达20kW,电压:400V,转速800rpm,过载能力3-5倍。Referring to FIG. 5 , in this embodiment, the
实施例2Example 2
风力发电机的分数槽绕组Fractional slot windings for wind turbines
图6为永磁风力发电机的局部结构示意图,分数槽绕组形式及连接参照图4及表5,该绕组的线圈嵌放在定子铁芯槽中,与转子上N、S极交替排布的磁极相对应,所述绕组的绕组节距为1槽距,双层叠绕,在一个相带内分布4个(即分布数Q=4)串联绕组构成一相绕组,其他相绕组按电机相序依次循环排布。Figure 6 is a schematic diagram of a partial structure of a permanent magnet wind power generator. Refer to Figure 4 and Table 5 for the form and connection of the fractional slot winding. The magnetic poles are corresponding, the winding pitch of the winding is 1 slot pitch, double-layer winding, and 4 (that is, the distribution number Q=4) series windings are distributed in a phase band to form a phase winding, and the other phase windings follow the phase sequence of the motor Circular arrangement in sequence.
本实施例中的磁极数P与铁芯槽数Z及相数M和分布数Q满足条件2)当分布数Q为偶数时,铁芯槽数Z=Q×M×K,磁极数P=Z±2K;其中Q=2、4、6、8、9、……,相数M=2、3、4、5、6、7、8、9、10、……,K为自然数1、2、3、4、5、……。The number of magnetic poles P, the number of iron core slots Z, the number of phases M, and the number of distributions Q in this embodiment satisfy the condition 2) when the number of distributions Q is an even number, the number of iron core slots Z=Q×M×K, and the number of magnetic poles P= Z±2K; where Q=2, 4, 6, 8, 9, ..., phase number M = 2, 3, 4, 5, 6, 7, 8, 9, 10, ..., K is a
如图6所示,本实施例中的内定子铁芯3采用电机用硅钢片叠制而成,在其圆周面上均匀分布有108个槽。永磁磁极2采用钕铁硼长方体磁钢,N、S磁极交替均布,磁极总数为90。外转子机壳1采用导磁材料制作。本实施例中的发电机为有槽结构的外转子永磁无刷风力发电机,三相多极的分数槽绕组,低速直接驱动扇叶,功率1-500kW,转速100rpm。As shown in FIG. 6 , the
实施例1和实施例2中的两类外转子电机(电动机、发电机)也很容易实现常规的内转子结构或无槽结构,这是本专业领域的技术人员容易理解的。The two types of outer rotor motors (motor, generator) in
实施例3Example 3
小功率永磁无槽端面(平面)转子无刷电机Small power permanent magnet slotless end face (plane) rotor brushless motor
图7小功率永磁无槽端面(平面)转子无刷电机绕组表面示意图,分数槽绕组形式及连接参照图3及表2,内定子铁芯3采用导磁材料制作(圆盘型),无槽端面上粘接电机绕组,在其圆盘端面上均匀分布36等份,即36个虚槽4,每等份有双层分布的绕组。永磁磁极2采用钕铁硼扇型磁钢,N、S磁极交替均布,磁极总数为32,与磁钢扇面粘接的导磁材料构成电机的转子部件。该电机功率500W,无槽平面结构,虚槽数Z=36,极数P=32,三相低速大转距直流无刷电机。Figure 7 is a schematic diagram of the winding surface of a small-power permanent magnet slotless end face (plane) rotor brushless motor. The form and connection of the fractional slot winding refer to Figure 3 and Table 2. The
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Families Citing this family (6)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| WO2009055957A1 (en) * | 2007-10-29 | 2009-05-07 | Shenzhen Academy Of Aerospace Technology | A disc-type three phases brushless permanent magnet dc motor |
| RU2411623C2 (en) * | 2008-02-11 | 2011-02-10 | Закрытое акционерное общество "Завод Сибирского Технологического Машиностроения" | Ac electric machine |
| WO2009149596A1 (en) * | 2008-06-10 | 2009-12-17 | 深圳航天科技创新研究院 | Exercising apparatus for two people |
| CN102097880A (en) * | 2009-12-09 | 2011-06-15 | 刘荣坤 | Improved winding of motor |
| CN101984540B (en) * | 2010-12-01 | 2012-07-18 | 泰豪科技股份有限公司 | Mixed concentric single and two-layer winding for servo permanent magnet synchronous motor |
| CN114465391B (en) * | 2022-02-16 | 2024-03-29 | 常州银杏智能系统股份有限公司 | Multiphase permanent magnet direct current motor |
Citations (5)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| CN2377762Y (en) * | 1998-11-02 | 2000-05-10 | 万德鸿 | Mechanoelectric integrated permanent-magnet brushless electric machine |
| US20020167242A1 (en) * | 2001-05-08 | 2002-11-14 | Buyun Liu | Fractional-slot winding motor |
| CN1409461A (en) * | 2001-09-25 | 2003-04-09 | 清华泰豪科技股份有限公司 | Proper faction groove sinusoidal winding of equidistant synchronous generator |
| CN1601854A (en) * | 2004-10-26 | 2005-03-30 | 泰豪科技股份有限公司 | Fractional slot fractional turn three-phase superimposed winding |
| CN2713714Y (en) * | 2003-10-17 | 2005-07-27 | 万德鸿 | Modularized iron core permanent-magnet motor |
-
2005
- 2005-08-31 CN CNB2005100936347A patent/CN100405704C/en not_active Expired - Lifetime
Patent Citations (5)
| Publication number | Priority date | Publication date | Assignee | Title |
|---|---|---|---|---|
| CN2377762Y (en) * | 1998-11-02 | 2000-05-10 | 万德鸿 | Mechanoelectric integrated permanent-magnet brushless electric machine |
| US20020167242A1 (en) * | 2001-05-08 | 2002-11-14 | Buyun Liu | Fractional-slot winding motor |
| CN1409461A (en) * | 2001-09-25 | 2003-04-09 | 清华泰豪科技股份有限公司 | Proper faction groove sinusoidal winding of equidistant synchronous generator |
| CN2713714Y (en) * | 2003-10-17 | 2005-07-27 | 万德鸿 | Modularized iron core permanent-magnet motor |
| CN1601854A (en) * | 2004-10-26 | 2005-03-30 | 泰豪科技股份有限公司 | Fractional slot fractional turn three-phase superimposed winding |
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| CN1925270A (en) | 2007-03-07 |
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Assignee: TIANJIN SANHUAN LUCKY NEW MATERIAL Co.,Ltd. Assignor: BEIJING ZHONG KE SAN HUAN HI-TECH Co.,Ltd. Contract fulfillment period: 2008.12.16 to 2013.12.15 Contract record no.: 2009990001025 Denomination of invention: Fractional slot winding for slow-run large torque moment permanent-magnet brushless motor Granted publication date: 20080723 License type: Exclusive License Record date: 20090915 |
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Free format text: EXCLUSIVE LICENSE; TIME LIMIT OF IMPLEMENTING CONTACT: 2008.12.16 TO 2013.12.15; CHANGE OF CONTRACT Name of requester: TIANJIN SANHUAN LEXI NEW MATERIALS CO., LTD. Effective date: 20090915 |
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