无刷直流电机基础入门资料
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***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***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***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
定子:由硅钢片叠压而成,内圆表面开有槽,用于布置定子绕组,通常包含若干线圈。
转子:一般为永磁体,根据磁极对数的不同,可分为外转子型和内转子型。 无刷直流电机是一种采用直流电源输入、使用逆变器变为三相交流电源、带位置反馈的永磁同步电机
当定子的三相绕组通入电流后,会产生旋转磁场。由于磁极之间的相互作
无刷直流电机没有电刷与换向器的摩擦损耗和接触电阻损耗,能量转换效率较高
这种电机去除了电刷结构,减少了磨损和故障的发生,使用寿命更长
无需定期更换电刷等易损件,降低了维护成本和工作量。
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