机械萌新小白 发表于 2025-7-3 08:13:47

充磁方向怎么检测

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这种不同充磁方向的磁铁可以用什么东西测他每块磁铁的充磁方向

2011ayoon 发表于 2025-7-3 08:36:32

纸板上撒铁粉,看铁粉的排列

zhangzmc 发表于 2025-7-3 09:17:59

单个可以,你这整体,是要测磁场吧

东海fyh126 发表于 2025-7-3 09:41:40

有磁场显示膜卖,,,,,,

学者11 发表于 2025-7-3 09:55:12

DeepSeek-R1 回答完成
深度思考完成 用时18秒,搜索全网28篇资料
检测不同充磁方向的磁铁块磁极方向,可通过以下五种方法实现,操作原理与步骤均基于磁场相互作用规律:

一、悬挂法(地磁场定向)
‌原理‌:利用地球磁场对磁极的定向作用。
‌步骤‌:

用细线悬挂磁铁中心点,确保自由旋转;
静止后,指向地理北极的一端为‌南极(S极)‌,指向地理南极的一端为‌北极(N极)‌。
‌注意‌:需远离金属干扰物,适用于规则形状磁铁。‌12
二、指南针检测法(异性相吸)
‌原理‌:指南针北极指向地磁南极(地理北极),与磁铁异极相吸。
‌步骤‌:

将指南针靠近待测磁铁一端;
若指南针北极被吸引,则该端为‌磁铁南极(S极)‌;若被排斥,则为‌北极(N极)‌。
‌关键‌:确保指南针已校准,避免多磁铁干扰。‌56
三、已知磁极排斥法(同极互斥)
‌原理‌:同名磁极相斥,异名磁极相吸。
‌步骤‌:

取一块标有N/S极的参考磁铁;
用其N极靠近待测端:
若相斥 → 待测端为‌N极‌;
若相吸 → 待测端为‌S极‌。
‌适用性‌:快速验证,尤其适合批量检测。‌23
四、铁屑分布观测法(磁感线显形)
‌原理‌:磁感线从N极出发,返回S极,两极铁屑聚集最密。
‌步骤‌:

将磁铁平放,撒铁屑于表面;
观察铁屑密集的两端点;
结合指南针判定:吸引指南针S极的密集端为‌N极‌。
‌局限‌:需配合其他方法确认极性,适用于可视化教学。‌46
五、电磁感应法(电流方向反推)
‌原理‌:楞次定律中磁铁运动方向与感应电流关联。
‌步骤‌:

将磁铁快速插入螺线管;
连接电流计观察指针偏转方向;
根据右手定则反推磁极:
N极插入时电流特定方向(依据线圈绕向)。
‌专业级‌:需实验室设备,精度最高。‌4


非标男 发表于 2025-7-3 13:54:18

不知道高斯计能不能满足你的需求

磁钢专家 发表于 2025-7-3 16:20:02

你这个有好几种办法,买个磁极片,或者磁极笔,想测的详细点,比如想知道它的表磁数据跟NS极,就买个高斯计

磁钢专家 发表于 2025-7-3 16:21:51

看你画图的这个线,是不是海尔贝克阵列充磁那种
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