矢量磁位又称磁矢势，在电磁学里，通常标记磁矢势的旋度为磁场。
...、（7）式进行求解，通常有两种方法： 1）标量磁位法（magnetic scalar potential）； 2）矢量磁位（magnetic vector potential）法【20l： 本文采用矢量磁位法，在此仅对其进行介绍： 引进矢量似】．，其满足：｛曰｝；Vx似），根据矢量的运算规则， 恒成立，...
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The boundary value problem on the magnetic vector potential A is derived by introducing the magnetic vector potential A and using Maxwell's equations.
2．通过引入矢量磁位A并利用麦克斯韦方程组推出了以矢量磁位A为求解对象的边值问题。
参考来源 - 空心圆柱线圈的电感计算Using Maxwell electromagnetic equations, by solving the boundary-value problem of magnetic vector potential, analytical expression to impedance increment of the solenoid coil in eddy current testing of the medium in half space was given. Theoretical result was modeled in computer.
利用Maxwell电磁方程组，通过求解矢量磁位的边值问题得到了矢量磁位的解析解，进而导出了媒质上方放置式空心线圈的阻抗增量解析式，并对阻抗变化表达式进行单层板厚度和三层板间隙的检测模型进行了仿真。
参考来源 - 电涡流检测技术在多层厚度检测中的应用研究·2,447,543篇论文数据，部分数据来源于NoteExpress
以矢量磁位作为求解变量得到励磁磁场和电枢反应磁场的二维解。
Magnetic vector potential is regarded as variables to gain solution of excitation magnetic field and armature response magnetic field.
并以矢量磁位作为求解变量得到励磁磁场和电枢反应磁场的二维解。
The vector magnetic potential is regarded as a variable to gain the two-dimension solution of excitation magnetic field and armature response magnetic field.
利用轴对称电磁场的性质得到了以矢量磁位为求解对象的边值问题。
In this paper, the boundary value problem of the magnetic vector potential is derived by use of the character of the axisymmetrical electromagnetic field.
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