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1)  Magnetic induction
磁感强度
1.
The magnetic induction of the coil of rectangular carrying current;
矩形载流线圈的磁感强度
2.
This paper expounds two basic methods of resolving magnetic induction in vacuum steady magnetic field and applies these methods to some simple examples.
碰感强度及其求解,乃属于磁场的核心问题,本文探讨真空稳恒磁场中求解磁感强度的基本方法以及应用这些方法的简单例子,并对这些方法作了适当的比较。
3.
In the view of equivalent magnetic charge of electrical current or molecular current, to caculate the magnetic intensity HDD(-*DD) of solenoid with current or cylindrical permanent magnet, we can get the magnetic induction , and draw the distribution of the magnetic field line.
用基于电流或分子电流的等效磁荷观点 ,计算载流螺线管或柱形永磁铁轴线上任一点的磁场强度H ,进而求出磁感强度B ,并画出螺线管内外的磁力线分布。
2)  magnetic flux density
磁感强度
1.
The magnetic flux density distribution of flat spiral coil simulation by impulsive current usually used in electromagnetic metal forming is researched.
对平板毛坯电磁成形用平面螺旋线圈在电流激励下磁场强度的分布特性进行了研究,推导出磁感强度的计算公式,并用实验验证了其正确性。
2.
The magnetic flux density inside, outside and on the surface of a thin, infinite long current -carrying plate is analyzed.
通过对载流导电板内部、外部和表面的磁感强度的分析,说明对于同一个物理问題,从不同的角度分析时,应当选用的物理模型往往是不同的。
3)  Magnetic induction intensity
磁感强度
1.
The magnetic induction intensity at the center of elliptic current ring is derived based on the Biot-Savart law and elliptic parameter equation intensity.
运用毕奥萨伐尔定律和椭圆参数方程,计算出椭圆环电流中心的磁感强度
4)  magnetic strength
磁强;磁感应强度
5)  Magnetic Flux Density
磁感应强度
1.
Numerical simulation on the distribution of magnetic flux density in a electromagnetic soft-contact mold;
电磁软接触结晶器磁感应强度分布的数值模拟
2.
8T (Bs) of saturation magnetic flux density, 69W/kg (W2/10k) of iron loss, have been improved.
5%Si硅钢片的饱和磁感应强度Bs为1。
3.
Using the formula about the magnetic flux density induced by coil which deduced by Biot-Savart law,this paper deduces the formula about random point's magnetic flux density of hollow column solenoid and deduces the formulas about axial specific magnetic force and radial specific magnetic force by using the field gradient expression of binary function and the expression of specific magnetic force.
通过利用比奥-萨伐定律对单圆环线圈任意点磁感应强度的求解,得到了厚壁圆环线圈所产生的磁感应强度的求解公式。
6)  magnetic induction intensity
磁感应强度
1.
Distribution of the whole-space magnetic induction intensity B in a circular current;
圆电流全空间磁感应强度B的分布
2.
Magnetic Induction Intensity of Electric Current on the Finite-Length-Even Cylindrical Surface
有限长均匀圆柱面电流所在处的磁感应强度
3.
In order to investigate the influence of magnetic field on the vapor-liquid equilibrium of binary azeotrope,the vapor-liquid equilibrium of n-butanol-water system was studied under magnetic field with different magnetic induction intensity.
为探讨磁场对二元共沸物系汽液平衡的影响,在不同磁感应强度的磁场中,研究了正丁醇-水物系的汽液平衡。
补充资料:磁感应强度
磁感应强度
magnetic induction
    描述磁场强弱和方向的基本物理量。是矢量,常用符号B表示。
   点电荷q以速度v在磁场中运动时受到力f   的作用。在磁场给定的条件下,f的大小与电荷运动的方向有关 。当v 沿某个特殊方向或与之反向时,受力为零;当v与此 特殊方向垂直时受力最大,为fmfm与|q|及v成正比,比值 !!!C0984_1与运动电荷无关,反映磁场本身的性质,定义为磁感应强度的大小,即!!!C0984_2B的方向定义为:由正电荷所受最大力fm的方向转向电荷运动方向 v   ,右手螺旋前进的方向 。定义了B之后,运动电荷在磁场 B 中所受的力可表为 f  qv×B,此即洛伦兹力公式。
   除利用洛伦兹力定义B外,也可以根据电流元Idl在磁场中所受安培力dfIdl×B来定义B,或根据磁矩m在磁场中所受力矩Mm×B来定义B,三种定义,方法雷同,完全等价。
   在国际单位制(SI)中,磁感应强度的单位是特斯拉,简称特(T)。在高斯单位制中,磁感应强度的单位是高斯(Gs ),1T=104Gs。由于历史的原因,与电场强度E对应的描述磁场的基本物理量被称为磁感应强度B,而另一辅助量却被称为磁场强度H,名实不符,容易混淆。通常所谓磁场,均指的是B
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