magnetic induction的例句大全

Relationship Between Texture Parameter and Magnetic Induction of WD Silicon Steels

WD硅钢织构参数与其磁感应强度的关系

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This paper discussion the magnetic field of an infinite solenoid of arbitrarily shaped cross-section, and caculates the magnetic induction of the magnetic field by using the Biot-Savart law and the trigonometric function.

讨论截面为任意形状无限长螺线管磁场的问题，运用毕奥&萨伐尔定律和三角函数知识计算该磁场的磁感应强度。

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numerical calculation of the magnetic induction joule heat in hfw pipe seam

HFW钢管焊缝感应焦耳热的数值计算

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The experiments of the stress and magnetic induction under different bias magnetic fields are carried out, the results show that the magnetic induction is maximal when the bias magnetic field is 5kA/ m.2.

进行了一定偏置磁场下外应力和磁感应强度的实验研究，实验结果表明偏置磁场为5kA/m时，磁感应强度最大。

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The math function of the relationship between the ultrasonic wave amplitude and the magnetic induction intensity is established. The electromagnetic acoustic transducer is optimized using uniform experimental design, and the miniaturization of the transducer is realized.

本文建立磁感应强度与分子振动幅值的关系函数，用均匀实验设计对电磁超声传感器进行优化设计，实现了电磁超声传感器的小型化。

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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。

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Research Progress of Plasminogen Activator Inhibitor One in Gestational Diabetes Mellitus Behaviors of Precipitation and Solution of AlN Inhibitor in High Magnetic Induction Grain-oriented Silicon Steel

纤溶酶原激活物抑制剂-1（PAI-1）与妊娠期糖尿病的研究高磁感取向硅钢（Hi-B）中AlN抑制剂的固溶析出行为

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the distribution of the magnetic line of force and the formula for magnetic induction induced by a circular current

圆电流磁感线的分布及磁感应强度的函数表达式

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The results show that the main factors influencing the optimal linear velocity are magnetic induction intensity, original tensile force and diameter of the smaller belt pulley.

结果表明，影响磁力金属带传动最佳线速度的因素主要有磁感应强度、初张力及小带轮直径等。

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Influence Factors on Magnetic Induction of Traveling Wave Electromagnetic Stirrer for Slab Concasting

连铸板坯行波电磁搅拌器磁感应强度的影响因素

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This paper deseribes a theoretical design of a new magnetic sensor for measuring point values of magnetic induction of stimulating fields.

提出了一种用于磁刺激场测量的新型点磁场测量传感器的理论设计。

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In symplectic geometry space with the origin variables displacements, electric potential and magnetic potential, as well as their duality variables lengthways stress, electric displacement and magnetic induction, symplectic dual equations are employed.

在由原变量位移、电势和磁势以及它们的对偶变量纵向应力、电位移和磁感应强度组成的辛几何空间中，形成辛对偶方程组。

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The best impelled current of the electromagnetic iron was determined by experiments, and magnetic induction intensity in electromagnetic acoustic transducer ( EMAT) testing steel pipe's defaults was calculated by ANSYS finite element software.

通过实验研究，确定了电磁超声传感器最佳励磁电流，利用ANSYS有限元软件，对用于钢管缺陷检测的电磁超声传感器的磁感应强度进行了计算，得到磁感应强度的分布规律。

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Work of magnetic force and change of energy in electromagnetic induction

磁力做功与电磁感应现象中的能量转换

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Magnetic Induction of a Thin Cylindrical Surface of Limited Length Uniformly Loaded With Current

有限长均匀载流薄圆柱面面上的磁感应强度

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Trajectory simulation to spinning projectile indicates that the measurement results of magnetic induction coil are affected by different fire direction.

针对旋转弹进行了弹道仿真，分析了不同射向对地磁感应线圈测量结果的影响。

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Use loading equipment and the magnetic induction coil sensor, input AC coil in the access, and test magnetic induction electromotive force in the test coil.

用加载设备对试件进行加载，采用磁感式传感线圈，在输入线圈中接入交流电，在测试线圈中测试磁感电动势。

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In the existing detectors, vehicle detectors based on magnetic induction coil have advantages of stable performance, high reliability, outstanding environmental adaptability and cost-effectiveness. They have been widely used in the world now.

现有的多种车辆检测器中，基于磁感应线圈的车辆检测器具有性能稳定、可靠性高、环境适应性强、性价比高的优点，在世界范围内都得到广泛应用。

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This paper puts forward a design scheme of an intelligent vehicle detector based on magnetic induction coil using a single-chip processor. With simple principle, it has high sensitivity, stability and good compatibility with other systems.

本文提出了一种使用单片机实现的基于磁感应线圈的智能车辆检测器的设计方案，此方案不但具有原理简单、灵敏度高、稳定性好的特点，而且方便与其他系统进行连接，兼容性好。

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And the mathematical description of magnetic induction intensity of arc generated in any space is deduced based on the combination of the Biot-Savart law and the modern space geometry method, and the relationship between magnetic induction intensity and the arc spatial coordinates can be decided.

基于毕奥&萨伐尔定律，结合现代数学中的空间几何知识，推得电弧（弧线）在空间任意处所产生磁感应强度的数学描述，即确定电弧（弧线）空间坐标与磁感应强度的对应关系。

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