1) double integration method
双积分法
2) double photoelectric integral method
双次光电积分法
1.
On the rough north seeking stage,a step move method that is to consume the mechanical energy of gyroscopic pendulum by the outer action is used to realize the fast north seeking,and then,on the precise north seeking stage,a double photoelectric integral method is adopted to get the intersecting angle between the meridian plane and the reference axis of gyro.
在精寻北阶段采用双次光电积分法,通过对陀螺摆动的一个半周期做积分测量后,利用双次光电积分的方式得到陀螺摆动的平衡位置,然后,通过计算来获得子午面与陀螺轴向之间的夹角。
3) dual-integral A/D
双积分A/D
1.
Improaed Dual-integral A/D Techhohogy;
改进双积分A/D转换技术
4) two way integral
双向积分
1.
The deflection of complex simple beam and overhanging beam was resolved by two way integral and definite integral,which was clearer,simpler.
运用双向积分法和定积分法 ,对可以简化处理复杂的简支梁和外伸梁的挠度问题 ,使解题思路更清晰 ,步骤更简
5) doubly integrating
双重积分
1.
The design procedure of the two-degree-of-freedom IMC-PID controller for doubly integrating plants with delay is proposed based on the internal model control theory.
针对一类具有时滞的双重积分对象,根据内模控制理论提出一种二自由度IMC-PID控制器设计方法。
2.
Two new two-degree-of-freedom control structures were proposed for doubly integrating plants with time delay, in one of which the setpoint tracking controller is designed by using the H_2 optimal performance specification and in the other, a conventional derivative controller is utilized for the setpoint tracking.
针对具有时滞的双重积分对象,提出了两种新颖的二自由度控制结构。
6) dual slope integration
双斜积分
1.
Signal processing schemes described in this paper are double correlated sampling, dual slope integration and switched exponential filtering.
文中分析了三种抑制噪声的方法 ,相关双采样法、双斜积分法、开关指数滤波法。
补充资料：积分双曲正弦
积分双曲正弦
integral hyperbolic sine
积分双曲正弦【加魄刘h押‘加万c‘理;IIH祝印幼I，H诚rHnep60月“，ee心面eu“界1 对于实数x，由下式定义的特殊函数: -1·一r sinht，._. Shi(‘’一)上兰犷兰以亡一‘““‘x’，其中51(x)是积分正弦(int瞿”1 sine).积分双曲正弦能够表示为下列级数: ”hi(‘)一‘+责+希+一积分双曲正弦与积分双曲余弦(加忱脚lh刃军rbolicco-sine)之间存在下列关系: O五(x)+Shi(x)“Li(ex)，其中Li是积分对数(访忱脚1】o罗rit加爪). 有时积分双曲正弦用shi(x)来表示. 关于参考文献，见积分余弦(integl司cosine). A .B .11妇aHOB撰【补注】这个函数很少使用，由于它与正弦积分的关系，所以又称为双曲正弦积分(h男咒rbelic sine integrdl).当然，它能够对z6C来定义.张鸿林译
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条