1) amended perturbation solution
修正摄动解
2) camera correction
摄像机修正
3) regular perturbation
正则摄动
1.
We present a new method for studying the subthreshold characteristics of nano-scaled MOSFETs,which we call the “regular perturbation method”.
采用了一种新的方法研究纳米金属-氧化物-半导体场效应管(MOSFETs)的亚阈值特性,即正则摄动法。
4) normal perturbation
正则摄动
1.
By using normal perturbation method with reasonable boundary conditions, the paper resolves a partial differential equation of the two-dimensional potential of four-terminal silicon pressure transducers, and the analytical expression of the two-dimensional potential is derived accordingly.
利用正则摄动法,采用合理的边界条件,求解四端硅压力传感器二维电势的偏微分方程,得出了该传感器二维电势的解析表达式;并由此导出了随应力而变的最大输出电压的解析表达式,且给出了输出电压与器件尺寸的精确关系。
2.
The directional solidification in binary system by the small Reynolds number far field flow is studied by the normal perturbation,and the influence of impurity concentration to the temperature field and solid-liquid interface is considered.
利用正则摄动方法研究了在小雷诺数远场来流作用下二元系定向凝固问题,并考虑了杂质浓度对温度场及固液界面的影响。
5) perturbation solution
摄动解
1.
perturbation solution of the flow in curved annular pipe with small curvature;
环形截面小曲率弯管内粘性流动的摄动解
2.
The computation for both creatinine and urea show that the perturbation solution is not only simple but also accurate enough and is a good substitute for the more exact analytical solution.
提出了细胞外室体积随时间变化的两室模型并求出了其摄动解。
3.
The first order perturbation solution of the characteristic value and the characteristic function in the bending vibration problems of bridge structures has been deduced by means of the perturbation methods.
利用摄动法,导出了桥梁结构弯曲振动问题中特征值和特征函数的一阶摄动解。
6) analytic perturbations
解析摄动
补充资料:长期摄动
长期摄动 secular perturbation 天体在运动过程中,除了受中心主天体的引力作用外,还受到周围其他天体、介质等等诸多因素的作用,这些作用与中心体的引力相比是很小的,因此称为摄动。天体在摄动作用下,其坐标、速度或轨道要素都产生变化,这种变化成分称为摄动项。长期摄动是指天体的坐标、速度或轨道要素的摄动量中随着时间而单调增加或减少的部分,又称长期摄动项。长期摄动反映了天体运动轨道随时间演化的粗略规律,对于研究天体的演化过程和整个力学系统的宏观图像和稳定性有很重要的意义。18世纪以后,许多天体力学家都在研究大行星的运动轨道是否有长期摄动,并且证明,在精确到一阶、二阶小量的情况下大行星轨道大小不会有长期变化。人造天体运动理论中,长期摄动的存在与否是直接影响人造天体寿命的重要因素,例如由于地球大气阻力的长期摄动存在,可能导致人造地球卫星的轨道逐渐变小,最终落入大气层而坠毁。 |
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