1) first order response of motions
一阶运动响应
2) first-order kernel
一阶响应
1.
Component analysis of the multifocal ERG first-order kernel;
多焦视网膜电流图一阶响应构成模型及应用
3) first-order motion
一阶运动
1.
Furthermore, we compared the differences between the training group and the control group (11 subjects) and found out: 1) the training with first-order motion gratings can improve subjects’performance in first-order motion direction discrimination but the improvement can’t be transferred to the performance in second-order motion task; 2) the tra
视觉系统所能识别的运动信号可以分为一阶运动和二阶运动两类,简单地说,一阶运动是指亮度信息的运动,而二阶运动是指非亮度的高阶图像信息(如对比度或纹理等)的运动。
2.
The results showed that:1) the training with first-order motion gratings can improve subjects\'performance in first-order motion direction discrimination but the improvement can\'t be transferred to the performance in second-order motion task;2) the training with second-order motion gratings can improve subjects\'performance in both first-and second-order motion direction discrimination tasks.
为了明确视觉系统对一阶运动和二阶运动识别机制之间的相互关系,采用一阶运动和二阶运动的正弦光栅刺激,在旁中央凹对训练组(14名被试)进行运动方向辨别的知觉学习训练。
4) motion response
运动响应
1.
Prediction of motion response on a multi-point poored FPSO;
多点系泊型式浮式生产储油船(FPSO)的运动响应预报
2.
Prediction and analysis of motion response for a deep sea semi-submersible drilling platform;
深海半潜式钻井平台运动响应预报与分析
3.
The motion responses of the Spar platform induced by internal waves in a two-layer fluid;
两层流体中内波作用下Spar平台运动响应
6) motion responses
运动响应
1.
The traditional three dimensional potential theory was used to analyze the hydrodynamic forces and motion responses of two hinged bodies in waves.
用三维势流理论分析了两个铰接的单体在波浪的作用下所受的水动力和各自的运动响应 。
2.
Based on the model of RMFC(rigid module flexible connector),combining with the multi rigid body theory and 3-dimensional boundary element method,the motion responses of a MOB(mobile offshore base) has been programmed and calculated.
应用三维边界元方法与多刚体隔离算法,在不考虑模块间相互作用的情况下,给出单模块和以柔性连接器(RMFC)连接的五模块离岸式移动基地(MOB)在规则波作用下运动响应的简化算法。
补充资料：阶跃响应法
分子式：
CAS号：
性质：一种建立系统非参数模型的方法。给系统施加一个阶跃信号，观测系统对此阶跃信号的输出响应，以求得系统模型参数，从而得到系统的数学模型如传递函数模型等。利用所得到的数学模型可分析系统的动态特性，设计控制器等。
CAS号：
性质：一种建立系统非参数模型的方法。给系统施加一个阶跃信号，观测系统对此阶跃信号的输出响应，以求得系统模型参数，从而得到系统的数学模型如传递函数模型等。利用所得到的数学模型可分析系统的动态特性，设计控制器等。
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