1) stereoscopic model
立体观测模型
2) stereoscopic observation
立体观测
4) Observation model
观测模型
1.
Taking test system of a type of tank gun control system as an example, noise is simplified as white noise, based on movement model and observation model established by parameters, application of Kalman filtering in gun control test system can be performed.
以某型坦克火炮控制检测系统为实例,将噪声简化处理为白噪声,通过建立参数的运行模型和观测模型,完成了卡尔曼滤波在火炮控制检测系统中的应用。
2.
In this paper, a systematic error observation model for multiple radars is established, on the basis of which the system observability is analyzed and a conclusion is drawn that measurement accumulation does not always lead to higher observability.
建立了多部雷达情况下的系统误差观测模型,分析了系统的可观测度,得出可观测度不一定随观测数据的增多而增强的结论。
3.
The noise is transferred in to white-noise,and real-time recurrence filtering for test signals is performed by means of Kalman filtering based on movement model and observation model.
为解决天幕立靶测试系统检测信号中各种噪声干扰问题,根据卡尔曼滤波原理及方法对检测信号进行处理,通过建立系统状态模型和观测模型,将噪声简化处理为白噪声并对检测信号进行实时递推滤波,完成了卡尔曼滤波在天幕立靶测试系统中的应用。
5) measurement model
观测模型
1.
According to the rule that atmospheric density would vary with altitude,latitude,season and so on,the fixed altitude measurement model(25 km) can be availably modified.
根据大气密度随高度、纬度、季节等变化规律,有效改进现有固定高度(25 km)的观测模型,可从整体上提高自主导航精度及可靠性。
6) three dimensional model
立体模型
1.
Based on analyzing the figure features and constructing a three dimensional model of trousers,the principles and regulations of trousers dart design were studied in this paper.
通过对人体体形特征的分析以及裤装立体模型的建立 ,研究分析了裤装结构中省的设计原理及规律 。
2.
It is impossible to build three dimensional model with the PC ARC/INFO software directly, since the PC ARC/INFO software lacks TIN (Triangulated Irregular Network ) modular.
】由于目前的ＰＣＡＲＣ／ＩＮＦＯ软件尚缺少ＴＩＮ（ＴｒｉａｎｇｕｌａｔｅｄＩｒｒｅｇｕｌａｒＮｅｔｗｏｒｋ）模块，要想用ＰＣＡＲＣ／ＩＮＦＯ建立体模型还不可能。
补充资料：Hilbert立方体
Hilbert立方体
Hflbert cube
s沁口目s脚止)).这是一个内容丰富成果丰硕的研究领域. 【AI]中有绝好的介绍及参考文献.1翻卜时立方体〔f口加时。谕.;几几诵epT佃二.钾.，l HIIb叮空间(托1饮成sP别笼)l:的子空间，它的点x一(xl，xZ，…)满足条件0‘x，‘(合)一，，2，·…Hilbert立方体是一个紧统(印代甲aCtllnl)，拓扑等价(同胚)于可数多个区间的T叮oHoB积，即毛盯OHo.立方体(T泪如加v CUbe)I从。.这是具有可数基的度量空间类中的万有空间(u苗记岛沮sp即笼)(yP“coH摩粤化定理(Ul笋ohnn毖tri皿山nd笙幻reln)). B .A.nac卜川劝B撰【补注】到山比d立方体的拓扑结构是在无穷维拓扑这一领域内得到研究的(见无穷维空间(而丽记~dinrn-
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