equation n. 1.平衡,均衡;平均,相等。 2.【數學】方程式,等式。 3.【天文學】(時)差;均分,等分。 4.【化學】反應式。 algebraic [linear, simple, quadratic, cubic, simultaneous] equation 代數(一次,一元一次,二次,三次,聯(lián)立)方程式。 differential equation 微分方程。 an identical equation 恒等式。 equation of light 【天文學】光行時差。 equation of payments 平均分期付款。 equation of state 【物理學】物態(tài)方程式。 equation of time 【天文學】時差。 personal equation 【天文學】觀測上的個人誤差。
In this paper , the od error equations are proposed in detail 本文詳細推導了里程計的速度誤差方程。
Depending on the error analysis of the strap - down inertial navigation system , the error equation of this system is given 在分析捷聯(lián)系統(tǒng)誤差的基礎上,給出了系統(tǒng)的誤差方程。
At the same time , we use kalman filter error equations in errors analysis for autonomous navigation algorithm , and compare the analysis results of the two methods 同時利用卡爾曼濾波誤差方程對自主導航算法進行誤差分析,并將兩種分析結果作比較。
This paper employs differentiation transformation and the method of differentiating completely homogeneous coordinate transformation to set up errors equations group , the discussion of the errors of double - triangle pkm is conducted 本論文應用微分變換和齊次坐標變換的全微分建立誤差方程組,討論了雙三角形并聯(lián)機構的位姿誤差分布。
This paper utilizing the deduced error equation of apsse , establishing the equation be convenient to usign the monte carlo method , providing a new method to anglicizing the error of apsse 論文利用推導出機載光電跟蹤測量設備的位置傳遞方程基礎上所建立的適合蒙特卡洛法的誤差方程是對機載光電跟蹤測量設備誤差分析提供新的手段和方法。
Based on the error distributing of the apsse , we established the error equation helped to calculate the error of appse usign the matlab software . then we designed and wrote the emulating program of the apsse measuring equation 論文在機載光電跟蹤測量系統(tǒng)的位置傳遞方程的基礎上,利用matlab程序的特點,編寫了機載光< wp = 5 >電跟蹤測量系統(tǒng)的測量方程仿真計算程序。
Since there are over twenty taches from the object to the photo , the error analysis method is firstly unit analysis and the synthesize . after established the error equation usign the coordinate transform method , quantificational anglicizing the total error is possible 建立位置傳遞方程的目的就是將這些誤差用方程的形式統(tǒng)一起來,改變以往對誤差的分析都是先進行單元分析,然后,進行合成的缺陷。
Initial alignment is to put on some speed of control angel in order to transferring the maths platform to expected location . it can be controlled by error equation . in the platform system , it used to adopt the modern control theory method 初始對準從控制上講就是施加一定的控制角速度把數學平臺轉向期望的位置(與地理坐標系重合) ,它是按誤差方程進行控制的,過去在平臺系統(tǒng)中采用頻率特性方法,目前已經采用了現(xiàn)代控制理論設計方法。
On the basis of kinematics analysis and model transformation , an error equation of the robot kinematics parameter is established with numerical optimization , and the optimal design for kinematics parameter is realized , which effectively increases the repositioning precision of the robot 在運動學分析和模型變換的基礎上,運用數值優(yōu)化技術建立了機器人運動學參數的誤差方程,實現(xiàn)了運動學參數的優(yōu)化設計,有效提高了機器人的重復定位精度。
We have known from the analysis of error equations of sins that the errors produced by the initial alignment will propagate with time , the precision of initial alignment will affect the precision of the whole system , and so it is very important to improve the precision of initial alignment 從捷聯(lián)慣性系統(tǒng)誤差方程的分析可知,初始對準誤差會隨時間而傳播,初始對準的精度直接影響整個捷聯(lián)系統(tǒng)的系統(tǒng)精度,因此提高初始對準的精度對改善捷聯(lián)系統(tǒng)精度是至關重要的。