Robot calibration without scaling /

(calibration). A new calibration method was developed

Bibliographic Details
Main Author: Ives, Thomas W., 1961-
Format: Thesis eBook
Language:English
Published: [Place of publication not identified] : [publisher not identified] ; 1995.
Subjects:
Online Access:Link to OAKTrust copy

MARC

Tag First Indicator Second Indicator Subfields
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007 cr unu a
008 960709s1995 xx a b 000 0 eng d
035 |9 AHB2838AM 
035 |a (OCoLC)35046244 
040 |a TXA  |c TXA  |d UtOrBLW 
049 |a TXAM  |a TXAR 
099 |a 1995  |a Thesis  |a I94 
100 1 |a Ives, Thomas W.,  |d 1961- 
245 1 0 |a Robot calibration without scaling /  |c by Thomas W. Ives. 
264 1 |a [Place of publication not identified] :  |b [publisher not identified] ;  |c 1995. 
300 |a vi, 31 leaves :  |b illustrations ;  |c 28 cm. 
336 |a text  |b txt  |2 rdacontent 
337 |a computer  |b c  |2 rdamedia 
338 |a online resource  |b cr  |2 rdacarrier 
500 |a "Major subject: Mechanical Engineering". 
500 |a Vita. 
502 |b M.S.  |c Texas A&M University  |d 1995. 
504 |a Includes bibliographical references. 
520 |a (calibration). A new calibration method was developed  
520 |a amount of ill-conditioning is measured with a condition  
520 |a and usually prevent, convergence toward a solution when  
520 |a approaches to improving the condition of matrices that  
520 |a are used in kinematic parameter identification  
520 |a closed form solution. In the second step, the  
520 |a describe the systems being analyzed. Some of the  
520 |a describing the robot is not required. This method was  
520 |a easy to understand and implement. 
520 |a feature is utilized as a constraint that simplifies the  
520 |a feature of this new method is that it takes advantage  
520 |a from standard methods. Furthermore, the new method is  
520 |a from the translational kinematic parameters. This  
520 |a identification technique. The method is similar to  
520 |a improving the condition number for a matrix.  
520 |a Jacobian matrix. This new Jacobian has a condition  
520 |a Many engineering problems are studied through numerical  
520 |a methods of scaling matrices to improve the condition  
520 |a methods, and scaling of the kinematic parameters  
520 |a number that is significantly better than those derived  
520 |a number. However, robotics researchers have not  
520 |a number. 111-conditioned matrices significantly slow,  
520 |a numbers than matrices used in standard calibration  
520 |a of the rotational kinematic parameters' independence  
520 |a problems require iterative algorithms. In many cases  
520 |a Researchers in other fields have developed specific  
520 |a rotational parameters are estimated using a new type of  
520 |a schemes that use large matrices to mathematically  
520 |a specifically addressed, in robotics literature, their  
520 |a standard methods in that it is iterative. There are  
520 |a tested on rotational joint robots only. The key  
520 |a that uses matrices with significantly better condition  
520 |a the matrices used in these numerical schemes are found  
520 |a to be "ill-conditioned", or close to singularity. The  
520 |a translational parameters are solved separately in a  
520 |a two steps to each iteration. In the first step, the  
520 |a using iterative methods. Scaling is a common way of  
530 |a Also available online. 
530 |a Issued also on microfiche from Lange Micrographics. 
650 4 |a Major mechanical engineering. 
856 4 1 |u https://hdl.handle.net/1969.1/ETD-TAMU-1995-THESIS-I94  |z Link to OAKTrust copy  |t 0 
999 |a MARS 
999 f f |s f012b3e0-501e-3eed-bf51-ae75fa6eb99a  |i 185f4f7b-3415-3c97-9988-00183d0c395d  |t 0 
952 f f |p noncirc  |a Texas A&M University  |b College Station  |c Cushing Memorial Library & Archives  |s cush tdrm  |d Cushing: Theses & Dissertations Microforms (Does not check out)  |t 0  |e 1995 Thesis I94  |h Other scheme  |i computer -- online resource 
952 f f |a Texas A&M University  |b College Station  |c Electronic Resources  |s www_evans  |d Available Online  |t 0  |e 1995 Thesis I94  |h Other scheme 
998 f f |a 1995 Thesis I94  |t 0  |l Cushing: Theses & Dissertations Microforms (Does not check out) 
998 f f |a 1995 Thesis I94  |t 0  |l Available Online