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Proceedings - OAGM & ARW Joint Workshop 2016 on "Computer Vision and Robotics“
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purebackor front steeringcanberealizeddependenton thepositionofPICC. Thevirtualcoordinate system [xV,yV] isused to shift thezero positionand theprivileged direction. FRONT POyO xO θ3v3 y3 x3 P3|O θ2 v2 y2 x2 P2|O θ4 v4 y4 x4 P4|O θ1 v1 y1 x1 P1|O PV xV yV θFD rh vV PICC|V Figure3: Exemplarykinematicconfigurationwith four independently steerablewheels. θFD=atan2(PICC,x+PV,x,−PICC,y−PV,y) (1) Pα=(PICC,x+P1,x) 2+(PICC,y+P1,y) 2 (2) Pn,a=(PICC,x+PV,x) ·Pn,y−(PICC,y+PV,y) ·Pn,x (3a) Pn,b=(PICC,x+PV,x) ·Pn,x+(PICC,y+PV,y) ·Pn,y−Pα (3b) θn=atan2(Pn,a,Pn,b)+θFD , (3c) With θFD as the forward direction,PICC as the instantaneous center of curvature,Pv as the origin of the virtual coordinate system,Pn as the position of the wheel in the kinematic configuration, and Pα,Pn,a,Pn,b as auxiliary variables. The speed of the single wheels can be calculated based on the distanceof theoriginof thewheelsPn toPICCwith (4a)-(4c). rn= |PICC−Pn| (4a) rmax=max(rn) (4b) vn=vm · rn rmax (4c) withvn as the speedof thenthwheel andvm as the intended maximumspeedof the fastestwheel. 120
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Proceedings OAGM & ARW Joint Workshop 2016 on "Computer Vision and Robotics“
Title
Proceedings
Subtitle
OAGM & ARW Joint Workshop 2016 on "Computer Vision and Robotics“
Authors
Peter M. Roth
Kurt Niel
Publisher
Verlag der Technischen Universität Graz
Location
Wels
Date
2017
Language
English
License
CC BY 4.0
ISBN
978-3-85125-527-0
Size
21.0 x 29.7 cm
Pages
248
Keywords
Tagungsband
Categories
International
Tagungsbände

Table of contents

  1. Learning / Recognition 24
  2. Signal & Image Processing / Filters 43
  3. Geometry / Sensor Fusion 45
  4. Tracking / Detection 85
  5. Vision for Robotics I 95
  6. Vision for Robotics II 127
  7. Poster OAGM & ARW 167
  8. Task Planning 191
  9. Robotic Arm 207
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