Right Hand Coordinate System Right Hand Rule A rectangular or - PowerPoint PPT Presentation

Jan 21, 2024 •235 likes •280 views

Right Hand Coordinate System Right Hand Rule A rectangular or Cartesian coordinate system is said to be right-handed provided the thumb of the right hand points in the direction of the positive z axis when the right hand fingers are curled

Right Hand Coordinate System  Right Hand Rule  A rectangular or Cartesian coordinate system is said to be right-handed provided the thumb of the right hand points in the direction of the positive z axis when the right hand fingers are curled about the axis and directed from positive x to positive y axis
Right-Hand Rule Used to determine positive direction of X,Y, & Z axes
Right-Hand Rule Also used to determine positive rotational direction

Download Presentation

Download Policy: The content available on the website is offered to you 'AS IS' for your personal information and use only. It cannot be commercialized, licensed, or distributed on other websites without prior consent from the author. To download a presentation, simply click this link. If you encounter any difficulties during the download process, it's possible that the publisher has removed the file from their server.

Recommend

3. Matrices Often if one starts with a coordinate system ( x 1 , x 2 , x 3 ), sometimes it is

3. Matrices Often if one starts with a coordinate system ( x 1 , x 2 , x 3 ), sometimes it is better to work in a coordinate system ( y 1 , y 2 , y 3 ) related to the old coordinate system in a simple way: 2 x 1 x 2 + x 3 = y 1 3 x 1 + x 2

616 views • 4 slides

3-D Coordinate System 3-D Coordinate System Contour Map How thick is the earths crust?

http://www.nws.noaa.gov/om/windchill/ 3-D Coordinate System 3-D Coordinate System Contour Map How thick is the earths crust? http://earthquake.usgs.gov/research/structur e/crust/index.php Contour Map From

493 views • 16 slides

Implementation Issues More from Interface point of view V Eye Y U N X Z Viewing Coordinate

Implementation Issues More from Interface point of view V Eye Y U N X Z Viewing Coordinate System (VCS) World Coordinate System (WCS) View Coordinate System (VCS) Viewing coordinate system Position and orientation of the view plane

595 views • 31 slides

Analytic Geometry 1 -1 Cartesian Coordinate System

Analytic Geometry 1 -1 Cartesian Coordinate System The Cartesian coordinate system, or the rectangular coordinate system, is a geometrical system that is

530 views • 16 slides

3D Geometric Transformation (Chapt. 5 in FVD, Chapt. 11 in Hearn & Baker) 3D Coordinate

3D Geometric Transformation (Chapt. 5 in FVD, Chapt. 11 in Hearn & Baker) 3D Coordinate Systems Right-handed coordinate system: z y x Left-handed coordinate system: y z x Reminder: Vector Product UxV V U VxU =

294 views • 13 slides

1 Screen Coordinate System W orld Coordinate System Problem s with drawing in screen

Announcem ents CS 4 7 3 1 : Com put e r Gr a phics Room: if few people drop class, I will request room change Le ct ur e 4 : 2 D Gr a phic Syst e m s Project 1 should work on any of the CCC unix/ Linux m achines Em m anuel Agu

545 views • 8 slides

I ndiana Geospatial Coordinate System (I nGCS) Matthew G. Badger, PS Survey Project Manager,

I ndiana Geospatial Coordinate System (I nGCS) Matthew G. Badger, PS Survey Project Manager, Lochmueller Group INDOT Consultant July 29, 2015 The I ndiana Geospatial Coordinate System (I nGCS) Bridging the data gap between Land Surveying

710 views • 66 slides

Linear Independence Recall: The vectors { v 1 , . . . , v n } generate a coordinate

Linear Independence Recall: The vectors { v 1 , . . . , v n } generate a coordinate system for Span { v n } v 1 , . . . , We want an efficient coordinate system. E.g. Suppose, as above, that b = v 1 + 2 v 2

230 views • 12 slides

Cylindrical and Spherical Coordinates The Cartesian coordinate system is by far the simplest, the

Cylindrical and Spherical Coordinates The Cartesian coordinate system is by far the simplest, the most universal and the most important. There are some situations for which the Cartesian coordinate system is not entirely ideal. These

1.74k views • 27 slides

CS 5 4 3 : Com puter Graphics Lecture 2 ( Part 1 ) : 2 D Graphic System s Emmanuel Agu 2 D

CS 5 4 3 : Com puter Graphics Lecture 2 ( Part 1 ) : 2 D Graphic System s Emmanuel Agu 2 D Graphics: Coordinate System s Screen coordinate system World coordinate system World window Viewport Window to Viewport mapping

277 views • 15 slides

I total = k a I ambient + I i ( compute Phong lighting at the vertices h : halfway

Clarify: OpenGL Example University of British Columbia News Clarify: Projective Rendering Pipeline CPSC 314 Computer Graphics coordinate system point of view! coordinate system point of view! midterm is Monday, be on time! object world

618 views • 4 slides

How do you visualize a coordinate system? Do you think of this? z Orthogonal Curvilinear

b b How do you visualize a coordinate system? Do you think of this? z Orthogonal Curvilinear Coordinates Then you are probably not comfortable using cylindrical or spherical coordinates. Phyllis R. Nelson Cal Poly Pomona y x ECE 302 -

682 views • 7 slides

CS 5 4 3 : Com puter Graphics Lecture 2 ( Part I ) : 2 D Graphic System s Emmanuel Agu 2D

CS 5 4 3 : Com puter Graphics Lecture 2 ( Part I ) : 2 D Graphic System s Emmanuel Agu 2D Graphics: Coordinate System s Screen coordinate system World coordinate system World window Viewport Window to Viewport mapping Screen

379 views • 15 slides

List of hand outs for this session Hand out 1: Incident decision tree Hand out 2: Yorkshire

List of hand outs for this session Hand out 1: Incident decision tree Hand out 2: Yorkshire Contributory Factors Framework hand out (2 sided with explanations) Hand out 3: NPSA quick ref guide to SEA Hand out 4: The Improvement Academys SEA

892 views • 78 slides

Plan of the Lecture Review: coordinate transformations; conversion of any controllable system

Plan of the Lecture Review: coordinate transformations; conversion of any controllable system to CCF. Todays topic: pole placement by (full) state feedback. Plan of the Lecture Review: coordinate transformations; conversion of any

923 views • 66 slides

Hand Hygiene Stefan Morton Hand Hygiene Coordinator Evidence Improved adherence to hand

Hand Hygiene Stefan Morton Hand Hygiene Coordinator Evidence Improved adherence to hand hygiene (i.e. hand washing or use of alcohol-based hand rubs) has been shown to terminate outbreaks in health care facilities to reduce

372 views • 11 slides

AST 1420 Galactic Structure and Dynamics Presentations Week 11: Nov. 24 Each student

AST 1420 Galactic Structure and Dynamics Presentations Week 11: Nov. 24 Each student presents on a topic for ~10 min. Encouraged to find your own topic in Galactic structure and dynamics! Could be a survey and some results on a

1.14k views • 86 slides

Ps rt P ttr

Ps rt P ttr t tt rtt r r

507 views • 15 slides

Introduction to pinhole cameras Lesson given by S erard in the course ebastien Pi

Introduction to pinhole cameras Lesson given by S erard in the course ebastien Pi Introduction aux techniques audio et vid eo (ULg, Pr. J.J. Embrechts) INTELSIG, Montefiore Institute, University of Li` ege, Belgium October 30,

575 views • 21 slides

Geoapplications development http://rgeo.wikience.org Higher School of Economics, Moscow,

Geoapplications development http://rgeo.wikience.org Higher School of Economics, Moscow, www.cs.hse.ru 2 Why do we use maps? Pictures from .., (

764 views • 58 slides

Approximation solutions to the Cartesian to Geodetic coordinate transformation problem Dr. Hatem

Unclassified for Public Release Approximation solutions to the Cartesian to Geodetic coordinate transformation problem Dr. Hatem Hmam CEWD, DST Group Presented at IGNSS 2018, 7 9 Feb, UNSW, Sydney 1 Cartesian and Geodetic coordinates Geodetic

430 views • 14 slides

2D Computer Graphics Geometry and Transformations Points defjned by pair of coordinates

Summer 2019 Diego Nehab IMPA 1 2D Computer Graphics Geometry and Transformations Points defjned by pair of coordinates Signed distances to perpendicular directed lines Point where lines cross is the origin Basis of analytic geometry

1.16k views • 86 slides

Introduction to Robotics Jianwei Zhang zhang@informatik.uni-hamburg.de Universit at Hamburg

MIN-Fakult at Department Informatik Universit at Hamburg Introduction to Robotics Introduction to Robotics Jianwei Zhang zhang@informatik.uni-hamburg.de Universit at Hamburg Fakult at f ur Mathematik, Informatik und

1.04k views • 50 slides

Byeong-Uk Kim, Ph.D. Georgia Environmental Protection Division 8 th Annual CMAS Conference Chapel

Note on Applications of Geographical Information in Air Quality Modeling Byeong-Uk Kim, Ph.D. Georgia Environmental Protection Division 8 th Annual CMAS Conference Chapel Hill, NC October 19-21, 2009 Georgia Environmental Protection Division

546 views • 19 slides