'Cross product' presentation slideshows

862 views • 61 slides

Principles of MRI Physics and Engineering

Principles of MRI Physics and Engineering. Allen W. Song Brain Imaging and Analysis Center Duke University. Magnetic resonance imaging, commonly known as MRI, can non-invasively provide high resolution anatomical images of human structures, such as brain,

1.15k views • 59 slides

Geometric Objects and Transformations

Geometric Objects and Transformations . Chapter 4. Points, Scalars and Vectors. Points - position in space Scalars - real numbers, complex numbers obey a set of rules that are abstractions of arithmetic store values such as distance Vectors - directed line segment . Vector Arithmetic.

615 views • 44 slides

674 views • 41 slides

Chapter 14 Introduction to Spatial Vector Analysis

Chapter 14 Introduction to Spatial Vector Analysis.

497 views • 37 slides

Definitions

Definitions. Examples of a Vector and a Scalar. More Definitions. Components, Magnitude and Direction. Unit Vectors and Vector Notation. Vector Math (Addition, Subtraction, Multiplication). Drawing a Vector. Graphical Vector Math. Symmetry. Sample Problems.

663 views • 33 slides

A Camera Class for OpenGL

904 views • 33 slides

Neat Stuff from Vector Calculus & Related Subjects

Neat Stuff from Vector Calculus & Related Subjects. Chris Hecker checker@d6.com definition six, inc. & Maxis. Related Subjects. scalar calculus. linear algebra. differential & integral calculus. vector calculus. optimization & constraints. differential geometry. classical

573 views • 31 slides

Ch. 4: Velocity Kinematics

Ch. 4: Velocity Kinematics. Velocity Kinematics. We want to relate end-effector linear and angular velocities with the joint velocities First we will discuss angular velocities about a fixed axis Second we discuss angular velocities about arbitrary (moving) axes

536 views • 30 slides

Bellman: A Data Quality Browser

Bellman: A Data Quality Browser. Tamraparni Dasu Theodore Johnson S. Muthukrishnan Vladislav Shkapenyuk Amit Marathe Contact: marathe@research.att.com. Exploring Large and Complex Databases. AT&T has a lot of large databases.

452 views • 30 slides

6.837 Linear Algebra Review

6.837 Linear Algebra Review. Rob Jagnow Monday, September 20, 2004. Overview. Basic matrix operations (+, -, *) Cross and dot products Determinants and inverses Homogeneous coordinates Orthonormal basis. Additional Resources. 18.06 Text Book 6.837 Text Book

590 views • 29 slides

Database Design: Normalization

636 views • 27 slides

Case-control study 1 : Design and odds ratio

Case-control study 1 : Design and odds ratio. Preben Aavitsland (partly based on Epiet 2004). Contents. Monday 1 Design: Case-control study as a smarter cohort study The odds ratio Tuesday 2 Choosing cases and controls Matching Power calculation Wednesday

622 views • 20 slides

Moment of a force

3.19k views • 18 slides

Vectors

Vectors. Scalars and Vectors Vector Components and Arithmetic Vectors in 3 Dimensions Unit vectors i , j , k. Serway and Jewett Chapter 3. Physical quantities are classified as scalars, vectors, etc. Scalar : described by a real number with units

696 views • 17 slides

Basics of Analytical Geometry

Basics of Analytical Geometry. By Kishore Kulkarni. Outline. 2D Geometry Straight Lines, Pair of Straight Lines Conic Sections Circles, Ellipse, Parabola, Hyperbola 3D Geometry Straight Lines, Planes, Sphere, Cylinders Vectors 2D & 3D Position Vectors

1.3k views • 17 slides

Cross Product

540 views • 15 slides

Projective geometry of 2-space

Projective geometry of 2-space. Primitives pt/line/conic HZ 2.2. Behaviour at infinity. Projective transform HZ 2.3. Hierarchy of maps Invariants HZ 2.4. DLT alg HZ 4.1. Rectification HZ 2.7. Computing a homography.

325 views • 10 slides

Physics GRE 1996 #87

Physics GRE 1996 #87. m. k. fugate f ugate.52@osu.edu. Only 6% of students got this correct. If people randomly guessed, it would be around 20%. This means most people did not just guess, but were actually attracted to wrong answers.

238 views • 8 slides

W. Brown 1) , M. Fischler 1) , L. Moneta 2) , A. Zsenei 2) 1) Fermi National Accelerator Laboratory , Batavia, Illinois

140 views • 1 slides