PPT-The relative coordinate equation in the central-force two-body problem

Radial coordinate rt Time Radial coordinate rt Time Time 1r 2 t d f dt t rt is not quite sinusoidal d f dt t is not sinusoidal. Reflections on the Coordinate Plane. The undisturbed surface of a pond acts like a mirror and can provide the subject for beautiful photographs. Reflections on the Coordinate Plane. We call the waterline a “line of symmetry” because if the photo were folded at the waterline, the two halves would form a mirror image of each other. COORDINATE SYSTEMS. . RECTANGULAR or Cartesian. . CYLINDRICAL. SPHERICAL. Choice is based on symmetry of problem. Examples:. Sheets - RECTANGULAR. Wires/Cables - CYLINDRICAL. Spheres - SPHERICAL. Geodesy. - the shape of the earth and definition of earth datums. Map Projection. - the transformation of a curved earth to a flat map. Coordinate systems. - (x,y,z) coordinate systems for map data. Examples:. Central force:. An isolated system is translationally invariant:. A central force that is conservative is spherically symmetric:. 1. 2. Relative coordinate, center of mass and reduced mass:. COMPUTER AIDED . TECHNICAL DRAWING. CHAPTER 2. Creating Basic Drawings. 1. 2. 3. The Coordinate System. Every object you draw is placed in either . the . world coordinate system (WCS). or . a . user . Vocabulary. Coordinate . Coordinate Plane. Ordered Pairs. Origin. Plot. Quadrants. X-axis. Y-axis. x. y. –2. –2. 2. 2. –4. –4. 4. 4. –1. –3. –5. A . coordinate plane. . is a plane containing a horizontal number line, the . 3 weeks. Unit Planning Team:. Stacy Dustman (ET), Pam Keith (ET), Kendra . Bookout. (ES),. Paige Brown (NS), Traci Rhoades (RG). 5. th. Grade Unit 5. Essential Questions. How can I use the coordinate plane to solve real-world and mathematical problems?. - “Peter is the student” “. He. . comes from Glasgow”:. “Peter is the student . WHO comes from Glasgow. ”.. - “The books are on the table” “. They. are mine”:. “The books . Geodesy. - the shape of the earth and definition of earth datums. Map Projection. - the transformation of a curved earth to a flat map. Coordinate systems. - (x,y,z) coordinate systems for map data. Systems. Acknowledgements: Barron Orr, AZ Geospatial Extension Specialist. Operation On-Target. With support from:. NSF DUE-0903270. Prepared by:. in partnership with:. John McGee. Jennifer McKee. Geospatial Technician Education Through Virginia’s Community Colleges (GTEVCC). Today’s Objectives: Students will be able to: Apply Newton’s second law to determine forces and accelerations for particles in rectilinear motion. In-Class Activities: Check Homework Reading Quiz . RECTANGULAR or Cartesian. . CYLINDRICAL. SPHERICAL. Choice is based on symmetry of problem. Examples:. Sheets - RECTANGULAR. Wires/Cables - CYLINDRICAL. Spheres - SPHERICAL. To understand the Electromagnetics, we must know basic vector algebra and coordinate systems. So let us start the coordinate systems.. Mb. )(. GRCh37. ). Figure E1. Seattle Cohort. REL. CNBP. BHLHE40. BHLHE40. rs1177206. rs34695944. rs2901182. rs842634. rs191290298. rs13019590. rs1177211. rs6808127. rs11922612. rs1514453. rs18929425. (3, – 2). III. Q. (0, 1). J. (1, 4) & . S. (1, 0). (– 3, – 2). Transformations on the Coordinate Plane. Transformations on the Coordinate Plane. Transformations are movements of geometric figures..