PPT-Massive Gravity and the

Galileon Claudia de Rham Universit é de Genève Miami 2010 Dec 18 th 2010 Work with Gregory Gabadadze Lavinia Heisenberg David Pirtskhalava and Andrew Tolley Why Massive Gravity . Universal gravitational constant G667 x 10 11 Nm kg 2 2 EPS 122 Lecture 14 Gravity and isostasy Theory of gravity Gravitational potential Definition The gravitational potential V due to a point mass m at a distance r from m is the work done by th Gravity Pilates Tina Gravity Danielle MIND STUDIO MONDAY TUESDAY WEDNESDAY THURSDAY FRIDAY SATURDAY SUNDAY 8:00 Spartacus Boot Camp Rick 9:30 Barre Marla/Danielle Fusion (L1-2) Naomi Hatha Rencontres du Vietnam. Aug. 19. th. 2015. Claudia de . Rham. Modified Gravity. Lorentz-Violating. Lorentz-Invariant. Massless spin-2. Non-minimally coupled. (Scalar-Tensor). Gravity as a spin-2. Course Introduction. Mining of Massive Datasets. Jure Leskovec, . Anand. . Rajaraman. , Jeff Ullman . Stanford University. http://www.mmds.org . Note to other teachers and users of these . slides:. We . Emil . Björnson. ‡*. , . Michail . Matthaiou. ‡§. , and . Mérouane. . Debbah. ‡. ‡. Alcatel-Lucent Chair on Flexible Radio, . Supélec. , France. *. Dept. Signal Processing, KTH, and Linköping University, Sweden. A Copernican View. C. S. Unnikrishnan. Gravitation Lab, . Tata Institute of Fundamental Research, . Homi Bhabha Road, Mumbai 400005, India. . E-mail address: . unni@tifr.res.in. Website: . www.tifr.res.in/~filab. EQ: What changes an object’s motion?. Friction and Gravity. What happens when you jump on a sled on the side of a snow-covered hill?. What happens at the bottom of the hill?. Friction and Gravity. Why does the sled’s motion change on the side of the hill and then again at the bottom?. Astronomy, Chapter 2. D Taylor. © 2011, 2012, 2013,2014. Gravity and Motion. 2. Introduction. Gravity. gives the Universe its structure. It is a universal force that causes all objects to pull on all other objects everywhere. Convert the following to scientific notation. Distance from Sun. : 92,960,000 . miles ____. Estimated Age of universe – 14,000,000,000. Convert the following to standard form. Speed of light = 9.0 * 10. Toulouse. C. h. . Förste. 1. , S.L. Bruinsma. 2. , O. Abrikosov. 1. , J.-M. Lemoine. 2. , T. Schaller. 3. , H.-J. Götze. 3. , J. Ebbing. 3. , J.C. Marty. 2. , F. Flechtner. 1. , G. Balmino. 2. and R. Biancale. Derek van Westrum, Ph.D.. NGS Observations and Analysis Division. derek.vanwestrum@noaa.gov. NOAA’s National Geodetic Survey. geodesy.noaa.gov. 1. A Bit About Me. I’m Derek van . Westrum. I’ve been a physicist with NOAA’s National Geodetic Survey for 5 years. -- A Whirlwind tour. Presented by Daniel Winester, Geodesist, NGS Gravimetry Representative to the Geophysics Committee of U.S. National Section of PAIGH since 2002. In the past few decades NGS’ gravity work has concentrated on. Principle of superposition . (mentioned on week . 1. ). Anomalies. Reference models. Geoid. Figure of the Earth. R. eference ellipsoids. G. ravity corrections and anomalies. Calibration, Drift, Latitude, Free air, . Aerodatabase. Development for MAV . Daniel Engel. University of Illinois at Urbana-Champaign. dlengel2@Illinois.edu. Adviser: Zachary Putnam. Mentors: Soumyo Dutta and Mark Schoenenberger. July 29, 2020.