'Vertical acceleration' diaporamas de présentation

Basic Principles

NMM Dynamic Core and HWRF Zavisa Janjic and Matt Pyle NOAA/NWS/NCEP/EMC , NCWCP, College Park, MD . Basic Principles. Forecast accuracy Fully compressible equations Discretization methods that minimize generation of computational noise and reduce or eliminate need for numerical filters

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Cutnell/Johnson Physics 8 th edition

Cutnell/Johnson Physics 8 th edition. Classroom Response System Questions. Chapter 3 Kinematics in Two Dimensions. Reading Quiz Questions. 3.1.1. Which one of the following statements concerning the displacement of an object is false?

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Slide 15-2

15 Traveling Waves and Sound. Slide 15-2. Slide 15-3. Slide 15-4. Slide 15-5. Types of Waves. A transverse wave. A longitudinal wave. Slide 15-12. Waves on Strings and in Air. Slide 15-13. Snapshot Graphs. Slide 15-14. Constructing a History Graph. Slide 15-15.

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Projectile Motion AIM: how do we solve projectile problems in 2 dimensions?

Projectile Motion AIM: how do we solve projectile problems in 2 dimensions?. DO NOW What do you notice about the horizontal spacing of the dots? What does this mean about the horizontal motion of a projectile? What formula(s) can you use?. Horizontal Motion

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Projectile Motion AIM: how do we solve projectile problems in 2 dimensions?

Projectile Motion AIM: how do we solve projectile problems in 2 dimensions?. DO NOW What do you notice about the horizontal spacing of the dots? What does this mean about the horizontal motion of a projectile? What formula(s) can you use?. Horizontal Motion

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Projectile Motion

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Copy down December calendar

Copy down December calendar. In your next available page in your notebook. Notes: Projectile Motion. projectile- any object launched, thrown or shot through the air under the force of gravity. (neglecting air resistance) http://phet.colorado.edu/new/simulations/sims.php?sim=Projectile_Motion

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Safe Allocation of Avionics Shared Resources

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Aim: How can we solve problems dealing with horizontally fired objects?

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Aim: How can we approach projectile problems?

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Airborne Gravity Processing 101

Airborne Gravity Processing 101. Sandra Preaux sandra.preaux@noaa.gov 571-344-5792. Outline. What we have: The Measurement Systems The Data What we want: Gravity How we get there: Conversion From Raw Measurements A Note About Time Correcting for Airplane Motion

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Projectiles

Projectiles. 1. Launched Horizontally: Stunt Car off Cliff. Only affected by gravity. Moving without touching a surface. 3 possible shapes. 2. Launched up at an angle : Football Punt. 3. In orbit : Satellite in orbit. (Think and share with a partner.)

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METR 2413 18 February 2002

METR 2413 18 February 2002. Thermodynamics II. Review. State variables: p, ? , T Pressure Temperature Equation of state: p = NkT/V = ? R d T Virtual temperature T v = T (1 + 0.61 r). Hydrostatic balance.

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Experimentation and Analysis By the Inertias

THE DYNAMIC CAROUSEL. Experimentation and Analysis By the Inertias. Objectives. Measure centripetal acceleration at various distances from the center Compared measured acceleration to acceleration found by another method Find and analyze vertical acceleration of horsies. V t. V t.

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Projectile Motion

Projectile Motion. The motion of a falling object with air resistance and gravity acting on it. Projectiles. A projectile is any object upon which the only force is gravity Projectiles travel with a parabolic trajectory due to gravity

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Final Exam Review, part 1

Final Exam Review, part 1. Wednesday, December 10. Quiz: ? =?, Amplitude=?, f=?. 3:64.

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Apparent Weight

Apparent Weight. Acceleration of Gravity. Objects that fall to the Earth all experience an acceleration. The acceleration due to gravity is g = 9.8 m/s 2 . This acceleration must be due to a force. . The acceleration of a falling mass m is - g .

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New Tutorial Schedule

New Tutorial Schedule. Tuesdays: 8-8:30 Wednesdays: 8:15-8:30 Thursdays: 4:15-4:45. Homework:. Page 40 21-26 (deals with horizontal acceleration) 33-37, 39 (deals with vertical acceleration) Pt, vt , at test next class. v yo - initial vertical velocity v y - final vertical velocity

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A new mathematical model for Airborne LaCoste-Romberg Gravimetry

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