'Complete cycle' diaporamas de présentation

Introduction to Electrofishing

4.33k views • 112 slides

Physics 6B

Physics 6B. Oscillations. Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB. Definitions of quantities describing periodic motion. Period (T): time required for a motion to go through a complete cycle Frequency (f): number of oscillations per unit time

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DOBI Testing Subcommittee

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Recap: Lectures 5 & 6 Classic Pipeline Styles

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Earth-Moon-Sun System

Earth-Moon-Sun System. Rotation vs. Revolution. Rotation The amount of time it takes for Earth to spin around once. ONE DAY Revolution The amount of time it takes for Earth to go around the Sun once. ONE YEAR. Movements in Orbit. Perigee At its closest point in orbit

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Topic 7.3 Continued Fission and Fusion

Topic 7.3 Continued Fission and Fusion. Nuclear Reactions. Nuclear reactions produce very much more energy per particle than do chemical reactions. For example, the oxidization of one carbon atom produces about 4 eV of energy whereas the decay of a uranium atom produces about 4 MeV .

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12.5

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Earth in the Universe

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Graphs of the Sine, Cosine, & Tangent Functions

Graphs of the Sine, Cosine, & Tangent Functions. 7.1. Objectives: Graph the sine, cosine, & tangent functions. State all the values in the domain of a basic trigonometric function that correspond to a given value of the range. Graph the transformations of sine, cosine, & tangent functions.

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Geology/Physics 360

Geology/Physics 360. Astronomy Chapter 1: The Celestial Sphere. The celestial sphere and the celestial equator. The celestial sphere is what is above you when you walk outside It acts as a model of the heavens Where the sky meets the ground is the horizon

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Applications of Trigonometric Functions

Applications of Trigonometric Functions. Section 4.8. Objectives. Model simple harmonic motion Determine the maximum displacement, frequency, and period of an object in simple harmonic motion Apply Law of Sines and Law of Cosine to solve triangles. Vocabulary.

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Learning Log

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Phases of the Moon Elementary School Science

Phases of the Moon Elementary School Science. Teacher Notes.

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Pendulums

Pendulums. General Physics. Periodic Motion. A motion that is regular and repeating Examples Circular motion Mass bouncing up and down on a spring Pendulums. Simple Harmonic Motion (SHM). motion that returns an object to its rest position

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Vibrations and Waves

Vibrations and Waves. Chapter 14 Supplement. Our perceptions of waves. Imagine a pendulum. As the bob is displaced from the equilibrium point (the center), there is a force that attempts to RESTORE its equilibrium.

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York

York. Bootham Bar (Northwest gate of the city) . Romans first built walls around York (ca. 70AD); much of the current structure was built in the 14 th century. York Minster.

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Tiered Coaching Pilot Meeting

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3.7 Sinusoidal Functions as Mathematical Models

3.7 Sinusoidal Functions as Mathematical Models. Lesson Obj : IWBAT write an equation using sine or cosine to model data and make a prediction. Guiding Question: How do sinusoids model data?.

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WAVELENGTH

WAVELENGTH. What is wavelength? By: Liam Thomas & Philip Venne Constant. Transverse wave. In a transverse wave a wavelength is the length of one complete cycle (the distance between two crests). Longitudinal wave.

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Pendulums

Lesson 10/21. Pendulums . Starter Look at the pendulum and describe its motion. Too Easy? What is the time period of a simple pendulum? . What is the motion simple pendulum called? . Pendulums oscillate (move side to side) The amplitude is the distance from O to either A or B

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