'Displacements' presentation slideshows

Chapter 3

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Isoparametric elements and solution techniques

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An object is in equilibrium when the net force and the net torque on it is zero. Which of the following statements is/ar

An object is in equilibrium when the net force and the net torque on it is zero. Which of the following statements is/are correct for an object in an inertial frame of reference? A. Any object in equilibrium is at rest. B. An object in equilibrium need not be at rest.

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An object is in equilibrium when the net force and the net torque on it is zero. Which of the following statements is/ar

An object is in equilibrium when the net force and the net torque on it is zero. Which of the following statements is/are correct for an object in an inertial frame of reference? A. Any object in equilibrium is at rest. B. An object in equilibrium need not be at rest.

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Convolution (Section 3.4)

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Finite Element Analysis of Dee with fixed reinforcing beam .

Finite Element Analysis of Dee with fixed reinforcing beam. Alexandre Riabov (IHEP, Protvino) Justin Greenhalgh (RAL). General Issues.

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Mid-depth Circulation of the World Ocean: A First Look at the Argo Array

Mid-depth Circulation of the World Ocean: A First Look at the Argo Array. Josh K. Willis and Lee-Lueng Fu jwillis@caltech.edu , llf@pacific.jpl.nasa.gov Jet Propulsion Laboratory, Pasadena, CA 91109. 15 Years of Progress in Radar Altimetry Symposium Venice, Italy March 13-18, 2006.

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Mid-depth Circulation of the World Ocean: A First Look at the Argo Array

Mid-depth Circulation of the World Ocean: A First Look at the Argo Array. Josh K. Willis and Lee-Lueng Fu jwillis@caltech.edu , llf@pacific.jpl.nasa.gov Jet Propulsion Laboratory, Pasadena, CA 91109. 2005 AGU fall meeting San Francisco, CA Dec. 5-9, 2005. Overview. Data The Argo Array

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Heat Transfer with Change of Phase in Continuous Casting

Heat Transfer with Change of Phase in Continuous Casting. Ernesto Gutierrez-Miravete Rensselaer at Hartford ANSYS Users Group Meeting September 28, 2010. Outline. Continuous Casting Processes Physics and Mathematics of Heat Conduction with Change of Phase and Mass Transport

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Purpose

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Seismic sources

Seismic sources. Seismic source types - Explosions - Strike slip - Moment tensor - Fault plane solution Magnitude scales Richter, Mercalli Body wave, Surface wave, Energy scale Richter frequency-magnitude law. Explosive source.

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Review of rotational motion

Review of rotational motion. Reference line. s i. ? i. s f. ? ?. ? f. ? i. ?s. ? ?. ? f. ? i. r. ?s. ? ?. r. ? f. ? i. r. a t. a t. v t. For increasing v t. For decreasing v t. Review of angular quantities. Displacements Speeds Accelerations. = ? i + ?t

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Cable Extension Transducers

Cable Extension Transducers. Cale Ash CEE 398KUC. Measurement Problem. Need to measure linear distances/displacements:. Two Options:. LVDT. CET. Linear Variable Differential Transformers. Cable Extension Transducers . Up To 12 in. Range. Up To 1700 in. ~$600 (12in.). Cost.

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Convective Thermo-Poroelasticity in Non-Boiling Geothermal Reservoirs

Convective Thermo-Poroelasticity in Non-Boiling Geothermal Reservoirs. EGEE 520 Kate (Kritika Trakoolngam). Geothermal Energy. Alternative energy Geothermal reservoir Dual porosity medium. Thermal. Mechanical. Hydraulic (Effective stress). Governing Equations - I. Mechanical Behavior.

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Displacement

Displacement. Defining Position. Position has three properties: Origin, magnitude, direction. 1 dimension 12 feet above sea level. Origin: sea level Magnitude: 12 feet Direction: up. 2 dimensions 65 miles west of Chicago. Origin: downtown Chicago Magnitude: 65 miles Direction: west.

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Waves

Waves. Masses on a String. Equal masses on a massless string Displacements y i Separation a Constraints y 0 = y n+1 = 0 Potential from string tension Longitudinal problem is similar Displacements in x Replace tension with elastic springs. y 1. y n. y 0. y n+1. y 2. y 3. a.

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6. SLOPE DEFLECTION METHOD

6. SLOPE DEFLECTION METHOD. 6.1 SLOPE DEFLECTION METHOD - AN OVERVIEW. 6.1 SLOPE DEFLECTION METHOD - AN OVERVIEW 6.2 INTRODUCTION 6.3 DETAILS OF SLOPE DEFLECTION METHOD 6.4 SOLUTION OF PROBLEMS. 6.2 INTRODUCTION.

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Examinations of the relative alignment of the instruments on SOT

Examinations of the relative alignment of the instruments on SOT T. J. Okamoto, Y. Katsukawa, T. Shimizu, K. Ichimoto, Y. Suematsu, S. Tsuneta, T. Tarbell, and SOT team. Abstract.

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