'Rectilinear motion' presentation slideshows

Chapter 3

Chapter 3. Biomechanical Factors & Concepts. Click Here. Biomechanics : The study of mechanics as it relates to functional and anatomical analysis of biological systems. Mechanics : The study of physical actions of forces. Divided into:

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APPLICATIONS OF DIFFERENTIATION

4. APPLICATIONS OF DIFFERENTIATION. APPLICATIONS OF DIFFERENTIATION. 4.9 Antiderivatives. In this section, we will learn about: Antiderivatives and how they are useful in solving certain scientific problems. INTRODUCTION.

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MASS MOMENT OF INERTIA (Section 17.1)

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KINEMATICS OF PARTICLES

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PHY/EGR 321.001

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ENGR 214 Engineering Mechanics II: Dynamics Summer 2011 Dr. Mustafa Arafa

ENGR 214 Engineering Mechanics II: Dynamics Summer 2011 Dr. Mustafa Arafa American University in Cairo Mechanical Engineering Department mharafa@aucegypt.edu. Course Information.

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Rectilinear Motion Revisited

Rectilinear Motion Revisited. Objective: We will look at rectilinear motion using Integration. Position and Velocity. Remember the relationships between position and velocity and velocity and acceleration:. Position and Velocity.

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Rectilinear Motion Revisited

Rectilinear Motion Revisited. Objective: We will look at rectilinear motion using Integration. Position and Velocity. Remember the relationships between position and velocity and velocity and acceleration:. Position and Velocity.

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Tangent Lines, Normal Lines, and Rectilinear Motion

Tangent Lines, Normal Lines, and Rectilinear Motion. David Smiley Dru Craft. Definition of Tangent Line:. The Linear function that best fits the graph of a function at the point of tangency. Definition of a Normal Line:. The negative reciprocal of a tangent line. Rectilinear Motion is.

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Tangent Lines, Normal Lines, and Rectilinear Motion

Tangent Lines, Normal Lines, and Rectilinear Motion. Conner Moon Evan Haight 2nd period Mrs. Autrey. Tangent Lines.

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Basic Kinesiology

Basic Kinesiology. Kinesiology-the study of movement Brings together anatomy, physiology, physics, and geometry as they relate to the human bodies movement. Basic Kinesiology. Biomechanics-mechanical principles that relate directly to the human body.

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Overview

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Forces and Motion

Forces and Motion. Definitions Types of forces and motion. Force. The capacity to do work (movement) or cause physical change (deformation) Symbol: F Unit: Newton (N). Types of Forces. The most common types of forces that cause deformation: Flexion Tension Compression Torsion Shearing.

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7-6 solution:

M. d. 7-6 solution:. Particle: M.F.R: Absolute Motion: Relative Motion: Convected Motion:. point M on the lathe-knife. on work piece. rectilinear motion. = +. screwy motion (unknown). m: d:. ? ?. ? ?. ? ?. rotation about the fixed axis. A. ? 1. 30 0. O 1. 30 0. O 2.

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DYNAMICS

DYNAMICS. CONTENTS. DYNAMICS OF PARTICLES. KINEMATICS OF PARTICLES Rectilinear Motion Plane Curvilinear Motion Rectangular Coordinates (x-y) Normal and Tangential Coordinates (n-t) Polar Coordinates (r- q ) Space Curvilinear Motion Rectangular Coordinates (x-y-z)

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Rectilinear Motion Continued

Rectilinear Motion Continued. Sections 4.2 and 4.3. The Position-Time graph (P-T ). Slope is velocity (+/- speed) y-intercept is position at time = 0 y = mx + b (algebraic relationship) distance = velocity*time + distance o x = vt + x o (equation 1)

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Lecture 4 Coordinate Systems

Lecture 4 Coordinate Systems. 4/10, Thursday 11-12am. Rectilinear Motion. Curvilinear Motion.

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