'Cartesian vector' presentation slideshows

JJ205 ENGINEERING MECHANICS

JJ205 ENGINEERING MECHANICS. COURSE LEARNING OUTCOMES : Upon completion of this course, students should be able to: CLO 1. apply the principles of statics and dynamics to solve engineering problems (C3) CLO 2. sketch related diagram to be used in problem solving (C3)

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Course Overview

Course Overview. Statics (Freshman Fall) Dynamics (Freshman Spring) Strength of Materials (Sophomore Fall) Mechanism Kinematics and Dynamics (Sophomore Spring ) Aircraft structures (Sophomore Spring and Junior Fall) Vibration(Senior). Engineering Mechanics.

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Department of Civil and Environment Engineering

Department of Civil and Environment Engineering. CGN 4980/CGN 6939 FE/Graduate Seminar Review Notes Fall 2005. TOPICS. Forces. Moments. Equilibrium. Trusses and Frames. Plane Areas. Friction. Types of Forces. Concurrent coplanar. Non-Concurrent coplanar. Concurrent non-coplanar.

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Department of Civil and Environment Engineering

Department of Civil and Environment Engineering. CGN 4980/CGN 6939 FE/Graduate Seminar Review Notes Fall 2005. TOPICS. Forces. Moments. Equilibrium. Trusses and Frames. Plane Areas. Friction. Types of Forces. Concurrent coplanar. Non-Concurrent coplanar. Concurrent non-coplanar.

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ENGI 1313 Mechanics I

ENGI 1313 Mechanics I . Lecture 05: Cartesian Vectors. Chapter 2 Objectives. to review concepts from linear algebra to sum forces, determine force resultants and resolve force components for 2D vectors using Parallelogram Law to express force and position in Cartesian vector form

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CE 201 - Statics

CE 201 - Statics. Lecture 4. y. j. F. F y. x. F x. i. CARTESIAN VECTORS. We knew how to represent vectors in the form of Cartesian vectors in two dimensions. In this section, we will look into how vectors can be represented in Cartesian vectors form and in three dimensions.

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CE 201 - Statics

CE 201 - Statics. Lecture 4. y. j. F. F y. x. F x. i. CARTESIAN VECTORS. We knew how to represent vectors in the form of Cartesian vectors in two dimensions. In this section, we will look into how vectors can be represented in Cartesian vectors form and in three dimensions.

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CE 201 - Statics

CE 201 - Statics. Lecture 5. Contents. Position Vectors Force Vector Directed along a Line. z. B. y. A. x. POSITION VECTORS. If a force is acting between two points, then the use of position vector will help in representing the force in the form of Cartesian vector.

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Homework

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Scalars

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College Of Engineering Electrical Engineering Department

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CARTESIAN VECTORS AND THEIR ADDITION & SUBTRACTION

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CARTESIAN VECTORS & ADDITION & SUBTRACTION OF CARTESIAN VECTORS

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Moment of a force

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Problem 2-12 (page 26)

Problem 2-12 (page 26). The cable exerts a force of 600 N on the frame. Resolve this force into components acting (a) along the x and y axes and (b) along the u and v axes. What is the magnitude of each component?. Solution:. Problem 2-16 (page 26).

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College Of Engineering Electrical Engineering Department

College Of Engineering Electrical Engineering Department. Engineering Mechanics-Static Resultant of Force System Lecture-4 By Dr. Salah M. Swadi 2018-2019. 2.7 Position Vectors. x,y,z Coordinates Right-handed coordinate system

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Tensors

Tensors. Transformation Rule. A Cartesian vector can be defined by its transformation rule. Another transformation matrix T transforms similarly. x 3. x 2. x 1. For a Cartesian coordinate system a tensor is defined by its transformation rule.

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