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by: Katie Hoenie

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# Chapter 2 Statics of Particles CIVE1150

Katie Hoenie
Toledo
GPA 3.54
Engineering Mechanics: Statics
Alex R. Spivak

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This is the first week of notes for Statics. There is a lot of examples to help you understand it better. :)
COURSE
Engineering Mechanics: Statics
PROF.
Alex R. Spivak
TYPE
Class Notes
PAGES
4
WORDS
KARMA
25 ?

## 1

1 review
"Great notes!!! Thanks so much for doing this..."
Narciso Deckow Jr.

## Popular in Civil and Environmental Engineering

This 4 page Class Notes was uploaded by Katie Hoenie on Saturday August 29, 2015. The Class Notes belongs to CIVE1150 at University of Toledo taught by Alex R. Spivak in Summer 2015. Since its upload, it has received 169 views. For similar materials see Engineering Mechanics: Statics in Civil and Environmental Engineering at University of Toledo.

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## Reviews for Chapter 2 Statics of Particles

Great notes!!! Thanks so much for doing this...

-Narciso Deckow Jr.

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Date Created: 08/29/15
Chapter 2 Statics of Particles Forces acting on a particles center of gravity or quotcentroid of rigid bodyquot Force 1 Resultant n Force 2 F2 repacing multiple forces acting on a particle with single equivalent or resultant R force reations between forces acting on particles that is in a state of equilibrium One of the fundamental idea Equilibrium total force in each direction is zero Where 2 Fx0 sum of forces in x direction 0 and ZFyO Can this particles possibly be equilibrium lt Y gt1 X NO focus on particles does not imply a size and shape of bodies is insigni cant Partices Forces can be considered acting at a point Vector Direction magnitude parallelogram law Force velocity acceleration Scaer agnitude force length Para lel gram K R F Similar Triangle 10H 35 lt H35 5 Fundamental Principles 1 Parallelogram Law 2 Principle of Transmissibility 3 Newton39s 1St Law what starts at rest remains at rest or an object continues moving in a straight line 4 Newton39s 2nCI Law Fam and ZFO 5 Newton39s 3rCI Law force of action and reaction between two particles have the same magnitude Triangles b A Resultant of Two Forces 10 3O RPQ Add of Vector39s tip to tail law of cosines law of sines Rotations are not vectors Law of Sin SinA SinB SinC a b c Law of Cosines a b2c22ab cosA b a2c22ac cosB C a2b22ab cosC Force action of one body on another characterized by point of application magnitude line of action and size 10cos30 87 N Vector Magnitude and direction Scalar Magnitude Ex mass volume and tempature Vector Class A Fixed B Free C Sliding Rotations have direction and magnitude but do not obey parallelogram laws Concurrent forces pass through the same point Yes 0 Yes and no because the line could start before the point JI NO

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