(counterclockwise - ccw)

F = 140 N. 1. A mechanic pulls on the 13-mm combination wrench with the 140 N force shown. Determine the moment of this force about the bolt center O.

95sin15 1. mechanic pulls on the 1-mm combination wrench with the 140 N force shown. Determine the moment of this force about the bolt center. //y = 140 N y = 140cos5 N 15 o 5 o + o 15 o 95cos15 //x x

1. An experimental device imparts a force of magnitude F = 225 N to the front edge of the rim at A to simulate the effect of a slam dunk.

1. An experimental device imparts a force of magnitude F = 225 N to the front edge of the rim at A to simulate the effect of a slam dunk. Determine the moments of the force F about point and about point

PROBLEMS on FORCE SYSTEMS

on FORCE SYSTEMS 1. The guy cables AB and AC are attached to the top of the transmission tower. The tension in cable AB is 8 kn. Determine the required tension T in cable AC such that the net effect of

Problems (Force Systems)

1. Problems (orce Sstems) Problems (orce Sstems). Determine the - components of the tension T which is applied to point A of the bar OA. Neglect the effects of the small pulle at B. Assume that r and are

acting on a body has two effects:

The force acting on a body has two effects: the first one is the tendency to push or pull the body in the direction of the force, and the second one is to rotate the body about any fixed axis which does

3D Force Couple System and Resultant. Q.No.1: Replace the force system by an equivalent force and couple moment at point A.

3D Force Couple System and Resultant Q.No.1: Replace the force system by an equivalent force and couple moment at point A. Q.No.2: Handle forces F1 and F2 are applied to the electric drill. Replace this

SOLUTION 4 1. If A, B, and D are given vectors, prove the distributive law for the vector cross product, i.e., A : (B + D) = (A : B) + (A : D).

4 1. If A, B, and D are given vectors, prove the distributive law for the vector cross product, i.e., A : (B + D) = (A : B) + (A : D). Consider the three vectors; with A vertical. Note obd is perpendicular

Force Couple Systems = Reduction of a Force to an Equivalent Force and Moment (Moving a Force to Another Point) acting on a body has two effects:

ESULTANTS orce Couple Systems = eduction of a orce to an Equivalent orce and Moment (Moving a orce to Another Point) The force acting on a body has two effects: the first one is the tendency to push or

Unit 1. (a) tan α = (b) tan α = (c) tan α = (d) tan α =

Unit 1 1. The subjects Engineering Mechanics deals with (a) Static (b) kinematics (c) Kinetics (d) All of the above 2. If the resultant of two forces P and Q is acting at an angle α with P, then (a) tan

Statics Chapter II Fall 2018 Exercises Corresponding to Sections 2.1, 2.2, and 2.3

Statics Chapter II Fall 2018 Exercises Corresponding to Sections 2.1, 2.2, and 2.3 2 3 Determine the magnitude of the resultant force FR = F1 + F2 and its direction, measured counterclockwise from the

When a rigid body is in equilibrium, both the resultant force and the resultant couple must be zero.

When a rigid body is in equilibrium, both the resultant force and the resultant couple must be zero. 0 0 0 0 k M j M i M M k R j R i R F R z y x z y x Forces and moments acting on a rigid body could be

PROBLEMS. m s TAC. m = 60 kg/m, determine the tension in the two supporting cables and the reaction at D.

1. he uniform I-beam has a mass of 60 kg per meter of its length. Determine the tension in the two supporting cables and the reaction at D. (3/62) A( 500) m (5 23) m m = 60 kg/m determine the tension in

TUTORIAL SHEET 1. magnitude of P and the values of ø and θ. Ans: ø =74 0 and θ= 53 0

TUTORIAL SHEET 1 1. The rectangular platform is hinged at A and B and supported by a cable which passes over a frictionless hook at E. Knowing that the tension in the cable is 1349N, determine the moment

Similar to trusses, frames are generally fixed, load carrying structures.

Similar to trusses, frames are generally fixed, load carrying structures. The main difference between a frame and a truss is that in a frame at least one member is a multi force member (çoklu kuvvet elemanı).

Eng Sample Test 4

1. An adjustable tow bar connecting the tractor unit H with the landing gear J of a large aircraft is shown in the figure. Adjusting the height of the hook F at the end of the tow bar is accomplished by

SOLUTION 8 7. To hold lever: a+ M O = 0; F B (0.15) - 5 = 0; F B = N. Require = N N B = N 0.3. Lever,

8 3. If the coefficient of static friction at is m s = 0.4 and the collar at is smooth so it only exerts a horizontal force on the pipe, determine the minimum distance x so that the bracket can support

ARC241 Structural Analysis I Lecture 5, Sections ST4.5 ST4.10

Lecture 5, Sections ST4.5 ST4.10 ST4.5) Moment of a Force about a Specified Axis ST4.6) Moment of a Couple ST4.7) Equivalent System ST4.8) Resultant of a Force and a Couple System ST4.9) Further Reduction

3.1 CONDITIONS FOR RIGID-BODY EQUILIBRIUM

3.1 CONDITIONS FOR RIGID-BODY EQUILIBRIUM Consider rigid body fixed in the x, y and z reference and is either at rest or moves with reference at constant velocity Two types of forces that act on it, the

Chapter -4- Force System Resultant

Ishik University / Sulaimani Civil Engineering Department Chapter -4- Force System Resultant 1 2 1 CHAPTER OBJECTIVES To discuss the concept of the moment of a force and show how to calculate it in two

PROBLEMS ON EQUILIBRIUM OF PARTICLES

O EQUILIBRIUM O PRICLES 1. ind the angle of tilt q with the horiontal so that the contact force at B will be one-half that at for the smooth clinder. (3/15) q?, contact force at B will be one-half that

STRESS. Bar. ! Stress. ! Average Normal Stress in an Axially Loaded. ! Average Shear Stress. ! Allowable Stress. ! Design of Simple Connections

STRESS! Stress Evisdom! verage Normal Stress in an xially Loaded ar! verage Shear Stress! llowable Stress! Design of Simple onnections 1 Equilibrium of a Deformable ody ody Force w F R x w(s). D s y Support

VALLIAMMAI ENGINEERING COLLEGE SRM NAGAR, KATTANKULATHUR DEPARTMENT OF MECHANICAL ENGINEERING

VALLIAMMAI ENGINEERING COLLEGE SRM NAGAR, KATTANKULATHUR 603203 DEPARTMENT OF MECHANICAL ENGINEERING BRANCH: MECHANICAL YEAR / SEMESTER: I / II UNIT 1 PART- A 1. State Newton's three laws of motion? 2.

Stress Transformation Equations: u = +135 (Fig. a) s x = 80 MPa s y = 0 t xy = 45 MPa. we obtain, cos u + t xy sin 2u. s x = s x + s y.

014 Pearson Education, Inc., Upper Saddle River, NJ. All rights reserved. This material is protected under all copyright laws as they currently 9 7. Determine the normal stress and shear stress acting

Ishik University / Sulaimani Architecture Department Structure ARCH 214 Chapter -4- Force System Resultant

Ishik University / Sulaimani Architecture Department 1 Structure ARCH 214 Chapter -4- Force System Resultant 2 1 CHAPTER OBJECTIVES To discuss the concept of the moment of a force and show how to calculate

The University of Melbourne Engineering Mechanics

The University of Melbourne 436-291 Engineering Mechanics Tutorial Eleven Instantaneous Centre and General Motion Part A (Introductory) 1. (Problem 5/93 from Meriam and Kraige - Dynamics) For the instant

When a rigid body is in equilibrium, both the resultant force and the resultant couple must be zero.

When a rigid body is in equilibrium, both the resultant force and the resultant couple must be zero. 0 0 0 0 k M j M i M M k R j R i R F R z y x z y x Forces and moments acting on a rigid body could be

Torque. Physics 6A. Prepared by Vince Zaccone For Campus Learning Assistance Services at UCSB

Physics 6A Torque is what causes angular acceleration (just like a force causes linear acceleration) Torque is what causes angular acceleration (just like a force causes linear acceleration) For a torque

Torque. Objectives. Assessment. Assessment. Equations. Physics terms 6/2/14

Objectives Calculate torque given the lever arm (perpendicular distance) and the force. Calculate torque in newton meters and in pound feet. Interpret positive and negative signs in the context of torque.

PHY 1150 Doug Davis Chapter 8; Static Equilibrium 8.3, 10, 22, 29, 52, 55, 56, 74

PHY 1150 Doug Davis Chapter 8; Static Equilibrium 8.3, 10, 22, 29, 52, 55, 56, 74 8.3 A 2-kg ball is held in position by a horizontal string and a string that makes an angle of 30 with the vertical, as

EQUATIONS OF EQUILIBRIUM & TWO- AND THREE-FORCE MEMEBERS

EQUATIONS OF EQUILIBRIUM & TWO- AND THREE-FORCE MEMEBERS Today s Objectives: Students will be able to: a) Apply equations of equilibrium to solve for unknowns, and, b) Recognize two-force members. In-Class

Sample 5. Determine the tension in the cable and the horizontal and vertical components of reaction at the pin A. Neglect the size of the pulley.

Sample 1 The tongs are designed to handle hot steel tubes which are being heat-treated in an oil bath. For a 20 jaw opening, what is the minimum coefficient of static friction between the jaws and the

KINGS COLLEGE OF ENGINEERING ENGINEERING MECHANICS QUESTION BANK UNIT I - PART-A

KINGS COLLEGE OF ENGINEERING ENGINEERING MECHANICS QUESTION BANK Sub. Code: CE1151 Sub. Name: Engg. Mechanics UNIT I - PART-A Sem / Year II / I 1.Distinguish the following system of forces with a suitable

Determine the resultant internal loadings acting on the cross section at C of the beam shown in Fig. 1 4a.

E X M P L E 1.1 Determine the resultant internal loadings acting on the cross section at of the beam shown in Fig. 1 a. 70 N/m m 6 m Fig. 1 Support Reactions. This problem can be solved in the most direct

Announcements. Equilibrium of a Rigid Body

Announcements Equilibrium of a Rigid Body Today s Objectives Identify support reactions Draw a free body diagram Class Activities Applications Support reactions Free body diagrams Examples Engr221 Chapter

SOLUTION 8 1. a+ M B = 0; N A = 0. N A = kn = 16.5 kn. Ans. + c F y = 0; N B = 0

8 1. The mine car and its contents have a total mass of 6 Mg and a center of gravity at G. If the coefficient of static friction between the wheels and the tracks is m s = 0.4 when the wheels are locked,

P-2: The screw eye is subjected to two forces, ԦF 1 and ԦF 2. Determine the magnitude and direction of the resultant force.

P-1: ԦA=Ԧi +Ԧj -5k and B =Ԧi - 7Ԧj -6k. Detemine;?????? - A B B A A B B A B A B A 7 P-: The scew ee is subjected to two foces, Ԧ 1 and Ԧ. Detemine the magnitude and diection of the esultant foce. P-: The

Statics deal with the condition of equilibrium of bodies acted upon by forces.

Mechanics It is defined as that branch of science, which describes and predicts the conditions of rest or motion of bodies under the action of forces. Engineering mechanics applies the principle of mechanics

UNIVERSITY OF SASKATCHEWAN GE MECHANICS III MIDTERM EXAM FEBRUARY 13, 2008 A. Dolovich & H. Huenison A CLOSED BOOK EXAMINATION TIME: 2 HOURS

UNIVERSITY OF SASKATCHEWAN GE 226.3 MECHANICS III MIDTERM EXAM FEBRUARY 13, 2008 A. Dolovich & H. Huenison A CLOSED BOOK EXAMINATION TIME: 2 HOURS LAST NAME (printed): FIRST NAME (printed): STUDENT NUMBER:

TEST REPORT. Question file: P Copyright:

Date: February-12-16 Time: 2:00:28 PM TEST REPORT Question file: P12-2006 Copyright: Test Date: 21/10/2010 Test Name: EquilibriumPractice Test Form: 0 Test Version: 0 Test Points: 138.00 Test File: EquilibriumPractice

of the four-bar linkage shown in Figure 1 is T 12

ME 5 - Machine Design I Fall Semester 0 Name of Student Lab Section Number FINL EM. OPEN BOOK ND CLOSED NOTES Wednesday, December th, 0 Use the blank paper provided for your solutions write on one side

Subject : Engineering Mechanics Subject Code : 1704 Page No: 1 / 6 ----------------------------- Important Instructions to examiners: 1) The answers should be examined by key words and not as word-to-word

CHAPTER 2. Copyright McGraw-Hill Education. Permission required for reproduction or display.

CHAPTER 2 PROBLEM 2.1 Two forces are applied as shown to a hook. Determinee graphicall the magnitude and direction of their resultant using (a) the parallelogram law, (b) the triangle rule. (a) Parallelogram

STATICS. Bodies. Vector Mechanics for Engineers: Statics VECTOR MECHANICS FOR ENGINEERS: Design of a support

4 Equilibrium CHAPTER VECTOR MECHANICS FOR ENGINEERS: STATICS Ferdinand P. Beer E. Russell Johnston, Jr. Lecture Notes: J. Walt Oler Texas Tech University of Rigid Bodies 2010 The McGraw-Hill Companies,

MECHANICS OF MATERIALS

Third E CHAPTER 1 Introduction MECHANICS OF MATERIALS Ferdinand P. Beer E. Russell Johnston, Jr. John T. DeWolf Lecture Notes: J. Walt Oler Texas Tech University Concept of Stress Contents Concept of Stress

DYNAMICS ME HOMEWORK PROBLEM SETS

DYNAMICS ME 34010 HOMEWORK PROBLEM SETS Mahmoud M. Safadi 1, M.B. Rubin 2 1 safadi@technion.ac.il, 2 mbrubin@technion.ac.il Faculty of Mechanical Engineering Technion Israel Institute of Technology Spring

PLANAR RIGID BODY MOTION: TRANSLATION &

PLANAR RIGID BODY MOTION: TRANSLATION & Today s Objectives : ROTATION Students will be able to: 1. Analyze the kinematics of a rigid body undergoing planar translation or rotation about a fixed axis. In-Class

ARC 341 Structural Analysis II. Lecture 10: MM1.3 MM1.13

ARC241 Structural Analysis I Lecture 10: MM1.3 MM1.13 MM1.4) Analysis and Design MM1.5) Axial Loading; Normal Stress MM1.6) Shearing Stress MM1.7) Bearing Stress in Connections MM1.9) Method of Problem

2-9. The plate is subjected to the forces acting on members A and B as shown. If θ = 60 o, determine the magnitude of the resultant of these forces

2-9. The plate is subjected to the forces acting on members A and B as shown. If θ 60 o, determine the magnitude of the resultant of these forces and its direction measured clockwise from the positie x

CHAPTER 2: EQUILIBRIUM OF RIGID BODIES

For a rigid body to be in equilibrium, the net force as well as the net moment about any arbitrary point O must be zero Summation of all external forces. Equilibrium: Sum of moments of all external forces.

EQUATIONS OF EQUILIBRIUM & TWO- AND THREE-FORCE MEMEBERS

EQUATIONS OF EQUILIBRIUM & TWO- AND THREE-FORCE MEMEBERS Today s Objectives: Students will be able to: a) Apply equations of equilibrium to solve for unknowns, and b) Recognize two-force members. In-Class

Equilibrium. Rigid Bodies VECTOR MECHANICS FOR ENGINEERS: STATICS. Eighth Edition CHAPTER. Ferdinand P. Beer E. Russell Johnston, Jr.

Eighth E 4 Equilibrium CHAPTER VECTOR MECHANICS FOR ENGINEERS: STATICS Ferdinand P. Beer E. Russell Johnston, Jr. Lecture Notes: J. Walt Oler Texas Tech University of Rigid Bodies Contents Introduction

[5] Stress and Strain

[5] Stress and Strain Page 1 of 34 [5] Stress and Strain [5.1] Internal Stress of Solids [5.2] Design of Simple Connections (will not be covered in class) [5.3] Deformation and Strain [5.4] Hooke s Law

MECHANICS OF MATERIALS. Prepared by Engr. John Paul Timola

MECHANICS OF MATERIALS Prepared by Engr. John Paul Timola Mechanics of materials branch of mechanics that studies the internal effects of stress and strain in a solid body. stress is associated with the

2008 FXA THREE FORCES IN EQUILIBRIUM 1. Candidates should be able to : TRIANGLE OF FORCES RULE

THREE ORCES IN EQUILIBRIUM 1 Candidates should be able to : TRIANGLE O ORCES RULE Draw and use a triangle of forces to represent the equilibrium of three forces acting at a point in an object. State that

Anna University May/June 2013 Exams ME2151 Engineering Mechanics Important Questions.

Anna University May/June 2013 Exams ME2151 Engineering Mechanics Important Questions 1. Find the resultant force and its direction for the given figure 2. Two forces are acting at a point O as shown in

Ishik University / Sulaimani Architecture Department. Structure. ARCH 214 Chapter -5- Equilibrium of a Rigid Body

Ishik University / Sulaimani Architecture Department 1 Structure ARCH 214 Chapter -5- Equilibrium of a Rigid Body CHAPTER OBJECTIVES To develop the equations of equilibrium for a rigid body. To introduce

ENGR-1100 Introduction to Engineering Analysis. Lecture 13

ENGR-1100 Introduction to Engineering Analysis Lecture 13 EQUILIBRIUM OF A RIGID BODY & FREE-BODY DIAGRAMS Today s Objectives: Students will be able to: a) Identify support reactions, and, b) Draw a free-body

APPLIED MECHANICS I Resultant of Concurrent Forces Consider a body acted upon by co-planar forces as shown in Fig 1.1(a).

PPLIED MECHNICS I 1. Introduction to Mechanics Mechanics is a science that describes and predicts the conditions of rest or motion of bodies under the action of forces. It is divided into three parts 1.

Tuesday, February 11, Chapter 3. Load and Stress Analysis. Dr. Mohammad Suliman Abuhaiba, PE

1 Chapter 3 Load and Stress Analysis 2 Chapter Outline Equilibrium & Free-Body Diagrams Shear Force and Bending Moments in Beams Singularity Functions Stress Cartesian Stress Components Mohr s Circle for

BTECH MECHANICAL PRINCIPLES AND APPLICATIONS. Level 3 Unit 5

BTECH MECHANICAL PRINCIPLES AND APPLICATIONS Level 3 Unit 5 FORCES AS VECTORS Vectors have a magnitude (amount) and a direction. Forces are vectors FORCES AS VECTORS (2 FORCES) Forces F1 and F2 are in

20k rad/s and 2 10k rad/s,

ME 35 - Machine Design I Summer Semester 0 Name of Student: Lab Section Number: FINAL EXAM. OPEN BOOK AND CLOSED NOTES. Thursday, August nd, 0 Please show all your work for your solutions on the blank

Chap. 3 Rigid Bodies: Equivalent Systems of Forces. External/Internal Forces; Equivalent Forces

Chap. 3 Rigid Bodies: Equivalent Systems of Forces Treatment of a body as a single particle is not always possible. In general, the size of the body and the specific points of application of the forces

STATICS. Equivalent Systems of Forces. Vector Mechanics for Engineers: Statics VECTOR MECHANICS FOR ENGINEERS: Contents & Objectives.

3 Rigid CHATER VECTOR ECHANICS FOR ENGINEERS: STATICS Ferdinand. Beer E. Russell Johnston, Jr. Lecture Notes: J. Walt Oler Teas Tech Universit Bodies: Equivalent Sstems of Forces Contents & Objectives

6.5 Cables: Concentrated Loads

6.5 ables: oncentrated Loads 6.5 ables: oncentrated Loads Procedures and Strategies, page 1 of 3 Procedures and Strategies for Solving Problems Involving ables With oncentrated Loads 1. Pass sections through

Unit 4 Statics. Static Equilibrium Translational Forces Torque

Unit 4 Statics Static Equilibrium Translational Forces Torque 1 Dynamics vs Statics Dynamics: is the study of forces and motion. We study why objects move. Statics: is the study of forces and NO motion.

Problems (Equilibrium of Particles)

1. he 4kg block rests on the rough surface. Length of the spring is 18 mm in the position shown. Unstretched length of the spring is 2 mm. Determine the coefficient of friction required for the equilibrium.

DOT PRODUCT. Statics, Fourteenth Edition in SI Units R.C. Hibbeler. Copyright 2017 by Pearson Education, Ltd. All rights reserved.

DOT PRODUCT Today s Objective: Students will be able to use the vector dot product to: a) determine an angle between two vectors and, b) determine the projection of a vector along a specified line. In-Class

Name. MECH 223 Engineering Statics. Midterm 1, February 24 th 2015

1 Name MECH 223 Engineering Statics Midterm 1, February 24 th 2015 Question 1 (20 + 5 points) (a) (5 points) Form the vector products B C and B C (where B = B ) and use the result to prove the identity

is the study of and. We study objects. is the study of and. We study objects.

Static Equilibrium Translational Forces Torque Unit 4 Statics Dynamics vs Statics is the study of and. We study objects. is the study of and. We study objects. Recall Newton s First Law All objects remain

STATICS. Bodies VECTOR MECHANICS FOR ENGINEERS: Ninth Edition CHAPTER. Ferdinand P. Beer E. Russell Johnston, Jr.

N E 4 Equilibrium CHAPTER VECTOR MECHANICS FOR ENGINEERS: STATICS Ferdinand P. Beer E. Russell Johnston, Jr. Lecture Notes: J. Walt Oler Texas Tech University of Rigid Bodies 2010 The McGraw-Hill Companies,

Chapter 10. Rotation

Chapter 10 Rotation Rotation Rotational Kinematics: Angular velocity and Angular Acceleration Rotational Kinetic Energy Moment of Inertia Newton s nd Law for Rotation Applications MFMcGraw-PHY 45 Chap_10Ha-Rotation-Revised

storage tank, or the hull of a ship at rest, is subjected to fluid pressure distributed over its surface.

Hydrostatic Forces on Submerged Plane Surfaces Hydrostatic forces mean forces exerted by fluid at rest. - A plate exposed to a liquid, such as a gate valve in a dam, the wall of a liquid storage tank,

Ishik University / Sulaimani Civil Engineering Department. Chapter -2-

Ishik University / Sulaimani Civil Engineering Department Chapter -- 1 orce Vectors Contents : 1. Scalars and Vectors. Vector Operations 3. Vector Addition of orces 4. Addition of a System of Coplanar

Workbook on STATICS Department of Mechanical Engineering LINGAYA S UNIVERSITY Nachauli, Old Faridabad Jasana Road Faridabad , Haryana, India

Workbook on STATICS Department of Mechanical Engineering LINGAYA S UNIVERSITY (Deemed to be University under Section 3 of UGC Act, 1956) Nachauli, Old Faridabad Jasana Road Faridabad 121 2, Haryana, India

The box is pushed by a force of magnitude 100 N which acts at an angle of 30 with the floor, as shown in the diagram above.

1. A small box is pushed along a floor. The floor is modelled as a rough horizontal plane and the 1 box is modelled as a particle. The coefficient of friction between the box and the floor is. 2 The box

HATZIC SECONDARY SCHOOL

HATZIC SECONDARY SCHOOL PROVINCIAL EXAMINATION ASSIGNMENT STATIC EQUILIBRIUM MULTIPLE CHOICE / 33 OPEN ENDED / 80 TOTAL / 113 NAME: 1. State the condition for translational equilibrium. A. ΣF = 0 B. ΣF

4.0 m s 2. 2 A submarine descends vertically at constant velocity. The three forces acting on the submarine are viscous drag, upthrust and weight.

1 1 wooden block of mass 0.60 kg is on a rough horizontal surface. force of 12 N is applied to the block and it accelerates at 4.0 m s 2. wooden block 4.0 m s 2 12 N hat is the magnitude of the frictional

1. If it is known that the center pin A supports one-half of the vertical loading shown, determine the force in member BF.

1. If it is known that the center pin A supports one-half of the vertical loading shown, determine the force in member B. Joint A AB A I. Cut D D B A 26 kn A I. Cut H 13 kn D B D A H 13 kn 2. Determine

Torque and Static Equilibrium

Torque and Static Equilibrium Ch. 7.3, 8.1 (KJF 3 rd ed.) Phys 114 Eyres Torque 1 Causing rotation: Torque Three factors affect the how a force can affect the rotation: The magnitude of the force The distance,

Static Equilibrium; Torque

Static Equilibrium; Torque The Conditions for Equilibrium An object with forces acting on it, but that is not moving, is said to be in equilibrium. The first condition for equilibrium is that the net force

Chapter Objectives. Copyright 2011 Pearson Education South Asia Pte Ltd

Chapter Objectives To develop the equations of equilibrium for a rigid body. To introduce the concept of the free-body diagram for a rigid body. To show how to solve rigid-body equilibrium problems using

hwhat is mechanics? hscalars and vectors hforces are vectors htransmissibility of forces hresolution of colinear forces hmoments and couples

orces and Moments CIEG-125 Introduction to Civil Engineering all 2005 Lecture 3 Outline hwhat is mechanics? hscalars and vectors horces are vectors htransmissibilit of forces hresolution of colinear forces

Review PHYS114 Chapters 4-7

Review PHYS114 Chapters 4-7 MULTIPLE CHOICE. Choose the one alternative that best completes the statement or answers the question. 1) A 27 kg object is accelerated at a rate of 1.7 m/s 2. What force does

In your answer, you should use appropriate technical terms, spelled correctly [1]

1 (a) Define moment of a force. In your answer, you should use appropriate technical terms, spelled correctly.... [1] (b) State the two conditions that apply when an object is in equilibrium. 1.... 2....

Course Overview. Statics (Freshman Fall) Dynamics: x(t)= f(f(t)) displacement as a function of time and applied force

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

Ch. 3: Equilibrium. 3.0 Outline Mechanical System Isolation (FBD) 2-D Systems Equilibrium Conditions 3-D Systems Equilibrium Conditions. 3.

3.0 Outline Mechanical System Isolation (FBD) 2-D Systems Equilibrium Conditions 3-D Systems Equilibrium Conditions 3.0 Outline 3.0 Outline When a body is in equilibrium, the resultant on the body is zero.

Physics 8 Wednesday, October 28, 2015

Physics 8 Wednesday, October 8, 015 HW7 (due this Friday will be quite easy in comparison with HW6, to make up for your having a lot to read this week. For today, you read Chapter 3 (analyzes cables, trusses,

Engineering Mechanics I. Phongsaen PITAKWATCHARA

2103-213 Engineering Mechanics I phongsaen@gmail.com December 6, 2007 Contents Preface iii 1 Introduction to Statics 1 1.0 Outline................................. 2 1.1 Basic Concepts............................

MECH 401 Mechanical Design Applications

MECH 401 Mechanical Design Applications Dr. M. O Malley Master Notes Spring 008 Dr. D. M. McStravick Rice University Updates HW 1 due Thursday (1-17-08) Last time Introduction Units Reliability engineering

Consider two students pushing with equal force on opposite sides of a desk. Looking top-down on the desk:

1 Bodies in Equilibrium Recall Newton's First Law: if there is no unbalanced force on a body (i.e. if F Net = 0), the body is in equilibrium. That is, if a body is in equilibrium, then all the forces on

Dynamics Plane kinematics of rigid bodies Section 4: TJW Rotation: Example 1

Section 4: TJW Rotation: Example 1 The pinion A of the hoist motor drives gear B, which is attached to the hoisting drum. The load L is lifted from its rest position and acquires an upward velocity of

Practice Test 3. Name: Date: ID: A. Multiple Choice Identify the choice that best completes the statement or answers the question.

Name: Date: _ Practice Test 3 Multiple Choice Identify the choice that best completes the statement or answers the question. 1. A wheel rotates about a fixed axis with an initial angular velocity of 20

EQUILIBRIUM OF RIGID BODIES

EQUILIBRIUM OF RIGID BODIES Equilibrium A body in equilibrium is at rest or can translate with constant velocity F = 0 M = 0 EQUILIBRIUM IN TWO DIMENSIONS Case where the force system acting on a rigid

Force and Moment. Figure 1 Figure 2

Force and Moment 1 Determine the magnitude and direction of the resultant of the two forces shown, using (a) the parallelogram law (b) the sine law. [1391 N, 47.8 ] Figure 1 Figure 2 2 The force F of magnitude

10/23/2015. Chapter 7. Velocity in Mechanisms. (Relative Velocity Method) Mohammad Suliman Abuhaiba, Ph.D., PE

Chapter 7 Velocity in Mechanisms (Relative Velocity Method) 1 2 7.2. Relative Velocity of Two Bodies Moving in Straight Lines 3 7.3. Motion of a Link Velocity of any point on a link wrt another point on

CH. 5 TRUSSES BASIC PRINCIPLES TRUSS ANALYSIS. Typical depth-to-span ratios range from 1:10 to 1:20. First: determine loads in various members

CH. 5 TRUSSES BASIC PRINCIPLES Typical depth-to-span ratios range from 1:10 to 1:20 - Flat trusses require less overall depth than pitched trusses Spans: 40-200 Spacing: 10 to 40 on center - Residential

OCR Maths M2. Topic Questions from Papers. Statics

OR Maths M2 Topic Questions from Papers Statics PhysicsndMathsTutor.com 51 PhysicsndMathsTutor.com uniformrod of length 60 cm and weight 15 N is freely suspended from its end. Theend of the rod is attached

Name Date Period PROBLEM SET: ROTATIONAL DYNAMICS

Accelerated Physics Rotational Dynamics Problem Set Page 1 of 5 Name Date Period PROBLEM SET: ROTATIONAL DYNAMICS Directions: Show all work on a separate piece of paper. Box your final answer. Don t forget

Equilibrium of a Rigid Body. Engineering Mechanics: Statics

Equilibrium of a Rigid Body Engineering Mechanics: Statics Chapter Objectives Revising equations of equilibrium of a rigid body in 2D and 3D for the general case. To introduce the concept of the free-body

Announcements. Equilibrium of a Particle in 2-D

nnouncements Equilibrium of a Particle in 2-D Today s Objectives Draw a free body diagram (FBD) pply equations of equilibrium to solve a 2-D problem Class ctivities pplications What, why, and how of a