9-6 Elasticity; Stress and Strain

Slides:



Advertisements
Similar presentations
Hookes Law The following topics will be discussed in this presentation: 1. Hookes law 2. Elastic behaviour of materials by stretching a spring and producing.
Advertisements

Springs and Elasticity ClassAct SRS enabled. In this presentation you will: Explore the concept of elasticity as exhibited by springs.
Elasticity by Ibrhim AlMohimeed
Particle movement in matter What happens when a particle moves in another matter?
Stress, Strain, and elastic moduli
Deformation of Solids Stress is proportional to Strain stress = elastic modulus * strain The SI unit for stress is the Newton per meter squared (N/m 2.
Copyright © 2009 Pearson Education, Inc. Chapter 12 Elasticity.
PH 201 Dr. Cecilia Vogel Lecture 21. WELCOME  PHYS 202  Dr. Cecilia J. Vogel  MWF lecture, Tue discussion, weekly lab OUTLINE  Course information.
Structure Strength Lecturer: Professor Stephen T. Thornton.
Physics. Properties of Matter Session Session Objectives.
Deforming Solids.
Lecture # 6 Mechanical Properties of Metals Intended learning Outcomes: After the end of this lecture the student should be able to: Define stress –strain.
MECHANICAL PROPERTIES OF SOLIDS
Objectives  Understand how elasticity is related to Hooke’s Law for springs.  Know that the change in length of an object is proportional to the force.
1.3.4 Behaviour of Springs and Materials
Elasticity and Strength of Materials
FYI: All three types of stress are measured in newtons / meter2 but all have different effects on solids. Materials Solids are often placed under stress.
Static Equilibrium; Elasticity and Fracture
Stress and Strain  Tensile Stress- the ratio of the magnitude of the applied force F to the cross-sectional area A: Mathematically, Stress= Force/Area=F/A.
ELASTICITY. Elasticity  Elasticity is a branch of Solid mechanics that deals with the elastic behavior of solids. It is the property of material of a.
Strengths Chapter 10 Strains. 1-1 Intro Structural materials deform under the action of forces Three kinds of deformation Increase in length called an.
BEHAVIOUR OF MATERIALS
STRUCTURES Outcome 3 Gary Plimer 2008 MUSSELBURGH GRAMMAR SCHOOL.
Static Equilibrium; Elasticity and Fracture
Mechanical Properties of Materials
 Stress has units: N/m 2 or lb f /in 2 Engineering Stress Shear stress,  : Area, A F t F t F s F F F s  = F s A o Tensile stress,  : original area.
Copyright © 2009 Pearson Education, Inc. An object with forces acting on it, but with zero net force, is said to be in equilibrium. The Conditions for.
1.To understand the keywords associated with the deformation of different types of solids 2.To be able to calculate stress, strain and hence Young’s modulus.
Describe each section of the graph below.. Spring follows Hooke’s law; it has elastic behaviour. Elastic limit is reached, it is permanently deformed.
1.To understand the keywords associated with the deformation of different types of solids 2.To be able to calculate stress, strain and hence Young’s modulus.
Unit 1 Key Facts- Materials Hooke’s Law Force extension graph Elastic energy Young’s Modulus Properties of materials.
-Elastic Properties of Solids AP Physics C Mrs. Coyle.
Chapter 11 Outline Equilibrium and Elasticity
Hooke ’ s Law. Elasticity: The ability of an object to return to its original shape after the deforming force is removed.
Advanced Physics Chapter 9—Bodies in Equilibrium.
Chapter 12 Lecture 22: Static Equilibrium and Elasticity: II.
2.2 Materials Materials Breithaupt pages 162 to 171.
Mechanics of Solids (M2H321546)
SARDAR PATEL INSTITUTE OF TECHNOLOGY
Material Testing under Tension
Mechanical Properties of Solids
Mechanical Engineering and Solid Mechanics
The concept of stress, strain, elastic modulus, plastic modulus, tensile strength and energy as demonstrated by a tensile stress applied to a given structure.
– SOLID MECHANICS S.ARAVINDAN Lecturer
Stress – Strain Relationships Credit: Modified from:
Introduction We select materials for many components and applications by matching the properties of the material to the service condition required of the.
Chapter 9 Static Equilibrium; Elasticity and Fracture
Material Strength.
Elasticity Yasser Assran 27/10/2015.
Chapter 7 Deforming Solids.
MECHANICAL PROPERTIES OF MATERIALS
Stress and Strain.
Fundamentals for the Up-and-Coming Bridge Engineer
young’s modulus 10:00 Particle Physics :30 3 Experiments 12:00
(a) Describe what material the spring is made from;
Units of Chapter 9 The Conditions for Equilibrium
Elastic properties of materials
Equilibrium and Elasticity
Physical Properties of Rocks
Section 9-4: Stability & Balance
Equilibrium and Elasticity
Elastic & Plastic behavior of Materials
Lecture-07 Elastic Constants MODULUS OF ELASTICITY (E)
Elastic Deformation: Stress, Strain and Hook’s Law
The Technological World
Simple Stresses & Strain
Describing deformation
Forging new generations of engineers
Devil physics The baddest class on campus IB Physics Pre-IB Physics
Mechanical Property 기계적 성질
Presentation transcript:

9-6 Elasticity; Stress and Strain Most objects change shape under force or stress. If objects are stressed enough, they will fracture. Hooke’s Law F=kDL …where DL = change in length. See page 253 chart of F –v- DL . Notice the terms Elastic region, proportional limit , Plastic limit, Elastic limit and Breaking point.

9-6 Continued The maximum force that can be applied without breaking, is called the ultimate strength. DL =(1/E)(F/A) L0 Where E is known as the elastic modulus or Young’s modulus. (p254) See Example 9-12 p255.

9-6 continued When a rod or material is being stretched by a force on both ends, it is under tension or tensile stress. When a material or rod has compressive force on both ends, we say it is under compressive stress. When a lateral force acts on a rod, we say it is under shear stress. For shear strain, use… DL =(1/G)(F/A) L0 Where G is the shear modulus

9-6 Continued If an object is subjected to pressure or force from all directions, DV/V0 =-(1/B)(DP) Where B is the bulk modulus.

9-7 Fracture If forces are too much, an object will break, or fracture. See chart on p 258. See Example 9-13. Pre stressed concrete has stress placed on the reinforcement during curing of the concrete.

Spanning Spaces: Arches and Domes The post and beam was the original form of doorway, the series of arches followed. See p 261 3-dimensionally, the arch gave rise to the dome. See Example 9-15

HW P270 44-47, 55, 62