A structure is anything that supports a load. There are three main types of structures: mass structures, which rely on their own weight to resist loads; frame structures, made of connected parts like members; and shell structures, made from thin sheet material molded into shapes. Structures must withstand various forces, both internal forces between parts and external forces from outside. Forces can be tensile (pulling), compressive (pushing), torsional (twisting), or cause bending or shearing. The way a material responds to forces depends on its mechanical properties like strength, stiffness, and whether it behaves elastically or plastically.
Stresses and its components - Theory of Elasticity and PlasticityAshishVivekSukh
Stress at any section is internal resistance offered by metal against the deformation caused by applied load.
It is Internal resistance pre-unit area.
When a metal is subjected to a load, it is deformed, no matter how strong the metal.
If the load is small, the distortion will probably disappear when the load is removed.
If the distortion disappears and the metal returns to its original dimensions upon removal of the load, the strain is called elastic strain.
If the distortion disappears and the metal remains distorted, the strain type is called plastic strain
The document discusses buckling and its theories. It defines buckling as the failure of a slender structural member subjected to compressive loads. It provides examples of structures that can experience buckling. It explains Euler's theory of buckling which derived an equation for the critical buckling load of a long column based on its bending stress. The assumptions of Euler's theory are listed. Four cases of long column buckling based on end conditions are examined: both ends pinned, both ends fixed, one end fixed and one end pinned, one end fixed and one end free. Effective lengths are defined for each case and the corresponding critical buckling loads given. Limitations of Euler's theory are noted. Rankine's empirical formula for calculating ultimate
1. The document summarizes the design of a steel intensive toilet block in India under the Swachh Bharat initiative.
2. It includes the design of steel connections and members using STAAD and the types of connections that were designed, which include shear and moment connections.
3. Key structural elements like columns, beams, and beam-columns are discussed along with their potential failure modes.
This document discusses structural analysis methods for statically indeterminate structures. It defines key terms like degree of static indeterminacy, internal and external redundancy, and methods for analyzing indeterminate structures. Specific methods discussed include the flexibility matrix method, consistent deformation method, and unit load method. Examples of statically indeterminate beams and frames are also provided.
Torsion of Non Circular Bars Saint Venants TheoryDrMathewJohn1
S4 ME BTech
KTU Advanced Mechanics of Solids-Module 5- Part B
TORSION OF GENERAL PRISMATIC BARS – SOLID SECTIONS, Saint Venant’s Method,Boundary Condition of Warping Function
OUTLINE
introduction
classification
loads
materials used
Type of reinforcement
RCC
construction methods in RCC
Analysis and design
Detailing
Basic Rules
Site visit
video
A structure is anything that supports a load. There are three main types of structures: mass structures, which rely on their own weight to resist loads; frame structures, made of connected parts like members; and shell structures, made from thin sheet material molded into shapes. Structures must withstand various forces, both internal forces between parts and external forces from outside. Forces can be tensile (pulling), compressive (pushing), torsional (twisting), or cause bending or shearing. The way a material responds to forces depends on its mechanical properties like strength, stiffness, and whether it behaves elastically or plastically.
Stresses and its components - Theory of Elasticity and PlasticityAshishVivekSukh
Stress at any section is internal resistance offered by metal against the deformation caused by applied load.
It is Internal resistance pre-unit area.
When a metal is subjected to a load, it is deformed, no matter how strong the metal.
If the load is small, the distortion will probably disappear when the load is removed.
If the distortion disappears and the metal returns to its original dimensions upon removal of the load, the strain is called elastic strain.
If the distortion disappears and the metal remains distorted, the strain type is called plastic strain
The document discusses buckling and its theories. It defines buckling as the failure of a slender structural member subjected to compressive loads. It provides examples of structures that can experience buckling. It explains Euler's theory of buckling which derived an equation for the critical buckling load of a long column based on its bending stress. The assumptions of Euler's theory are listed. Four cases of long column buckling based on end conditions are examined: both ends pinned, both ends fixed, one end fixed and one end pinned, one end fixed and one end free. Effective lengths are defined for each case and the corresponding critical buckling loads given. Limitations of Euler's theory are noted. Rankine's empirical formula for calculating ultimate
1. The document summarizes the design of a steel intensive toilet block in India under the Swachh Bharat initiative.
2. It includes the design of steel connections and members using STAAD and the types of connections that were designed, which include shear and moment connections.
3. Key structural elements like columns, beams, and beam-columns are discussed along with their potential failure modes.
This document discusses structural analysis methods for statically indeterminate structures. It defines key terms like degree of static indeterminacy, internal and external redundancy, and methods for analyzing indeterminate structures. Specific methods discussed include the flexibility matrix method, consistent deformation method, and unit load method. Examples of statically indeterminate beams and frames are also provided.
Torsion of Non Circular Bars Saint Venants TheoryDrMathewJohn1
S4 ME BTech
KTU Advanced Mechanics of Solids-Module 5- Part B
TORSION OF GENERAL PRISMATIC BARS – SOLID SECTIONS, Saint Venant’s Method,Boundary Condition of Warping Function
OUTLINE
introduction
classification
loads
materials used
Type of reinforcement
RCC
construction methods in RCC
Analysis and design
Detailing
Basic Rules
Site visit
video
This document discusses different types of beams and supports used in engineering mechanics. It describes four types of supports - fixed, simple, roller, and hinged - based on how they restrict the movement of beams. It also outlines six types of beams defined by their support conditions: fixed, cantilever, simply supported, overhanging, continuous, and combinations of these. Finally, it categorizes loads as point, uniformly distributed, or uniformly varying based on how forces are applied along the beam.
Finite Element analysis -Plate ,shell skew plate S.DHARANI KUMAR
This document provides an overview of plate and shell theory and finite element analysis for plates and shells. It discusses the assumptions and applications of thin plate theory, thick plate theory, and shell theory. It also describes different types of finite elements that can be used to model plates and shells, including plate, shell, solid shell, curved shell, and degenerated shell elements. Additionally, it covers skew plates and different discretization methods that can be used for finite element analysis of skew plates.
This document describes different types of beams based on their end support, cross-section shape, equilibrium condition, and geometry. Beams can be simply supported, continuous, overhanging, cantilever, fixed, or trussed based on their end support. Their cross-section can be I-beams, T-beams, or C-beams. Based on equilibrium, beams are either statically determinate or indeterminate. A beam's geometry can be straight, curved, or tapered.
CE72.52 - Lecture 2 - Material BehaviorFawad Najam
This document discusses material behavior and properties that are important for structural analysis and design. It defines various types of material stiffness, from material stiffness to cross-section stiffness to member and structure stiffness. It also discusses stress-strain relationships and different material models, including linear elastic, nonlinear elastic, plastic, and viscoelastic models. Finally, it covers key material properties like strength, stiffness, ductility, time-dependent behavior, damping properties, and how these properties depend on the material composition and loading conditions.
The document discusses trusses and steel sections. A truss is a structure comprising triangular units constructed with straight members connected at joints. Trusses distribute external forces through a framework of triangular elements and are used to span large distances. There are different types of trusses including Pratt trusses, Town's lattice trusses, and bowstring trusses. The document also discusses steel sections which are construction materials formed into specific shapes used in engineering structures. Steel is an alloy of iron and carbon.
This document discusses three common types of supports in structures: roller supports, fixed supports, and pinned supports. Roller supports can resist vertical forces but not horizontal forces. Fixed supports are the most rigid and constrain movement in all directions. Pinned supports allow rotation but not translation, similar to a hinge. Each type has different applications and limitations depending on the structural needs.
In science, buckling is a mathematical instability, leading to a failure mode.
Buckling is characterized by a sudden sideways failure of a structural member subjected to high compressive stress, where the compressive stress at the point of failure is less than the ultimate compressive stress that the material is capable of withstanding
A general introduction on structural engineering including history and basics. And continues with the brief explanation on structural elements, loads, types and applications with uses .
Ultimate, serviceability, and special limit states are the major groups for reinforced concrete structural design. Ultimate limit states involve structural collapse from failure modes like rupture, buckling, or fatigue. Serviceability limit states disrupt use of the structure through excessive deflection, cracking, or vibration, but collapse is not expected. Special limit states cover abnormal conditions like earthquakes, fires, or long-term deterioration. Limit states design identifies potential failure modes and determines acceptable safety levels for normal and extreme loads.
Like Comment and Download if u like this presentation
Motion and deformation of material under action of
Force
Temperature change
Phase change
Other external or internal agents
These changes lead us to some properties that are called Mechanical properties
Some of the Mechanical Properties
Ductility
Hardness
Impact resistance
Fracture toughness
Elasticity
Fatigue strength
Endurance limit
Creep resistance
Strength of material
Ductility: ductility is a solid material's ability to deform under tensile stress
Hardness of a material may refer to resistance to bending, scratching, abrasion or cutting.
Impact resistance is the ability of a material to withstand a high force or shock applied to it over a short period of time
Plasticity: ability of a material to deform permanently by the
Structural analysis involves modeling real structures as simplified representations to analyze how they will respond to various loads. Common structural elements include beams, columns, trusses, arches, cables, frames, and thin surface structures. Structural analysis outputs such as displacements, forces, bending moments, and stresses are used to design structures to safely resist loads.
This document provides an overview of plate bending theory. It discusses how plate theory models bending in thin plates using Kirchhoff's plate theory and thick plates using Mindlin plate theory. Kirchhoff's plate theory assumes plates bend without shear deformation and strains are related to plate deflection. Mindlin plate theory allows for shear deformation and separates plate rotation and deflection. The document also discusses deriving plate stresses and forces, applying boundary conditions, and using triangular plate bending elements in finite element analysis.
This document discusses T-beams, which are more suitable than rectangular beams in reinforced concrete. There are two types of T-beams: monolithic and isolated. It provides notations and code recommendations for T-beams from IS: 456. There are three cases for finding the depth of the neutral axis in a T-beam: when it lies in the flange, in the rib, or at the junction. An example problem is worked through to find the moment of resistance for a given T-beam section using the provided concrete and steel properties.
This document gives the class notes of Unit 2 stresses in composite sections. Subject: Mechanics of materials.
Syllabus contest is as per VTU, Belagavi, India.
Notes Compiled By: Hareesha N Gowda, Assistant Professor, DSCE, Bengaluru-78.
This document discusses the basics of strength of materials. It defines solid mechanics as the branch of mechanics dealing with the behavior of solid materials under external forces or internal forces caused by temperature changes, phase changes, or other agents. It describes several key mechanical properties of materials including ductility, hardness, impact resistance, plasticity, fracture toughness, elasticity, endurance strength, creep resistance, and more. It also defines stress, strain, and explains Hooke's law relating stress and strain within a material's elastic limit according to its modulus of elasticity.
Seismic Analysis of regular & Irregular RCC frame structuresDaanish Zama
This document discusses seismic analysis of regular and irregular reinforced concrete framed buildings. It analyzes 4 building models - a regular 4-story building, a stiffness irregular building with a soft ground story, and two vertically irregular buildings with setbacks on the 3rd floor and 2nd/3rd floors. Static analysis was performed to compare bending moments, shear forces, story drifts, and joint displacements. Results showed irregular buildings experienced higher seismic demands. The regular building performed best, with the single setback building also performing well. Irregular configurations increase seismic effects and should be minimized in design.
Connections are critical components that join structural elements to transfer forces safely. Steel connections influence construction costs and failures often originate from connections. Common steel connections include bolted, welded, and riveted joints. Bolted connections can be bearing type or friction grip bolts. Welded joints include fillet and butt welds. Connections must be designed for the expected loads, with shear connections allowing rotation and moment connections resisting it. Proper connection design is important for structural integrity and economy.
This document summarizes key concepts about columns and struts. It defines struts as structural members under axial compression, while columns are vertical struts. Columns can be short or long depending on their length-to-minimum radius of gyration ratio. Euler's formula and Rankine's formula provide methods to calculate the buckling/crippling load of columns based on factors like the modulus of elasticity, moment of inertia, and effective length. The document also discusses radius of gyration, slenderness ratio, crushing load, and how eccentric loading affects column stresses.
Strength of Materials Lecture - 2
Elastic stress and strain of materials (stress-strain diagram)
Mehran University of Engineering and Technology.
Department of Mechanical Engineering.
This document discusses different types of beams and supports used in engineering mechanics. It describes four types of supports - fixed, simple, roller, and hinged - based on how they restrict the movement of beams. It also outlines six types of beams defined by their support conditions: fixed, cantilever, simply supported, overhanging, continuous, and combinations of these. Finally, it categorizes loads as point, uniformly distributed, or uniformly varying based on how forces are applied along the beam.
Finite Element analysis -Plate ,shell skew plate S.DHARANI KUMAR
This document provides an overview of plate and shell theory and finite element analysis for plates and shells. It discusses the assumptions and applications of thin plate theory, thick plate theory, and shell theory. It also describes different types of finite elements that can be used to model plates and shells, including plate, shell, solid shell, curved shell, and degenerated shell elements. Additionally, it covers skew plates and different discretization methods that can be used for finite element analysis of skew plates.
This document describes different types of beams based on their end support, cross-section shape, equilibrium condition, and geometry. Beams can be simply supported, continuous, overhanging, cantilever, fixed, or trussed based on their end support. Their cross-section can be I-beams, T-beams, or C-beams. Based on equilibrium, beams are either statically determinate or indeterminate. A beam's geometry can be straight, curved, or tapered.
CE72.52 - Lecture 2 - Material BehaviorFawad Najam
This document discusses material behavior and properties that are important for structural analysis and design. It defines various types of material stiffness, from material stiffness to cross-section stiffness to member and structure stiffness. It also discusses stress-strain relationships and different material models, including linear elastic, nonlinear elastic, plastic, and viscoelastic models. Finally, it covers key material properties like strength, stiffness, ductility, time-dependent behavior, damping properties, and how these properties depend on the material composition and loading conditions.
The document discusses trusses and steel sections. A truss is a structure comprising triangular units constructed with straight members connected at joints. Trusses distribute external forces through a framework of triangular elements and are used to span large distances. There are different types of trusses including Pratt trusses, Town's lattice trusses, and bowstring trusses. The document also discusses steel sections which are construction materials formed into specific shapes used in engineering structures. Steel is an alloy of iron and carbon.
This document discusses three common types of supports in structures: roller supports, fixed supports, and pinned supports. Roller supports can resist vertical forces but not horizontal forces. Fixed supports are the most rigid and constrain movement in all directions. Pinned supports allow rotation but not translation, similar to a hinge. Each type has different applications and limitations depending on the structural needs.
In science, buckling is a mathematical instability, leading to a failure mode.
Buckling is characterized by a sudden sideways failure of a structural member subjected to high compressive stress, where the compressive stress at the point of failure is less than the ultimate compressive stress that the material is capable of withstanding
A general introduction on structural engineering including history and basics. And continues with the brief explanation on structural elements, loads, types and applications with uses .
Ultimate, serviceability, and special limit states are the major groups for reinforced concrete structural design. Ultimate limit states involve structural collapse from failure modes like rupture, buckling, or fatigue. Serviceability limit states disrupt use of the structure through excessive deflection, cracking, or vibration, but collapse is not expected. Special limit states cover abnormal conditions like earthquakes, fires, or long-term deterioration. Limit states design identifies potential failure modes and determines acceptable safety levels for normal and extreme loads.
Like Comment and Download if u like this presentation
Motion and deformation of material under action of
Force
Temperature change
Phase change
Other external or internal agents
These changes lead us to some properties that are called Mechanical properties
Some of the Mechanical Properties
Ductility
Hardness
Impact resistance
Fracture toughness
Elasticity
Fatigue strength
Endurance limit
Creep resistance
Strength of material
Ductility: ductility is a solid material's ability to deform under tensile stress
Hardness of a material may refer to resistance to bending, scratching, abrasion or cutting.
Impact resistance is the ability of a material to withstand a high force or shock applied to it over a short period of time
Plasticity: ability of a material to deform permanently by the
Structural analysis involves modeling real structures as simplified representations to analyze how they will respond to various loads. Common structural elements include beams, columns, trusses, arches, cables, frames, and thin surface structures. Structural analysis outputs such as displacements, forces, bending moments, and stresses are used to design structures to safely resist loads.
This document provides an overview of plate bending theory. It discusses how plate theory models bending in thin plates using Kirchhoff's plate theory and thick plates using Mindlin plate theory. Kirchhoff's plate theory assumes plates bend without shear deformation and strains are related to plate deflection. Mindlin plate theory allows for shear deformation and separates plate rotation and deflection. The document also discusses deriving plate stresses and forces, applying boundary conditions, and using triangular plate bending elements in finite element analysis.
This document discusses T-beams, which are more suitable than rectangular beams in reinforced concrete. There are two types of T-beams: monolithic and isolated. It provides notations and code recommendations for T-beams from IS: 456. There are three cases for finding the depth of the neutral axis in a T-beam: when it lies in the flange, in the rib, or at the junction. An example problem is worked through to find the moment of resistance for a given T-beam section using the provided concrete and steel properties.
This document gives the class notes of Unit 2 stresses in composite sections. Subject: Mechanics of materials.
Syllabus contest is as per VTU, Belagavi, India.
Notes Compiled By: Hareesha N Gowda, Assistant Professor, DSCE, Bengaluru-78.
This document discusses the basics of strength of materials. It defines solid mechanics as the branch of mechanics dealing with the behavior of solid materials under external forces or internal forces caused by temperature changes, phase changes, or other agents. It describes several key mechanical properties of materials including ductility, hardness, impact resistance, plasticity, fracture toughness, elasticity, endurance strength, creep resistance, and more. It also defines stress, strain, and explains Hooke's law relating stress and strain within a material's elastic limit according to its modulus of elasticity.
Seismic Analysis of regular & Irregular RCC frame structuresDaanish Zama
This document discusses seismic analysis of regular and irregular reinforced concrete framed buildings. It analyzes 4 building models - a regular 4-story building, a stiffness irregular building with a soft ground story, and two vertically irregular buildings with setbacks on the 3rd floor and 2nd/3rd floors. Static analysis was performed to compare bending moments, shear forces, story drifts, and joint displacements. Results showed irregular buildings experienced higher seismic demands. The regular building performed best, with the single setback building also performing well. Irregular configurations increase seismic effects and should be minimized in design.
Connections are critical components that join structural elements to transfer forces safely. Steel connections influence construction costs and failures often originate from connections. Common steel connections include bolted, welded, and riveted joints. Bolted connections can be bearing type or friction grip bolts. Welded joints include fillet and butt welds. Connections must be designed for the expected loads, with shear connections allowing rotation and moment connections resisting it. Proper connection design is important for structural integrity and economy.
This document summarizes key concepts about columns and struts. It defines struts as structural members under axial compression, while columns are vertical struts. Columns can be short or long depending on their length-to-minimum radius of gyration ratio. Euler's formula and Rankine's formula provide methods to calculate the buckling/crippling load of columns based on factors like the modulus of elasticity, moment of inertia, and effective length. The document also discusses radius of gyration, slenderness ratio, crushing load, and how eccentric loading affects column stresses.
Strength of Materials Lecture - 2
Elastic stress and strain of materials (stress-strain diagram)
Mehran University of Engineering and Technology.
Department of Mechanical Engineering.
This document discusses stresses, strains, and mechanical properties of materials as they relate to biomechanics and bone behavior. It contains the following key points:
1. Stresses are defined as forces per unit area and strains are defined as deformations or changes in length. Normal stresses act perpendicular to a plane, while shear stresses act parallel.
2. Materials experience different types of stresses and strains including compression, tension, bending, torsion, and shear. Stress-strain curves are used to characterize elastic behavior, yield points, and failure properties.
3. Bone is a non-homogeneous, anisotropic, viscoelastic composite material that can withstand different loading rates and stresses in longitudinal and transverse directions. Its
General properties of connective tissues.pptxAnand Patel
Connective tissues adapt to applied forces by changing their structure. This adaptive behavior illustrates the dynamic relationship between structure, composition, and function. Connective tissues can respond to changes in load through the SAID principle of specific adaptation to imposed demand. The mechanical behavior of connective tissues can be understood by analyzing load-deformation and stress-strain curves, which provide information about the tissue's strength, elasticity, and response to tensile, compressive, and shear forces. All connective tissues are viscoelastic and exhibit time-dependent and rate-dependent properties like creep, stress relaxation, hysteresis, and strain-rate sensitivity.
I am a passionate and driven academic who is committed to multidisciplinary working (health/clinical). I strive to ensure that the interrelationship between research informed teaching and enterprise informed teaching is maintained to enhance the delivery of undergraduate and postgraduate curriculums. I have a particular interest in the role of spinal biomechanics & spinal orthotics.
The document discusses bending, which refers to the behavior of a structural element subjected to an external load applied perpendicularly to its longitudinal axis. It describes Euler-Bernoulli beam theory, which assumes plane sections remain plane, and Timoshenko beam theory, which accounts for shear deformation. It also covers bending of plates, plastic bending, large bending deformations, and extensions of bending theories.
Simplified biomechanics of The Spine.pptxAhmed Sallam
The document provides an overview of simplified biomechanics of the spine. It discusses spinal anatomy including the vertebral bodies, discs, pedicles, laminae and facet joints. It describes the increasing size of vertebral bodies from cervical to lumbar regions to accommodate increasing loads. Key concepts covered include forces, bending moments, strain, stress, elastic modulus, and screw biomechanics. Strategies to improve screw fixation include increasing screw size, adding fixation points, under tapping, and bone augmentation. Models of spinal stability are also mentioned.
This document provides information about the Solid Mechanics course for third semester aeronautical engineering students. It includes the syllabus, unit breakdown, textbook references, and definitions/concepts covered in each unit. The key points are:
- The objective of the course is to describe the behavior of materials under axial, bending, torsional and combined loads.
- The syllabus is divided into 5 units covering topics like stresses, strains, beams, deflection, torsion, and combined loading.
- Definitions and concepts explained include stress, strain, elasticity, ductility, Young's modulus, shear stress, deformation of solids, and more.
- References for the course include textbooks on strength
General properties of connective tissues.pptxAnand Patel
Connective tissues exhibit viscoelastic properties that make their mechanical behavior dependent on time, rate, and loading history. When a constant strain is applied, stress will decrease over time as the tissue relaxes. Conversely, under constant stress, strain will increase over time as the tissue creeps. This viscoelastic behavior, along with the tissue's adaptive responses, allow connective tissues to absorb loads while maintaining structural integrity.
Structural Integrity Analysis features a collection of selected topics on structural design, safety, reliability, redundancy, strength, material science, mechanical properties of materials, composite materials, welds, finite element analysis, stress concentration, failure mechanisms and criteria. The engineering approaches focus on understanding and concept visualization rather than theoretical reasoning. The structural engineering profession plays a key role in the assurance of safety of technical systems such as metallic structures, buildings, machines, and transport. The first chapter explains the engineering fundamentals of stress analysis.
Indian Dental Academy: will be one of the most relevant and exciting training center with best faculty and flexible training programs for dental professionals who wish to advance in their dental practice,Offers certified courses in Dental implants,Orthodontics,Endodontics,Cosmetic Dentistry, Prosthetic Dentistry, Periodontics and General Dentistry.
The document discusses vector structural systems, specifically trusses. It begins with introductions to vectors, trusses, and the evolution of vector structural systems. Trusses are composed of triangles for structural stability. Various truss types are then discussed, along with terminology used in trusses. Trusses work by transferring loads through tension and compression members arranged in triangular patterns. Historical examples of trusses and the theories behind how they function are also summarized.
This document discusses loading and the biological tissue response. It describes how materials properties relate to forces distribution and tissue reaction to stress. Elasticity and plasticity are defined, as well as stress, strain, and different types of mechanical stress including normal and shear stresses. The document also covers load types including tension, compression, bending, shear, and torsion, and how these loads can cause bone injury or fracture. It describes the composition of bone tissue and how physical activity can affect bone mineral density and risk of osteoporosis.
Unit 4 transverse loading on beams and stresses in beamskarthi keyan
This document discusses transverse loading on beams and stresses in beams. It defines a beam as a structural member used to bear different loads and resist vertical loads, shear forces, and bending moments. It describes different types of beams like cantilever beams and types of loads like point loads, uniformly distributed loads, and uniformly varying loads. It explains that shear force is the sum of forces on one side of a beam section, while bending moment is the sum of moments. It then discusses the theory of simple or pure bending, where a beam portion is only subjected to bending moment without shear force.
This PowerPoint presentation covers key concepts in physics related to matter, states of matter, properties of solids, and elastic behavior. It defines matter as anything with mass and volume, and identifies the four states of matter as solid, liquid, gas, and plasma. It describes solids as having a definite shape and volume, and classifies bodies as rigid, non-rigid, elastic or plastic based on their deformation properties. Key concepts discussed include stress, strain, elastic limit, and Hooke's law relating stress and strain. The presentation concludes that while rigid bodies can deform under sufficient force, their mechanical properties including stress, strain and elasticity determine their behavior.
This document provides an overview of module 2 on elastic properties of materials. It discusses key concepts such as elasticity, plasticity, stress, strain and different types of stresses and strains. It describes Hooke's law and explains stress-strain diagrams. It also discusses factors that influence elasticity like stress, temperature, annealing and impurities. Different elastic moduli such as Young's modulus, bulk modulus and rigidity modulus are defined. Failure modes like fracture and fatigue are also summarized. References for additional reading on the topic are provided at the end.
This document discusses stress, strain, and deformation of solids. It provides definitions for key terms like rigid bodies, deformable bodies, stress, strain, stiffness, stability, and ductility. It also describes different models used to simulate rigid and deformable body motion, including mass-spring models and finite element method (FEM) models. Additionally, it covers mechanical properties of materials like strength, stiffness, stability, and ductility. It discusses stress-strain diagrams and properties like elasticity, yield strength, plasticity, necking, and breaking strength for ductile and brittle materials. It also defines true stress and true strain which are important for large deformations, and describes different types of stresses like normal stresses (
Lec.1 introduction to the theory of structures. types of structures, loads,Muthanna Abbu
This document provides an introduction to structural analysis and the theory of structures. It defines structural analysis as determining the response of a structure to loads through internal forces and deformations. It classifies skeletal structures and describes the different types of internal forces that can develop in structural members. The document also discusses structural loads, equilibrium, and reactions.
Similar to Part 3 Architecture First year Understanding stresses in structures tension and compression together (20)
Securing your Kubernetes cluster_ a step-by-step guide to success !KatiaHIMEUR1
Today, after several years of existence, an extremely active community and an ultra-dynamic ecosystem, Kubernetes has established itself as the de facto standard in container orchestration. Thanks to a wide range of managed services, it has never been so easy to set up a ready-to-use Kubernetes cluster.
However, this ease of use means that the subject of security in Kubernetes is often left for later, or even neglected. This exposes companies to significant risks.
In this talk, I'll show you step-by-step how to secure your Kubernetes cluster for greater peace of mind and reliability.
Building RAG with self-deployed Milvus vector database and Snowpark Container...Zilliz
This talk will give hands-on advice on building RAG applications with an open-source Milvus database deployed as a docker container. We will also introduce the integration of Milvus with Snowpark Container Services.
UiPath Test Automation using UiPath Test Suite series, part 6DianaGray10
Welcome to UiPath Test Automation using UiPath Test Suite series part 6. In this session, we will cover Test Automation with generative AI and Open AI.
UiPath Test Automation with generative AI and Open AI webinar offers an in-depth exploration of leveraging cutting-edge technologies for test automation within the UiPath platform. Attendees will delve into the integration of generative AI, a test automation solution, with Open AI advanced natural language processing capabilities.
Throughout the session, participants will discover how this synergy empowers testers to automate repetitive tasks, enhance testing accuracy, and expedite the software testing life cycle. Topics covered include the seamless integration process, practical use cases, and the benefits of harnessing AI-driven automation for UiPath testing initiatives. By attending this webinar, testers, and automation professionals can gain valuable insights into harnessing the power of AI to optimize their test automation workflows within the UiPath ecosystem, ultimately driving efficiency and quality in software development processes.
What will you get from this session?
1. Insights into integrating generative AI.
2. Understanding how this integration enhances test automation within the UiPath platform
3. Practical demonstrations
4. Exploration of real-world use cases illustrating the benefits of AI-driven test automation for UiPath
Topics covered:
What is generative AI
Test Automation with generative AI and Open AI.
UiPath integration with generative AI
Speaker:
Deepak Rai, Automation Practice Lead, Boundaryless Group and UiPath MVP
Goodbye Windows 11: Make Way for Nitrux Linux 3.5.0!SOFTTECHHUB
As the digital landscape continually evolves, operating systems play a critical role in shaping user experiences and productivity. The launch of Nitrux Linux 3.5.0 marks a significant milestone, offering a robust alternative to traditional systems such as Windows 11. This article delves into the essence of Nitrux Linux 3.5.0, exploring its unique features, advantages, and how it stands as a compelling choice for both casual users and tech enthusiasts.
Threats to mobile devices are more prevalent and increasing in scope and complexity. Users of mobile devices desire to take full advantage of the features
available on those devices, but many of the features provide convenience and capability but sacrifice security. This best practices guide outlines steps the users can take to better protect personal devices and information.
Dr. Sean Tan, Head of Data Science, Changi Airport Group
Discover how Changi Airport Group (CAG) leverages graph technologies and generative AI to revolutionize their search capabilities. This session delves into the unique search needs of CAG’s diverse passengers and customers, showcasing how graph data structures enhance the accuracy and relevance of AI-generated search results, mitigating the risk of “hallucinations” and improving the overall customer journey.
How to Get CNIC Information System with Paksim Ga.pptxdanishmna97
Pakdata Cf is a groundbreaking system designed to streamline and facilitate access to CNIC information. This innovative platform leverages advanced technology to provide users with efficient and secure access to their CNIC details.
UiPath Test Automation using UiPath Test Suite series, part 5DianaGray10
Welcome to UiPath Test Automation using UiPath Test Suite series part 5. In this session, we will cover CI/CD with devops.
Topics covered:
CI/CD with in UiPath
End-to-end overview of CI/CD pipeline with Azure devops
Speaker:
Lyndsey Byblow, Test Suite Sales Engineer @ UiPath, Inc.
A tale of scale & speed: How the US Navy is enabling software delivery from l...sonjaschweigert1
Rapid and secure feature delivery is a goal across every application team and every branch of the DoD. The Navy’s DevSecOps platform, Party Barge, has achieved:
- Reduction in onboarding time from 5 weeks to 1 day
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Part 3 Architecture First year Understanding stresses in structures tension and compression together
1. Part 3:Architecture First Year
UNDERSTANDING STRESSES
IN STRUCTURES- Tension and
Compression together
Prepared By: Ar. Harshada A.Bramhe
For 1st yr B’Arch Students
2. ENGINEERING MECHANICS
• PHYSICAL SCIENCES THAT DEALS WITH THE
FORCES THAT ACT ON A BODY.
• A BODY: ANY PHYSICAL OBJECT EG. A BOX
• SAY ITS 2KG WHICH MEANS THAT THERE IS A
FORCE OF 2KG ACTING ON THIS BOX IN THE
DOWNWARD DIRECTION.
4. CONCEPTS OF STRUCTURAL ANALYSIS
LOADS
REACTIONS( a force
developed at the
supports in response to
the applies loads
EXTERNAL
FORCES
TENSION
COMP
RESSI
ON
INTERNAL
FORCES(
CAUSED BY
THE EXTERNAL
FORCES)
TENSION
COMPRESSI
ON
STRESS( INTERNAL
FORCE DISTRIBUTED
OVER THE ENTIRE
CROSS SECTIONAL
AREA OF THE
MEMBER) always
expressed as force
per unit area
STRENGTH OF
MATERIAL (
VALUE OF STRESS
THAT THE MATERIAL
CAN CARRY)
EVALUATE THE PERFORMANCE OF MATERIAL
STRESS< STRENGTH OF MATERIAL THE MATERIAL WILL
NOT FAIL but
IF STRESS > STRENGTH OF THE MATERIAL IT WILL FAIL
1.
2
4
5.
3
5. What does it mean for a structure to
carry loads?
• A structure carries loads successfully if:
The stresses caused by external forces
are less than the strength of the
associated materials.
6. Number of beads on
shallower side balance
the no. of beads on
steeper side
7. All vertical forces are balanced
If a trains comes and slams its breaks from left we need a
horizontal reaction at support to counter balance that force
created . We need to also balance all horizontal forces so
that the bridge is in equilibrium
8. 1. TENSION AND COMPRESSION
(in different members of same
structure)
2. TENSION AND COMPRESSION
(together in members of same
structure) causes SHEAR AND
BENDING
11. TENSEGRITY SCULPTURES AS
FLOATING COMPRESSION.
• Kenneth Snelson is a sculptor and one of the first to
build tensegrity sculptures. He defines tensegrity
“ As A Closed Structural System Composed Of
Compression Struts Within A Network Of Tension
Tendons”.
And the word tensegrity was coined by Buckminster
Fuller in the 1960s, by combining the words tension
and integrity.
14. • According to Hibbeler, "a truss is a structure composed of
slender members joined Together at their end point." And
the joint at those end points is kind of the key to a truss.
• Truss members are pinned together. Every joint in a truss
will be pinned.
• They can rotate independently of each other.
• So if this structure somehow moves Horizontally or
vertically they'll move together. But they'll rotate
independently. And that's the definition of a pin joint.
• Another key, with trusses is all the loads will be applied to
the joints.
16. WHAT IS THE OPTIMUM MEMBERS IN
A TRUSS ?
NO. OF BARS + 3 = 2 x NO.OF JOINTS
FORMULAE
17. WHAT HAPPENS WHEN FORCES ARE APPLIES?
LOAD IS APPLIED AT THE JOINTS
COMPRESSION TENSION
18. IF DIAGONALS ARE REVERSED THE MEMBERS CARRYING TENSION AND
COMPRESSION CHANGE
IF HEIGHT OF TRUSS INCREASED THE FORCES WILL DECREASE
COMPRESSION TENSION
20. OLDEST EXAMPLE OF USE OF BEAM LION GATEIN
GREECE BRONZE AGE CIVILIZATION
USE OF BEAMS
WHAT IS A BEAM?
IT IS A STRUCTURAL MEMBER THAT IS
SUBJECTED TO TRANSVERSE LOADING I.E.
LOADING THAT IS APPLIED PERPENDICULAR TO
THE AXIS OF THE MEMBER.IT resists load BY
BENDING WHICH IS ALSO CALLED FLEXURE.
21. A BEAM HAS 3 MAIN
PHYSICAL
CHARACTERISTICS:
1. How its supported i.e
support configuration
(simple, continuous
,cantilever
2. 2.Cross section area
3. Profile
SIMPLE SUPPORT
CANTILEVER
CONTINUOUS SUPPORT
22. EG OF HOW TO ANALYSE A BEAM
ON THE CROSS SECTION OF THE
MEMBER THE 2 INTERNAL FORCE
DUE TO EQULIBRIUM BOTH THE
FORCES ARE HORIZONTALAND HAVE
TO COUNTER BALANCE EACH
23. DUE TO THESE EQUALAND
OPPOSITE FORCE A ROTATION IS
CAUSED AT THE CUT END OF THE
BEAM SECTION
THE TENDENCY OF A FORCE TO
CAUSE ROTATION IS CALLED A
MOMENT.
THE EFFECT OF INTERNAL
TENSION AND COMPRESSION IS
EQUAL TO THE MOMENT.
24. HIGHER MOMENT OF INERTIA ( MASS IS AWAY FROM NEUTRAL AXIS)
PRODUCES LESSER STRESS.
25. TORSION OR TWISTING
I SHAPED BEAM HAS
LOWER RESISTANCE
TO TORSION OR
TWISITING SINCE ITS
AN OPEN SHAPE NOT
CLOSED.
HOLLOW BOX SECTION IS A CLOSED
FIGURE, HENCE IT HAS HIGHER
RESISTANCE TO TORSION OR
TWISTING AND ALSO HAS A HIGHER
MOMENT OF INERTIA.
26. THE DEPTH OF BEAM IS
GOVERENED BY MOMENT
DIAGRAM
MAX. BENDING MOMENT
MAX DEPTH OF BEAM
THE DEPTH OF BEAM IS
GOVERENED BY
NEGATIVE MOMENT
DIAGRAM
MAX. NEGATIVE
BENDING MAX.
MAGNITUDE HENCE
MAX. DEPTH OF BEAM
27.
28.
29. IMPORTANT POINTERS
• Ropes, chains ,cables will always be in tension they cannot take
compression.
• Strength of member in tension is not dependent on it length but is
dependent on the cross sectional area of the member.
• If body is in equilibrium then the External forces= Internal forces
• If stress < strength of material it will not fail.
• Stress is independent of geometry and material.
• Hollow members have higher moment of inertia
• Members with higher moment of inertia have more resistance to bending
AND buckling.
• Tall columns fail in buckling before they fail in compression
• Short columns will fail in compression before buckling
• Columns are axially loaded beams are transversely loaded.
• “I” shape /open shapes are weaker in twisting and torsion, closed shape
in stronger.
• Optimum members in a truss (3+ NO. OF BARS = 2 X NO. OF JOINTS)
30. References & Acknowledgement
Lectures and videos :Understanding the World’s Greatest Structures: Science
and Innovation from Antiquity to Modernity
Professor Stephen Ressler United States Military Academy at West Point
Lectures and videos : Youtube DartmouthX –The Engineering of Structures
around us.
Images from Google.com
31. Thank You
This Presentation has been developed by Ar. Harshada A Bramhe( Academician) .It is in 3
parts for First year B’Arch students to understand the Basics of Stresses- in Structures.