The maximum value of completely reversed stress that a material can withstand for an infinite number of cycle without any fatigue failure is known as (A) tensile limit (C) endurance limit (B) ultimate limit (D) yield limit

The maximum value of completely reversed stress that a material can withstand for an infinite number of cycle without any fatigue failure is known as (A) tensile limit (C) endurance limit (B) ultimate limit (D) yield limit

Mechanics of Materials (MindTap Course List)

9th Edition

ISBN:9781337093347

Author:Barry J. Goodno, James M. Gere

Publisher:Barry J. Goodno, James M. Gere

Chapter2: Axially Loaded Members

Section: Chapter Questions

Problem 2.5.1P: The rails of a railroad track are welded together at their ends (to form continuous rails and thus...

See similar textbooks

Related questions

Q: What are the principal stresses? How can they be determined?

A: Principle stresses can be defined as the maximum or minimum normal stresses on a specific plane. The…

Q: -Define the maximum shear stress theory and sketch its failure envelope. -Define the maximum shear…

Q: A high-strength steel has a yield strength of 1,460 MPa and a KIC of 98 MPa √m. Calculate the size…

Q: Discuss four theories that are often used in engineering practice to predict the failure of material…

A: Theories of failure should be used to determine safe dimensions of a component when the biaxial or…

Q: In a structure subjected to fatigue loading, the minimum and maximum stresses developed in a cycle…

A: Given:minimum stress, σmin=200 MPamaximum stress, σmax=400 MPa

Q: a square rod of 6061-T6 aluminum (cross-section = 4mm X 4mm, length = 2.3m). The material has a…

A: Given Tensile load, P =3 kN Cross-section = 4mm X 4mm Find The applied engineering…

Q: a) Show that for an isotropic lamina in plane stress, the strain-stress relations are

A: The generalized Hook's law can be expressed for a three-dimensional elastic anisotropic body as,…

Q: Given the stress-strain curves for material A and B, mark if the statement is (T)rue or (F)alse?…

Q: Q5/ The Stress-strain diagram of any ductile metal or alloys reveals several critical points. Based…

Q: Q3b. The stress-strain characteristic curves for materials A, B and C are shown below. Which one…

A: Given stress strain curve. The properties are At point A : High strength Low ductility Low…

Q: A material is made in square cross section of side 1 cm. When 2kN force applied on the material.…

A: given square cross section of side (S)=1 cm s = 10mm…

Q: A very large, steel plate of yield stress 200 MPa and Poisson's ratio 0.3 has a crack at the centre…

Q: How is the torsion test performed to determine the material’s ultimate shear stress?

A: A torsion test is a destructive type of testing used to find the properties of specimen under stress…

Q: Explain how fatigue failure occurs even if the material does not see overall stress levels higher…

A: A fatigue failure occurs in the material when the load is applied. When a load is applied to the…

Q: 6.A metal rod 150cm long and of diameter 2cm is subjected to an axial pull of 20KN. What will be the…

Q: In the case of plane stress, how can the plane-strain analysis be used?

A: Plane stress arises in case of thin components. Plane strain arises in case of very thick…

Q: A circular rod of hot-rolled 4340 steel (4340-HR steel - 4mm diameter, 1.35m long) is subjected to a…

A: Given Data:- 4340 Steel Diameter=4mm Length=1.35m Modulus of Elasticity=207Gpa Yield-Strength…

Q: Two cylinders are slip-fitted together to form a composite open cylinder. Both cylinders are made of…

A: Given DataFor Inner cylinderri=50mmro=75mmFor the outer cylinderri=75mmro=150mmσy=480MPa

Q: Define Young's Modulus, Hooke's Law, Modulus of Resilience, Fracture Strength & True Stress Vs…

A: Young Modulus It is the solid stiffness of the material or it is the resistance to elastic…

Q: Q1:Explain creep and also explain its importance.

A: 1) Creep concrete is subjected to sustained compressive loading it's deformation keeps increasing…

Q: Can the maximum normal stress theory or Mohr’s failure criterion be used in practice to predict the…

Q: Besides normal tensile stress, list three other types of material stresses? Are these typically all…

A: Stress: Stress is defined as the internal resistance per unit area of cross-section. There are…

Q: (a) Maximum and minimum stresses, (b) Stress range, (c) Stress amplitude, (d) Mean stress, (e)…

A: For solution refer below images.

Q: Required Information For a bar of AISI 1015 cold-drawn steel, determine the factor of safety using…

A: Given dataσA=28kpsiσB=15.5 kpsi``

Q: The diameter of the pin b and the cable connected in c, which is in a single slide with 6 mm…

A: Equate the moment across B to 0 in order to get the relation for force P.

Q: Determine the diameter of a circular rod made of ductile material with a fatigue strength (complete…

Q: Why do we define engineering and true stresses for tension/compression loading but not for shear…

A: Engineering stress: It is the stress based on the initial or original cross sectional area (Ao)…

Q: The principal stresses at a point inside a solid object are ơ1 = 100 MPa, 02= 100 MPa and 03= 0 MPa.…

Q: Show that a state of pure shear leads to no volume change during linear elastic deformation. (Hint:…

Q: Tensile strength of a material is obtained by dividing themaximum load during the test by the O…

A: Given Statement:- Tensile strength of a material is obtained by dividing the maximum load during…

Q: The is a graphical representation of fatigue strength on the Y-axis and the number of stress cycles…

Q: 6) Fatigue occurs at stresses that are considerably .than .stress of the ..... .... material. Llighe…

Q: In a structure subjected to fatigue loading, the minimum and maximum stresses developed in a cycle…

A: Given data: Minimum stress developed = σmin = 200 MPa Maximum stress developed = σmax = 400 MPa We…

Q: The maximum tensile stress o, from bending of a simply supported beam with length L and circular…

Q: A high-strength steel has yield strength of 1165 MPa and fracture toughness of 95 MPavm. Calculate…

A: Given:Yield strength, σ=1165 MPaFracture toughness, kf=95 MPamY=1 for internal crackY=1.12 for…

Q: stress amplitude and stress ratio are respectively

A: Given; From drawn figure, fluctuating fatigue load;Stress amplitude; It is the stress at which…

Q: Value for 'D' in fatigue diagram above? (MPa) - {1DP} Your answer Value for 'E' in fatigue diagram…

A: A - yield strength B - alternating fatigue limit C - stress amplitude D - mean stress

Q: Given the stress-strain curves for material A and B, mark if the statement is (T)rue or (F)alse?…

A: In the given problem, you asked part only part g and h so I have answer only part g and h.

Q: a) The principal stresses experienced by a component are -100 MPa and 150 MPa. If a safety factor of…

Q: The young’s modulus of nickel is 209 gpa. Determine the length of the bar (in mm) when a force of…

Q: hree cases of plane stress at yield or fracture are shown in the figures. Examine each case and…

A: Maximum Normal stress theory: This criterion of failure is accredited to British engineer (1850), W…

Q: Describe the stress analysis process and the concept of the following failure theories for…

A: Theories of failure are the theories that help us to find the safe dimensions of the objects or…

Q: A steel column is a cylinder 6.8 m long and 0.35 m in diameter. What is the change in length of the…

A: Cylinder length, L = 6.8 m Cylinder diameter, d = 0.35 m Tensile force, F = 3600 N The elastic…

Q: For a point on a steel specimen, the principal stresses o of 230 MPa and o2 of 15 MPa are given.…

Q: What are the fundamental problems in Shear stress?

A: Given Data⇒ Shear stress

Concept explainers

Conduction and Convection

When energy travels from one object to another it is said to have undergone heat transfer. Heat transfer is nothing but the transfer of thermal energy or internal energy from one thing to another, like e.g., when a vessel with water, kept on top of a burner, heats up because of the flame underneath it.

Question

The maximum value of completely reversed stress that
a material can withstand for an infinite number of cycle
without any fatigue failure is known as
(A) tensile limit
(C) endurance limit
(B) ultimate limit
(D) yield limit

Expert Solution

This question has been solved!

Explore an expertly crafted, step-by-step solution for a thorough understanding of key concepts.

This is a popular solution!

SEE SOLUTION Check out a sample Q&A here

Step 1

Step 2

Step 3

Step 4

Step 5

Trending now

This is a popular solution!

Step by step

Solved in 5 steps with 3 images

SEE SOLUTION Check out a sample Q&A here

Knowledge Booster

Learn more about

Need a deep-dive on the concept behind this application? Look no further. Learn more about this topic, mechanical-engineering and related others by exploring similar questions and additional content below.

Similar questions

In a structure subjected to fatigue loading, the minimum and maximum stresses developed in a cycle are 200 MPa and 400 MPa respectively. The value of stress amplitude (in MPa) is....
Explain the deconvolution of the principal stress state into the hydrostatic and deviatoric stress components and the importance of the deviatoric stress
Hi, it s Mechanics of Materials I question. The diameter of the pin b and the cable connected in c, which is in a single slide with 6 mm diameter, is 3 mm. The operating normal and shear stresses of the accelerator pedal system are 140 MPa and 28 MPa, respectively. Determine the maximum force P that can be applied to the foot pedal? We need force P..
-Define the maximum shear stress theory and sketch its failure envelope.-Define the maximum shear strain energy theory and sketch its failure envelope
What causes materials to fail in fatigue at a stress less than the ultimate stress? How does this relate to the microstructure of the material?
Sketch a tensile member with (a) a rectangular crosssection, (b) a solid circular cross section, and (c) a circulartubecross section, and label the dimensions symbolically (e.g.,label the radius for the solid circular case). For each member, write out the definition of engineering stress in terms of the actual dimensions of the component. If therectangular member has dimensions of width and thicknessequal to 1 cm 0.3 cm, what would be the radius of a solidcircular member such that the stress is equal for an equaltensile load? If a tube has an outer radius equal to that ofthis same solid cylinder, what is the maximum inner radiussuch that the stress does not exceed 200% of the stress inthe solid cylinder?
Does plane section (square plane) on the surface of the circular shaft remain plane after loading for the shaft under torsion (compare between elastic and plastic deformation)? Justify your answer by drawing vertical and horizontal lines over the shaft length
If the material remains elastic, then the strains caused by deformation are directly related to the stress. Is it true? How?
Explain the relation of stress transformation in detail
The stress intensity factor for a partial-through thickness crack is given bywhere a is the length of of crack through a wall thickness t. If the crack is 10 mm deep in a wall 20 mm thick determine whether the wall will support a stress of 190 MPa if it is made from steel with fracture toughness of 30 MPA m1/2
On Page765,consider Figure11.11 where a force P is axially applied.On Page 768, considerFigure 11.18, wherea torque T is applied as shown.Combine these structures into one system, which issimultaneously subjected to the force P and the torque T.Analyze this new system,and comment on (a) the relative strengths of the strain energies due to F andT; (b) the impact of n; and (c)any other important engineering observations you can make regarding the new system
One spring is placed inside the other, not touching each other, and compressed between a pair of parallel plates until the distance between the plates is 40 mm. Make a neat detailed sketch of the spring and plate assembly. If G = 83 GPa for both springs, calculate the following: 1. The force applied to the spring assembly. 2. The shear stress induced in each spring. 3. The total strain energy stored in the spring assembly. 4. The stiffness of each spring. 5. The equivalent stiffness of a single spring that can be substituted in place of these springs.