The ratio of change in volume to the original volume is known as O Young's Modulus Bulk modulus O Volumetric strain Volume

Q: Determine the absolute maximum shear strain in 106 unit.

A: The maximum shear strain = 1680 The solution is in next step.

Q: The unit of shear modulus is the same as that of stress Select one: O True False

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Q: Which of the following is the dimension of surface tension ? M°LT1 M LOT2 ML1T1 MLT1

A: Surface tension: Surface tension is the tension of the surface film of a liquid caused by the…

Q: From the figure below, choose the correct answer of the following 6 kN 5 kN 3kN 30° 0.2 m 4 В 2 m- 4…

A: Mechanical Equilibrium: A body is said to be in mechanical equilibrium if it satisfies the following…

Q: Stress divided by Rate of strain is:        b. Density       c. Unit less       a. Surface tension

A: It is required to determine ratio of stress to strain rate

Q: When the width of the elliptical hole in a flat plate approaches zero in the direction of load, the…

A: This question is from machine design

Q: For the given state of plane strain, use Mohr's circle to determine the state of plane strain…

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Q: the ability of fluid to resist shear stresses is known as bulk modulus Select one: O True O False

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Q: Find the value of stress Force 2.2 N Area=2 m2

A: To find :  The value of stress .  Given : The force is  F=2.2 N The Area is A=2 m2 Formula used :…

Q: Shear stress has units:

A: The units of shear stress are like the units of any other type of stress. The unit for shear stress…

Q: tion 2 2. A cord has original length of 100 cm is pulled by a force. The change in length of the…

A: According to the strain definition, it is defined as the amount of deformation experienced by the…

Q: Given the Modulus of elasticity of concrete 50 GPa. what is the value of E in .MPa unit Non of them…

A: Modulus of elasticity = 50GPa Killo = 10^3 Mega = 10^6 Giga =10^9

Q: h. Poisson's Ratio is the ratio of i. lateral strain to longitudinal strain ii. shear strain to…

A: Poisson ratio=μ Longitudinal strain is defined as the ratio of change in length upon original length…

Q: Evaluate the following to three significant figures and express each answer in SI units using an…

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Q: a) The principal stresses for the given stress tensors. b) The directions of principal stresses. Г18…

A: For solution refer below images.

Q: explain this pressure or in distress The Muslim is ribs In Figure (1) and do shown Muslim ribs…

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Q: Stress divided by Rate of strain is:       d. Velocity       a. Surface tension       f. Kinematic…

A: stress divided by rate of strain is unitless

Q: Question 4 4. A string has a diameter of 1 cm and the original length of 2 m. The string is pulled…

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Q: What is the equivalent value of 2 centipoises in an SI unit? choees 2/10 Poise     2 x 10-3…

A: Poise is a unit of dynamic viscosity (resistance offered by one layer of fluid to its adjacent…

Q: Material A (shown below) is experiencing forces shown below at different points along its body. If…

A: Given data: E=5×106 psiA=0.35 in2LAB=4 ftLBC=4.5 ftLCD=3.5 ft Need to determine the total new length…

Q: Surface tension is caused by the force of ..... at the free surface.

A: Surface Tension: "The property of the surface of a liquid that allows it to resist an external…

Q: The ratio of Shear stress to shear modulus is Volumetric strain Bulk modulus Shear strain Modulus of…

A: According to Hook's law, strain is proportional to the applied stress within the elastic limit.

Q: The state of stress at a point in an elastic body is defined by the stress components, G11 = 2000;…

A: as per our company guidelines we are supposed to answer ?️only first 3 sub-parts. Kindly repost…

Q: Evaluate each of the following and express with SI units having an appropriate prefix: (a) (50 mN)(6…

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Q: Kayleigh loves fishing with her grandpa Kevin. Kayleigh was the first one to catch a fish and found…

A: Density of a substance is defined as the volume of the substance per unit mass. Since, weight is…

Q: Three pipes are connected in series. The first pipe has a diameter of 522 mm and a length of 644 m.…

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Q: 56 mm 32 mm 26 mm 66 mm 32 mm 28 inm 8 mm

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Q: From the following test data determine the bulk modulus of elasticity of water in pounds per square…

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Q: Q1. The information from Young Modulus I. Stress II. Strain III. Compression IV. Stiffness А. I B. I…

A: Dear student, we are suppose to solve only one question. Please post other question as a separate…

Q: Assuming the stress state in a rotating gas turbine is axisymmetric, how many stress and/or…

A: For completely determine the stress we need two boundary conditions for complete explanation. We…

Q: If a pressure applied to 1kg of water is 13.2 x107 N/m2 causes a percentage reduction in volume is…

A: Given data :- Pressure applied = 13.2 ×10 ^7 N/m^2 Percentage reduction in volume = 6 %

Q: SI units of shear force is . a) kN/m b) kN-m c) kN d) m/N

A: SI units of shear force is _____________________ Answer: c) kN

Q: D = E ALMANSI GREEN VENANT STRAIN RATE TENSOR STRAIN HAMEL STRAIN TENSOR TENSOR

A: Yes it correct relationship that -  1. Strain rate tensor = green venant strain tensor

Q: Three pipes are connected in series. The first pipe has a diameter of 542 mm and a length of 603 m.…

A: Given   Diameter, D1 = 542 mm                   D2 = 434 mm                  D3 = 315 mm…

Q: Evaluate the following to three significant figures and express each answer in SI units using an…

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Q: What is the main difference between rigid bodies and deformable bodies o 5:50

A: A rigid body does not deform or change shape Example : metallic rod

Q: What is the formula for shear stress? a) Shear resistance/shear area b) Force/unit area c) Bending…

A: Stress is internal resistance offered by the material when some load is applied on it.

Q: Q2: Answer true or false of the following:- 1. In case one principal stress is zero, the other…

A: Hello. Since your question has multiple sub-parts, we will solve first three sub-parts for you. If…

Q: _ Select one: N N/mm N/mm2 mm2

A: Young's modulus is the properties of the materials and able to withstand load in compression and…

Q: Convert the following quantity to SI units and giving the answer using proper significant figures.…

A: Given data: -  The quantity is v = 712 ft/s.

Q: Q2: Evaluate each of the following and express with SI units having an appropriate prefix: (a) (50…

A: (a) Write the given expression.   50 mN6 GN

Q: Which of the following is the dimension of surface tension ? ML1T1 M°LT1 MLT1 M LOT2

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Q: solid block having the same horizontal cross-section when immersed in water leaves 20 cm height…

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Q: Find the shear stress on the cross-section shown if a force of 2000 N acts as shown 2000 N 2.5 cm 3…

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Q: Q2 (a) Express each of the following using SI units with an appropriate prefix: (50 mN)(6 GN). (400…

A: We have to determine Express each of the following using SI units with an appropriate prefix

Q: The ratio between normal stress to volumetric strain is known as a. Elastic modulus b. shear modulus…

A: Given Statement :-  The ratio between normal stress to volumetric strain is known as....  Options…

Q: In an experimental procedure to determine stress, the radial displacement u at a known radius, is…

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Q: This refers to the ratio of tensile stress to tensile strain O Bulk Modulus of Elasticity O All of…

A: This refers to the ratio of tensile stress to tensile strain. Answer: Young's Modulus of elasticity

Q: write all terms in the equivalence of mechanical energy in terms of equivalent height

A: We know that from the conservation of energy The total work done by forces is euqal to the change in…

Q: -_ is the ratio of normal stress to normal strain. O a. Modulus of elasticity O b. Poisson's ratio O…

A: Answer: Option (a) Modulus of elasticity or Young's modulus is the ratio of normal stress to normal…

Strain energy

The term strain indicates the variation in an object's length, area, and volume when the object is subjected to an external force. The external force may be of normal, shear, moment, torque, etc. The strain in an object depends on the types of external force and cross-section of the object. Mathematically, the evaluation of strain can be obtained with the help of elastic constants.