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Assignment 4
This document contains an assignment for a Strength of Materials course. It includes 4 questions related to analyzing stresses and torques in circular shafts and bars. Question 1 involves determining the peak shearing stress and tensile stress in a steel shaft loaded by a twisting moment at its midpoint. Question 2 involves determining the reactive torques at the fixed ends of a circular shaft loaded by couples. Question 3 involves determining the maximum shearing stress and relative angle of twist in a solid circular shaft delivering power to machines at its ends. Question 4 involves determining the inside and outside diameters of a hollow steel shaft transmitting a given torque such that the angle of twist and shearing stress do not exceed allowable limits.
Assignment 1
This document contains instructions for an assignment on Strength of Materials (SOM). It includes 5 questions related to Course Outcome 1 (CO-1) on topics like axial elongation of tapered bars, error in using mean diameter to calculate Young's modulus, stresses under biaxial loading, principal stresses and planes, and material properties like Young's modulus, Poisson's ratio, modulus of rigidity and bulk modulus based on experimental data for extension and lateral contraction of a loaded bar. The assignment is due on April 10, 2020 and carries a maximum of 50 marks.
Assignment 2
This document contains instructions for an assignment on strength of materials (SOM) given by the instructor Suryakant Kumar. It has 4 questions related to course outcome 2 assessing beams with different loading and support conditions to draw shear force and bending moment diagrams, and determine reactions and shear stress distribution. Students are asked to attempt all questions on plain A4 paper with diagrams drawn using pencils by the due date of April 14, 2020, for a maximum of 50 marks.
Assignment 3
This document contains instructions for an assignment on strength of materials (SOM). It lists 5 questions about calculating deflections (EIδ) in beams under different loading conditions. The questions cover calculating deflections at specific points for an overhanging beam, simply supported beam, and cantilever beam with distributed loads. Students are instructed to show their work and use diagrams to solve the problems.
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Assignment 4
This document contains an assignment for a Strength of Materials course. It includes 4 questions related to analyzing stresses and torques in circular shafts and bars. Question 1 involves determining the peak shearing stress and tensile stress in a steel shaft loaded by a twisting moment at its midpoint. Question 2 involves determining the reactive torques at the fixed ends of a circular shaft loaded by couples. Question 3 involves determining the maximum shearing stress and relative angle of twist in a solid circular shaft delivering power to machines at its ends. Question 4 involves determining the inside and outside diameters of a hollow steel shaft transmitting a given torque such that the angle of twist and shearing stress do not exceed allowable limits.
Assignment 1
This document contains instructions for an assignment on Strength of Materials (SOM). It includes 5 questions related to Course Outcome 1 (CO-1) on topics like axial elongation of tapered bars, error in using mean diameter to calculate Young's modulus, stresses under biaxial loading, principal stresses and planes, and material properties like Young's modulus, Poisson's ratio, modulus of rigidity and bulk modulus based on experimental data for extension and lateral contraction of a loaded bar. The assignment is due on April 10, 2020 and carries a maximum of 50 marks.
Assignment 2
This document contains instructions for an assignment on strength of materials (SOM) given by the instructor Suryakant Kumar. It has 4 questions related to course outcome 2 assessing beams with different loading and support conditions to draw shear force and bending moment diagrams, and determine reactions and shear stress distribution. Students are asked to attempt all questions on plain A4 paper with diagrams drawn using pencils by the due date of April 14, 2020, for a maximum of 50 marks.
Assignment 3
This document contains instructions for an assignment on strength of materials (SOM). It lists 5 questions about calculating deflections (EIδ) in beams under different loading conditions. The questions cover calculating deflections at specific points for an overhanging beam, simply supported beam, and cantilever beam with distributed loads. Students are instructed to show their work and use diagrams to solve the problems.
Thin Pressure vessels
Thin Pressure vessels, Application of pressure vessels, stresses and strains acting on them, volumetric strain, maximum shear stress
Slope and Deflection in Beams
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Torsion in shafts
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Torsion in tapered shafts
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This document appears to be a scanned receipt from a grocery store listing various food items purchased including milk, eggs, bread, bananas, and ground beef. The total for the grocery receipt comes to $36.87 with the payment made by credit card. The receipt provides details of the date, time, payment method, and total for the grocery purchase.
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The document appears to be a scanned receipt from a restaurant in New York City listing various food and drink items purchased, with a total amount due of $167.82. It includes the restaurant's name, date, time, table number, and lists items such as cocktails, appetizers, entrees, desserts, and a 20% service charge. The receipt provides details of a dining transaction at the specified restaurant on the given date.
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The document discusses bending stresses in beams. It begins by outlining simplifying assumptions made in deriving the flexure formula to relate bending stresses to bending moments. These assumptions include plane sections remaining plane and perpendicular to the deformed beam axis. The neutral axis is defined as the axis where longitudinal fibers experience no deformation.
The derivation of the flexure formula is shown. Flexural stresses are proportional to the distance from the neutral axis and bending moment. Procedures for determining stresses at given points, as well as maximum stresses, are provided. Sample problems demonstrate applying the flexure formula and finding maximum stresses for different beam cross sections.
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The document appears to be a scanned receipt from a restaurant in New York City listing various food and drink items purchased, with a total amount due of $167.82. It includes the restaurant's name, date, time, table number, and lists items such as cocktails, appetizers, entrees, desserts, and a 20% service charge. The receipt provides details of a dining transaction at the specified restaurant on the given date.
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