Showing posts with label Strength of Material. Show all posts
Showing posts with label Strength of Material. Show all posts
Transformation of stress and strain - Stength of material

Transformation of stress and strain - Stength of material

 Transformation of stress and strain 

Civil Engineering Questions

Radius of Mohr Circle

Radius of Mohr circle
Radius of Mohr Circle

Principal Stress and maximum shear stress:-  

  • It is the maximum or minimum normal stress which may be developed on a loaded body. The plane of principal stress does not carry any shear stress.
  • Mohr’s Circle for plane stress o It is the locus of points representing the magnitude of normal and shear stress at various plane in a given stress element.
Principal stress and Max Shear stress



Principal stress
Principal Stress

Normal Stress

Normal stress
Normal Stress

Mohr circle for uniaxial loading condition
Mohr circle for uniaxial loading condition

Minimum Principal Stress

Minimum principal stress


Diameter of Mohr Circle

Diameter of Mohr circle


Normal stress and Resultant stress on plane of Maximum shear stress

Normal strss and Resultant stress on plane of maximum shear stress
Normal strss and Resultant stress on plane of maximum shear stress











Bending Stress in Beam Questions - Strength of Material - civil engineering

Bending Stress in Beam Questions - Strength of Material - civil engineering

 Bending stress in Beam - Strength of Material

CIVIL ENGINEERING QUESTIONS

Previous year civil engineering questions related to strength of material (SOM) subject topic Bending stress in Beam asked in UPSC ESE examination. 






Section Modulus of Important section

section modulus of rectangular,solid circular, hollow circular and triangular section
section modulus of rectangular,solid circular, hollow circular and triangular section



Parallel Axis theorem
Parallel Axis theorem
Parallel Axis theorem


Perpendicular Axis theorem

Perpendicular Axis theorem
Perpendicular Axis theorem

Flexural Formula

Flexural formula for Bending stress in beam
Flexural formula for Bending stress in beam






Question-Answer civil engineering study
Question-Answer civil engineering study






Shear stress in beam Questions - Strength of Material civil engineering

Shear stress in beam Questions - Strength of Material civil engineering

 Shear stress in Beam - Strength of Material

CIVIL ENGINEERING QUESTIONS

Question-Answer civil engineering study
Question-Answer civil engineering study

Previous year civil engineering questions related to strength of material (SOM) subject topic shear stress in Beam asked in UPSC ESE examination. 






Shear Force per unit length = `H/x` = `(VAy)/I`
Shear stress at the level y from N.A. = q = `(VAy)/Ib`

Shear stress in Rectangular beam
Shear stress in rectangular beam
Shear stress in rectangular beam

Shear stress in I section

shear stress in I section
shear stress in I section

Shear stress in circular section

shear stress in circular section
shear stress in circular section

Shear stress in triangular section

Shear stress in triangular section
Shear stress in triangular section


Shear stress in Quadrilateral section about diagonal

Shear stress in Quadrilateral section about diagonal