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DEVAPRAKASAM DEIVASAGAYAM
Professor of Mechanical Engineering
Room:11, LW, 2nd Floor
School of Mechanical and Building Sciences
Email: devaprakasam.d@vit.ac.in, dr.devaprakasam@gmail.com
MEE1002: Engineering Mechanics (2:1:0:0:3)
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
CENTROID – Area Weighted average of Center
CENTER OF MASS- Mass Weighted average of Center
CENTER OF GRAVITY- Gravity Weighted Average of Center
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
Determine the location of the center of gravity of the homogeneous body of
revolution shown, which was obtained by joining a hemisphere and a cylinder and
carving out a cone.
Determine the location of the center of gravity of the homogeneous body of
revolution shown, which was obtained by joining a hemisphere and a cylinder and
carving out a cone.
Determine the location of the center of gravity of the homogeneous body of
revolution shown, which was obtained by joining a hemisphere and a cylinder and
carving out a cone.

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Devaprakasam D Lecture on Centroid, Center of Mass

  • 1. DEVAPRAKASAM DEIVASAGAYAM Professor of Mechanical Engineering Room:11, LW, 2nd Floor School of Mechanical and Building Sciences Email: devaprakasam.d@vit.ac.in, dr.devaprakasam@gmail.com MEE1002: Engineering Mechanics (2:1:0:0:3) Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933
  • 2. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY CENTROID – Area Weighted average of Center CENTER OF MASS- Mass Weighted average of Center CENTER OF GRAVITY- Gravity Weighted Average of Center
  • 3. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 4. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 5. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 6. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 7. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 8. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 9. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 10. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 11. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 12. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 13. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 14. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 15. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 16. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 17. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 18. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 19. Devaprakasam D, Email: devaprakasam.d@vit.ac.in, Ph: +91 9786553933 CENTROID, CENTER OF MASS AND CENTER OF GRAVITY
  • 20. Determine the location of the center of gravity of the homogeneous body of revolution shown, which was obtained by joining a hemisphere and a cylinder and carving out a cone.
  • 21. Determine the location of the center of gravity of the homogeneous body of revolution shown, which was obtained by joining a hemisphere and a cylinder and carving out a cone.
  • 22. Determine the location of the center of gravity of the homogeneous body of revolution shown, which was obtained by joining a hemisphere and a cylinder and carving out a cone.