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AUM
American University of the Middle East
Mechanics of Materials
NUCL 273
25%
Semester: Spring 2022
PD3
Maryam Alothina 33357
latifah alduaij 52014
loulwah abdullah 47816
OUTLINE:
 INTRODUCTION
 WORK PLAN
 MATERIALS USED
 THE FREE BODY DIAGRAM
 FORCE ANALYSIS
 STRESS ANALYSIS
 THE MAXIMUM NORMAL STRESS
 THE FACTOR OF SAFETY
 RESULTS
 REFERENCES
INTRODUCTION:
Exercises is very important in our daily life so there are various machines that are used
in body buildings such as solid body triceps machine.
We will focusing on the solid body triceps machine the next figure shows the solid
body triceps machine:
WORK PLANE:
We prepare a gannet chart to illustrate our work plan, and we have distributed the
tasks between the members of our team equally. The next two figures indicate the our
work plan:
MATERIALS USED:
In this machine arms we can use a lot of types of materials such as the aluminum,
carbon steel, stainless steel, etc. so that in our project we have selected the carbon
steel. The table below indicate the required properties for the carbon steel.
TENSILE
STRENGTH
(MPA)
ULTIMATE
STRENGTH
(MPA)
MODULUS OF
ELASTICITY
(GPA)
CARBON STEEL 275 350 200
THE FREE BODY DIAGRAM:
The next diagrams show the free body diagram and the simplified line diagram of the
arm indicating different forces and moments:
FORCE ANALYSIS:
The figures below indicate the forces acting on the arms:
STRESS ANALYSIS:
The average normal stress due to axial loading:
STRESS ANALYSIS:
The average shearing stress due to transverse loading:
STRESS ANALYSIS:
The maximum shearing stress due to the torsional load:
STRESS ANALYSIS:
The maximum stresses due to the bending behavior:
THE MAXIMUM NORMAL STRESS:
From the stresses that we calculated we found that the maximum stress is the bending
stress at part BC = 10416.67 t/m2 = 104.1667 MPa.
THE FACTOR OF SAFETY:
Factor of safety = FOS =
𝑦𝑒𝑖𝑙𝑑 𝑠𝑡𝑟𝑒𝑠𝑠
𝑚𝑎𝑥𝑖𝑚𝑢𝑚 𝑠𝑡𝑟𝑒𝑠𝑠
=
275
104.1667
= 2.64.
RESULTS:
 Normal stress at the arm DE = 355.1 t/m2 = 35.51 MPa.
 The shear stress at the arm AB = 67.013 t/m2 = 6.7 MPa.
 The maximum shearing stress due to the torsional at member CD = 2037.2 t/m2 = 203.7 MPa.
 The maximum bending stress due to bending behavior at member BC = 10416.67 t/m2 = 104.1667
MPa.
REFERENCES:
[1] Weber, B., & Seebach, D. (1994). Ti-TADDOLate-catalyzed, highly enantioselective
addition of alkyl-and aryl-titanum derivatives to aldehydes. Tetrahedron, 50(25), 7473-
7484.
[2] "Triceps Anatomy, Origin & Function | Body Maps". Healthline. Retrieved 26 April
2018
[3] Madsen M, Marx RG, Millett PJ, Rodeo SA, Sperling JW, Warren RF (November
2006). "Surgical anatomy of the triceps brachii tendon: anatomical study and clinical
correlation". The American Journal of Sports Medicine. 34 (11): 1839–43.
doi:10.1177/0363546506288752. PMID 16735585.

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NUCL273-Project-PD3.pptxر.pdf

  • 1. AUM American University of the Middle East Mechanics of Materials NUCL 273 25% Semester: Spring 2022 PD3 Maryam Alothina 33357 latifah alduaij 52014 loulwah abdullah 47816
  • 2. OUTLINE:  INTRODUCTION  WORK PLAN  MATERIALS USED  THE FREE BODY DIAGRAM  FORCE ANALYSIS  STRESS ANALYSIS  THE MAXIMUM NORMAL STRESS  THE FACTOR OF SAFETY  RESULTS  REFERENCES
  • 3. INTRODUCTION: Exercises is very important in our daily life so there are various machines that are used in body buildings such as solid body triceps machine. We will focusing on the solid body triceps machine the next figure shows the solid body triceps machine:
  • 4. WORK PLANE: We prepare a gannet chart to illustrate our work plan, and we have distributed the tasks between the members of our team equally. The next two figures indicate the our work plan:
  • 5. MATERIALS USED: In this machine arms we can use a lot of types of materials such as the aluminum, carbon steel, stainless steel, etc. so that in our project we have selected the carbon steel. The table below indicate the required properties for the carbon steel. TENSILE STRENGTH (MPA) ULTIMATE STRENGTH (MPA) MODULUS OF ELASTICITY (GPA) CARBON STEEL 275 350 200
  • 6. THE FREE BODY DIAGRAM: The next diagrams show the free body diagram and the simplified line diagram of the arm indicating different forces and moments:
  • 7. FORCE ANALYSIS: The figures below indicate the forces acting on the arms:
  • 8. STRESS ANALYSIS: The average normal stress due to axial loading:
  • 9. STRESS ANALYSIS: The average shearing stress due to transverse loading:
  • 10. STRESS ANALYSIS: The maximum shearing stress due to the torsional load:
  • 11. STRESS ANALYSIS: The maximum stresses due to the bending behavior:
  • 12. THE MAXIMUM NORMAL STRESS: From the stresses that we calculated we found that the maximum stress is the bending stress at part BC = 10416.67 t/m2 = 104.1667 MPa.
  • 13. THE FACTOR OF SAFETY: Factor of safety = FOS = 𝑦𝑒𝑖𝑙𝑑 𝑠𝑡𝑟𝑒𝑠𝑠 𝑚𝑎𝑥𝑖𝑚𝑢𝑚 𝑠𝑡𝑟𝑒𝑠𝑠 = 275 104.1667 = 2.64.
  • 14. RESULTS:  Normal stress at the arm DE = 355.1 t/m2 = 35.51 MPa.  The shear stress at the arm AB = 67.013 t/m2 = 6.7 MPa.  The maximum shearing stress due to the torsional at member CD = 2037.2 t/m2 = 203.7 MPa.  The maximum bending stress due to bending behavior at member BC = 10416.67 t/m2 = 104.1667 MPa.
  • 15. REFERENCES: [1] Weber, B., & Seebach, D. (1994). Ti-TADDOLate-catalyzed, highly enantioselective addition of alkyl-and aryl-titanum derivatives to aldehydes. Tetrahedron, 50(25), 7473- 7484. [2] "Triceps Anatomy, Origin & Function | Body Maps". Healthline. Retrieved 26 April 2018 [3] Madsen M, Marx RG, Millett PJ, Rodeo SA, Sperling JW, Warren RF (November 2006). "Surgical anatomy of the triceps brachii tendon: anatomical study and clinical correlation". The American Journal of Sports Medicine. 34 (11): 1839–43. doi:10.1177/0363546506288752. PMID 16735585.