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AIM : To study on section modulus calculation and design a new hood with improved strength SECTION MODULUS : Section modulus represents the strenght of a given component,higher the value higher its strength. it is the ratio of moment of inertia about neutral axis with distance from the outer…
Mithin SanthaKumar
updated on 06 Dec 2023
AIM : To study on section modulus calculation and design a new hood with improved strength
SECTION MODULUS :
Section modulus represents the strenght of a given component,higher the value higher its strength.
it is the ratio of moment of inertia about neutral axis with distance from the outer most fibre to the neutral axis
unit of section moduls is mm4
section modulus ,S = I/y
where , I = moment of inerta
y = distance from the outer most fibre to the neutral axis
MOMENT OF INERTIA :
The moment of inertia is a measure of how resistant an object is to changes in its rotational motion.also it depicts the resistance offered by a cross section towards bending
moment of inertia ,I of a rectangle = bd3/12
where,b = breadth
d = depth
NEUTRAL AXIS :
A layer in a particular cross section where no compression or tension applied
STUDY ON HOOD DESIGN :
Took Intersection of the hood design and conducted section inertia analysis
minimum MOI,I=2.69*105 mm4
distance from the outer most fibre to the neutral axis,y= 876.81/2 = 438.40 mm
section modulus,S = I/y
=2.69*105 / 438.40
=613.59 mm3
IMPROVED HOOD DESIGN WITH IMPROVED STRENGTH:
From the equation of section modulus it is evident that, MOI is directly proportional to section modulus. so increasing MOI results with increased section modulus.
analysing the relation of MOI, breadth and three times of depth is directly proportional to MOI.so, improving value of depth improves the value of MOI significantly.
New depth increased hood design with section inertia analysis report :
min MOI = 2.72*105 mm4
MOI value is increased
section inertia ,S = 2.72*105 / 438.40
=620.43 mm3
CONCLUSION :
Comparing results of both designs it is observed that the improved design with increased depth value posses the greater strength. so it is concluded as sectional area of a component is directly proportional to the strength of particular component.
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