Youngs Modulus of steel is more than youngs modulus of rubber
cheers!!
- 14
young modulus is inversely proportional to change in length.
Y=MgL/Al
When same mass is suspended to steel wire and rubber wire of same dimensions, then the change in length for rubber will be more compared to steel.
Hence young modulus of steel is greater than that of rubber.
- 16
because young's modulus of steel and rubber are in ratio change in length of rubber to change in length of steel and we know that on applying same force rubber will face more extension i.e lr>ls so Ys>Yr and the substance whose youngs modulus of elasticity is more elastic
- -1
In physics the elasticity of a material is measured in terms of modulus of elasticity or Young’s modulus.
Y = stress/strain = (F/A)/(∆l/l)
In case of a steel wire a large force F will produce a small extension. Where as in a rubber band a small force will produce a large extension. So, steel has a higher value of Young’s modulus than rubber. Thus, steel is more elastic then rubber.
- 7
elasticity means that the amount of force applied by the body when we try to deform it.
or it simply means the greater the opposing force greater is the elasticity.
in this case steel provides much opposing force than rubber
so it is more elastic
- 2
Elasticity is the property of a material by virtue of which it returns to its original dimensions instantaneously during unloading.
So, as per definition, steel is more elastic than Rubber because after/during unloading steel takes lesser time than Rubber to regain it's original shape.
- 4
- 1
Y = stress/strain = (F/A)/(∆l/l)
In case of a steel wire a large force F will produce a small extension. Where as in a rubber band a small force will produce a large extension. So, steel has a higher value of Young’s modulus than rubber.
Thus, steel is more elastic then rubber.
- 3
- 1
Therefore, elasticity of a rubber is
Y1=F/A/l1/L. [ Where l1 is the change in length of the rubber due to force F]
And that of steel is
Y2=F/A/l2/L
As l1>l2
Therefore Y1
- 0
Cheers!!
- 1
- 2
Y = stress/strain = (F/A)/(?l/l)
In case of a steel wire a large force F will produce a small extension. Where as in a rubber band a small force will produce a large extension. So, steel has a higher value of Young?s modulus than rubber. Thus, steel is more elastic then rubber.
- 0
Steel comes back to its original shape faster than the rubber (Young's modulus of steel is more than the Young's modulus of rubber).
Example :
Consider 2 rods of steel and rubber, each of length 'l' and area of cross section 'A' . If they are subjected to the same deforming force 'F' then ?ls produced in the steel rod will be less than the extension ?lr in the rubber rod i.e, ?ls Ys =F / A ? l / ?ls
and
Ys=F / A ? l / ?lr
:- Ys / Yr = ?ls / ?lr
So ?ls Ys >Yr
Hence young's modulus of steel is greater than the young's modulus of rubber. Therefore the steel is more elastic than rubber.
- 0