How to Calculate volumatric expansion coefficient of steel

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SUMMARY

The volumetric expansion coefficient of steel can be calculated using the linear coefficient of thermal expansion. Specifically, for materials like 316 stainless steel, the volumetric expansion coefficient is three times the linear coefficient of thermal expansion. This relationship allows for the calculation of thermal stress in a sphere due to temperature changes. Standard sources for these coefficients can typically be found in engineering handbooks or material property databases.

PREREQUISITES
  • Understanding of thermal expansion concepts
  • Familiarity with 316 stainless steel properties
  • Basic knowledge of sphere volume calculations
  • Proficiency in applying linear coefficients to volumetric calculations
NEXT STEPS
  • Research the linear coefficient of thermal expansion for 316 stainless steel
  • Learn how to calculate thermal stress in spherical objects
  • Explore engineering handbooks for standard material properties
  • Investigate the application of volumetric expansion coefficients in engineering design
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Mechanical engineers, materials scientists, and anyone involved in thermal stress analysis or material property evaluation will benefit from this discussion.

adv_eng
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hello,
i am trying to calculate thermal stress on sphere, considering chage in temperature causes chage in volume of the sphere so needed volumatric expansion coefficient of steel; i have a data about mean coefficient of thermal expansion for 316ss..is there any way to calculate volumetric expansion coefficient or can use mean coefficient of thermal expansion for calculation...? is there any standard source to get these values...?
 
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Are you specifically interested in the change in volume with temperature, or or you interested in dimensional changes? If all you need is dimensional change, just use the linear coefficient of thermal expansion (1/degrees K); if you want volumetric change, you just need to apply the volume calculation of a sphere with the linear coefficient of thermal expansion to get a result in (delta vol)/((vol)(degrees K)).
 
adv_eng said:
hello,
i am trying to calculate thermal stress on sphere, considering chage in temperature causes chage in volume of the sphere so needed volumatric expansion coefficient of steel; i have a data about mean coefficient of thermal expansion for 316ss..is there any way to calculate volumetric expansion coefficient or can use mean coefficient of thermal expansion for calculation...? is there any standard source to get these values...?

It is a straightforward exercise to show that the coefficient of volumetric expansion of a material is equal to 3 times the coefficient of linear expansion.
 
Chestermiller said:
It is a straightforward exercise to show that the coefficient of volumetric expansion of a material is equal to 3 times the coefficient of linear expansion.

Yes, unfortunately our O.P. has abandoned us. Maybe he figured it out on his own... :wink:
 

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