Predict Grain Diameter at 650°C After 199 min

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The discussion focuses on predicting the grain diameter of a metal alloy after 199 minutes at 650°C, given previous measurements at 30 and 90 minutes. The average grain diameters recorded were 0.039 mm and 0.066 mm, respectively. Participants suggest that the problem involves grain growth, potentially modeled by a quadratic function where 'n' represents an exponent in the growth equation. Clarification on the definition of 'n' and relevant equations is requested to facilitate accurate predictions. The conversation emphasizes the need for a mathematical approach to determine the grain diameter at the specified time.
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The average grain diameter for a metal alloy was measured as a function of time at 650°C. The results are tabulated below:

Time Grain diameter
(min) (mm)
30 3.9 x 10-2
90 6.6 x 10-2

Predict what the grain diameter would be (in mm) after 199 min at the same temperature if n=2.

any ideA?
 
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Hi Sniperfx20, welcome to PF. Can you tell us what n is? It would also be helpful if you told us any equations that you've been given along with showing your attempt at the problem.
 
Sniperfx20 said:
The average grain diameter for a metal alloy was measured as a function of time at 650°C. The results are tabulated below:

Time Grain diameter
(min) (mm)
30 3.9 x 10-2
90 6.6 x 10-2

Predict what the grain diameter would be (in mm) after 199 min at the same temperature if n=2.

any ideA?
Looks like a grain growth problem. One has two sizes and two times, and one is trying to use a function. Is 'n' an exponent to a growth or diffusion equation? If so, then n=2 is a quadratic function.
 
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