Tony,
We'll start with the simple stuff.
I'm not asking these for information. I know the answers. I want to see if you do.
1. Please draw the stress-strain curves (one curve for each temperature) implied by your values for E(Temp) from a strain of zero up to the max strain that you think is appropriate for your assumptions. (The assumptions that you haven't provided yet.)
2. Do you see any problem with using end constraints of "simple supports" for very low temps?
3. Why did you not build your model considering construction loads?
4. What are the underlying assumptions associated with the deflection curve for distributed load equation that you used? Paying primary attention to where the equation breaks down & gives wrong answers.
5. What is the fundamental theoretical justification used in the generation of the distributed load equation that you used?
That'll do for now.
Tom
We'll start with the simple stuff.
I'm not asking these for information. I know the answers. I want to see if you do.
1. Please draw the stress-strain curves (one curve for each temperature) implied by your values for E(Temp) from a strain of zero up to the max strain that you think is appropriate for your assumptions. (The assumptions that you haven't provided yet.)
2. Do you see any problem with using end constraints of "simple supports" for very low temps?
3. Why did you not build your model considering construction loads?
4. What are the underlying assumptions associated with the deflection curve for distributed load equation that you used? Paying primary attention to where the equation breaks down & gives wrong answers.
5. What is the fundamental theoretical justification used in the generation of the distributed load equation that you used?
That'll do for now.
Tom
