bandi8
09-10-2014, 11:46 AM
Hi everyone!
I'm writing in order to clarify a doubt I have with this point (T3.6). In the note 3 it says the following:
"Note 3: To maintain the equivalent yield and ultimate tensile strength the same cross-sectional area of
steel as the baseline tubing specified in T3.4.1 MUST be maintained."
Is the cross-sectional area that we have to maintain related to the dimensions of the table in rule T3.4.1 or to the minimum characteristics mentioned in note 4 of T3.4.1?
"Note 4: Baseline steel properties used for calculations to be submitted in an SES may not be lower
than the following:
Bending and buckling strength calculations:
Young’s Modulus (E) = 200 GPa (29,000 ksi)
Yield Strength (Sy) = 305 MPa (44.2 ksi)
Ultimate Strength (Su) = 365 MPa (52.9 ksi)"
I will expose these two cases:
1- If it's related to the table dimensions there is no opportunity to improve the design because although the thickness it's reduced you must increase the O.D. until to achieve the same cross-sectional area, so, no improvement is done.
2- But, if we take into account the rule T3.5, it says that you can play with the buckling modulus = E·I.
e.g. As the Young's modulus is maintained just because it's steel, you can increase the O.D. until you achieve the necessary moment of inertia, being the cross-sectional area smaller than the area in T3.4.1 table dimensions, so, we can reduce the weight.
This is the way I understood the rule T3.6, because unless this point is totally useless.
Thanks beforehand.
Ander.
I'm writing in order to clarify a doubt I have with this point (T3.6). In the note 3 it says the following:
"Note 3: To maintain the equivalent yield and ultimate tensile strength the same cross-sectional area of
steel as the baseline tubing specified in T3.4.1 MUST be maintained."
Is the cross-sectional area that we have to maintain related to the dimensions of the table in rule T3.4.1 or to the minimum characteristics mentioned in note 4 of T3.4.1?
"Note 4: Baseline steel properties used for calculations to be submitted in an SES may not be lower
than the following:
Bending and buckling strength calculations:
Young’s Modulus (E) = 200 GPa (29,000 ksi)
Yield Strength (Sy) = 305 MPa (44.2 ksi)
Ultimate Strength (Su) = 365 MPa (52.9 ksi)"
I will expose these two cases:
1- If it's related to the table dimensions there is no opportunity to improve the design because although the thickness it's reduced you must increase the O.D. until to achieve the same cross-sectional area, so, no improvement is done.
2- But, if we take into account the rule T3.5, it says that you can play with the buckling modulus = E·I.
e.g. As the Young's modulus is maintained just because it's steel, you can increase the O.D. until you achieve the necessary moment of inertia, being the cross-sectional area smaller than the area in T3.4.1 table dimensions, so, we can reduce the weight.
This is the way I understood the rule T3.6, because unless this point is totally useless.
Thanks beforehand.
Ander.