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General_Sax
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design a tension member w/ cross section...
You are to design a tension member (square rod) with a cross section to carry a mass of 575 000 kg with a safety factor of 2 against yield and a safety factor of 3 against static fracture (overload).
a) What is the design stree that you will use for the application? Why?
b) What are the appropriate bar dimensions for use?
FS = UTS / R
[sigma] = F / Ao
Ao = L * w
FS = 1279MPa / 3 = 426.33333... MPa ~ 426 MPa
that's the design stress considering static fracture
FS = 862 / 2 = 431 MPa
that's the design stress consider yield stress/strength
So, I'm considering using a design stress that is the average of these two values, which would be: 429 MPa
I'm just confused, because we haven't done anything like this in class.
Now for part b)
[sigma] = F / l*w
F = 575 * 103(kg) * 9.81(m/s2)
F = 5.641 MN (mega Newtons)
429 = 5.641 MN / Ao[/SUP]
Ao = 13148.6014 MM (mega meters? I'm not sure about the units on this one)
l = w = 6574 MM
Please help and thank you.
Homework Statement
You are to design a tension member (square rod) with a cross section to carry a mass of 575 000 kg with a safety factor of 2 against yield and a safety factor of 3 against static fracture (overload).
a) What is the design stree that you will use for the application? Why?
b) What are the appropriate bar dimensions for use?
Homework Equations
FS = UTS / R
[sigma] = F / Ao
Ao = L * w
The Attempt at a Solution
FS = 1279MPa / 3 = 426.33333... MPa ~ 426 MPa
that's the design stress considering static fracture
FS = 862 / 2 = 431 MPa
that's the design stress consider yield stress/strength
So, I'm considering using a design stress that is the average of these two values, which would be: 429 MPa
I'm just confused, because we haven't done anything like this in class.
Now for part b)
[sigma] = F / l*w
F = 575 * 103(kg) * 9.81(m/s2)
F = 5.641 MN (mega Newtons)
429 = 5.641 MN / Ao[/SUP]
Ao = 13148.6014 MM (mega meters? I'm not sure about the units on this one)
l = w = 6574 MM
Please help and thank you.