Question 10.4: Determine the minimum corner radius to make the solution to ...
Determine the minimum corner radius to make the solution to Example 10.1 acceptable (valid).
The blue check mark means that this solution has been answered and checked by an expert. This guarantees that the final answer is accurate.
Learn more on how we answer questions.
Learn more on how we answer questions.
The cylindrical-shell thickness t_{s} must be calculated using Eq. UG-27(c)(1) of the ASME Code, VIII-1:
t=\frac{P R}{S E-0.6 P}=\frac{1000 \times 24}{15,000 \times 1-0.6 \times 1000}= 1.667in.
From Figure 10.5, sketch b-2, the rule is
t_{ s }>1.5 in . \quad r_{\min }=0.25 t_{ s }=0.25(1.667)= 0.417in.

Related Answered Questions
Question: 10.14
Verified Answer:
From the geometry mentioned in Example 10.9,
A = 2...
Question: 10.13
Verified Answer:
1) Determine the lever arms of the inner and outer...
Question: 10.12
Verified Answer:
The tangential flange stress at the flange bore of...
Question: 10.11
Verified Answer:
The tangential flange stress S_{T}...
Question: 10.10
Verified Answer:
1) Calculate the total flange moment for design co...
Question: 10.9
Verified Answer:
Figure 10.15 Flange dimensions mentioned in Exampl...
Question: 10.8
Verified Answer:
Following the information calculated in Example 10...
Question: 10.7
Verified Answer:
The maximum spacing is
2 d+t=2 \times 2 \f...
Question: 10.6
Verified Answer:
The maximum permissible bolt spacing without a pen...
Question: 10.5
Verified Answer:
Determine the effective gasket seating width as fo...