Depth of Torispherical Head Formula:
Definition: The depth of a torispherical head is the vertical distance from the base to the crown of the head in pressure vessels or tanks.
Purpose: This calculation is crucial for pressure vessel design, ensuring proper dimensions for manufacturing and structural integrity.
The calculator uses the formula:
Where:
Explanation: The formula calculates the depth by considering the geometric relationship between the crown radius, vessel diameter, and knuckle radius.
Details: Accurate depth calculation ensures proper vessel capacity, structural strength, and compliance with pressure vessel design standards.
Tips: Enter crown radius, vessel outer diameter, knuckle radius, and tolerance percentage (default ±5%). All values must be positive.
Q1: What is a typical knuckle radius for torispherical heads?
A: The knuckle radius is typically 6% of the crown radius, but must be at least three times the head thickness.
Q2: Why include tolerance in the calculation?
A: Manufacturing tolerances account for variations in fabrication; ±5% is common unless specified otherwise.
Q3: How does head depth affect vessel design?
A: Deeper heads increase vessel volume but may require thicker material to maintain pressure resistance.
Q4: What standards govern torispherical head dimensions?
A: ASME BPVC Section VIII and EN 13445 provide standards for pressure vessel head design.
Q5: Can this calculator be used for elliptical heads?
A: No, elliptical heads use a different geometric formula for depth calculation.