Session: DA-02-02 Design & Analysis of Piping and Components - 2
Paper Number: 108355
108355 - Theoretical Solution of Obround Shell Under Internal Pressure
Pressurized enclosures with obround cross sections are common components in the
petrochemical industries. Since there is no theoretical solution yet, the current analysis of such
components mainly relies on empirical or numerical analysis methods. In practice, the determination of
the shell wall thickness requires complex iterations. In the current study, the obround shapes are
regarded as curved and straight segments with corresponding boundary conditions, respectively. The
geometry and boundary conditions of each segment are relatively simple. Theoretical analysis of each
segment was performed individually. A theoretical solution that partially satisfies the deformation
coordination at the junction of segments is obtained by using existing closed-form solutions. The
proposed combined solution can accurately describe the stress and displacement distributions of an
obround shell under internal pressure. Considering the uniqueness of the elastic solution, the proposed
solution is the closed-form solution for pressurized obround shells. When the straight segment of the
obround section disappears, the obround becomes a circle, the proposed solution returns to the
solution of cylindrical shell or Lame’s solution. The proposed solution can be considered as the
extension of Lame’s solution. The proposed solution provides a new theoretical analysis method. It is
simpler, more efficient, and more accurate than the empirical methods and numerical analysis current
used to analyze obround components. It is expected to change the status quo that the analysis of
obround components relies on empirical formulas and numerical analysis, and to develop a new design
method for obround components.
Presenting Author: James Rust propak systems ltd
Presenting Author Biography: Over 40 years of working experience in mechanical engineering.
Authors:
Yao Jin Propak systems Ltd.James Rust propak systems ltd
Theoretical Solution of Obround Shell Under Internal Pressure
Paper Type
Technical Paper Publication