Javascript must be enabled to continue!
Bellows Design Equations Supported by Limit Analysis
View through CrossRef
Limit analysis can be used to design metal bellows for pressure capacity. The objective of limit analysis is to prevent gross plastic deformation with an appropriate design margin. The primary advantage of limit analysis over other methods is that it can find the max. allowable limit load for the structure as a whole and not just for the individual parts. In the case of bellows, an allowable limit pressure can be found which assures a specified margin on plastic collapse. In this paper, a parametric FEA study is performed on a series of two-dimensional axisymmetric models of un-reinforced U-shaped bellows with wide ranging dimensions. The non-linear analysis gives the max. allowable limit pressure for each bellows based on limit analysis and a closed form equation is confirmed to accurately describe the FEA results. Combined with existing equations for column instability and external buckling, limiting design pressure equations are presented for bellows design.
Title: Bellows Design Equations Supported by Limit Analysis
Description:
Limit analysis can be used to design metal bellows for pressure capacity.
The objective of limit analysis is to prevent gross plastic deformation with an appropriate design margin.
The primary advantage of limit analysis over other methods is that it can find the max.
allowable limit load for the structure as a whole and not just for the individual parts.
In the case of bellows, an allowable limit pressure can be found which assures a specified margin on plastic collapse.
In this paper, a parametric FEA study is performed on a series of two-dimensional axisymmetric models of un-reinforced U-shaped bellows with wide ranging dimensions.
The non-linear analysis gives the max.
allowable limit pressure for each bellows based on limit analysis and a closed form equation is confirmed to accurately describe the FEA results.
Combined with existing equations for column instability and external buckling, limiting design pressure equations are presented for bellows design.
Related Results
Afrikanske smede
Afrikanske smede
African Smiths Cultural-historical and sociological problems illuminated by studies among the Tuareg and by comparative analysisIn KUML 1957 in connection with a description of sla...
The extra dimension: exploring 3D use of the accordion bellows
The extra dimension: exploring 3D use of the accordion bellows
In my search for extradimensionality in accordion playing, I have explored the three-dimensional use of the accordion bellows. This concerns moving the bellows forward or backwards...
Reliability-based design (RBD) of shallow foundations on rock masses
Reliability-based design (RBD) of shallow foundations on rock masses
[ACCESS RESTRICTED TO THE UNIVERSITY OF MISSOURI AT AUTHOR'S REQUEST.] The reliability-based design (RBD) approach that separately accounts for variability and uncertainty in load(...
Numerical and Analytical Approach in Predicting Vibrational Analysis of Metallic Expansion Bellows Under Varying Geometrical Condition
Numerical and Analytical Approach in Predicting Vibrational Analysis of Metallic Expansion Bellows Under Varying Geometrical Condition
Metal bellows are flexible components that can expand in vacuum or get compressed when subjected to external pressure. Because of their special property of energy absorption and st...
Anecdote and the Painting of George Bellows
Anecdote and the Painting of George Bellows
Excavation at Night (1908), George Bellows' second painting of the construction work undertaken for Pennsylvania Street Station, offers a dramatic depiction of the site that took u...
Development of Light Weight, Low Cost Pleated Soft Actuators
Development of Light Weight, Low Cost Pleated Soft Actuators
Abstract
Soft pneumatic actuators are a useful type of actuator for compliant structures, including inflatable robots, morphing wings, and assistive devices for astr...
Theory of flexure of orthotropic multi-layer circular sandwich plates
Theory of flexure of orthotropic multi-layer circular sandwich plates
The theory of flexure of multi-layer orthotropic circular sandwich plates is obtained by extremizing the augmented complementary energy. The complementary energy is the sum of the ...

