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STEEL PIPE · FITTING · WELDING TECHNICAL STUDY

Compression-Bending Behavior of Sleeve Joints in Square CFST Arch Frames

Literature Overview

This paper by Yang Ning and colleagues from Shandong University of Science and Technology investigates the compression-bending mechanical characteristics of sleeve joints used in square steel tube concrete (CFST) arch frames for roadway support. Published in the Journal of Coal Science and Engineering in 2017, the research was funded by the National Natural Science Foundation of China (Grants 51604166 and 41372288). The study addresses a critical connection detail in underground mine roadway support systems where CFST arch frames are assembled using sleeve joints.

Experimental and Numerical Methodology

The researchers designed an orthogonal experimental scheme considering four influential factors:

Factor Levels Rationale
Core concrete strength grade Multiple grades Primary factor for axial capacity
Sleeve length Multiple lengths Primary factor for bending capacity
Sleeve wall thickness Multiple thicknesses Secondary factor
Sleeve gap Multiple gaps Secondary factor

The study combined ABAQUS numerical simulations with indoor physical testing for validation. The Mu-Nu interaction curves were obtained for sleeve specimens, and compression-bending capacity expressions were fitted. Orthogonal analysis of ultimate bearing capacity revealed that core concrete strength is the dominant factor for axial compressive capacity, while sleeve length is the primary factor for bending capacity.

Key Technical Findings

The most significant finding is that the presence of a sleeve joint reduces the axial compressive capacity by approximately 30% compared to a monolithic CFST member. Furthermore, the sleeve joint reduces the combined compression-bending capacity, with shorter sleeves causing more pronounced reductions. This has direct implications for the design of CFST arch frame systems in underground mining applications.

Parameter Effect on Axial Capacity Effect on Bending Capacity
Core concrete strength Strong positive effect Minor effect
Sleeve length Minor effect Strong positive effect
Sleeve wall thickness Minor effect Minor effect
Sleeve gap Minor effect Minor effect

The deformation and force transfer modes of the sleeve joint under eccentric compression were analyzed, providing insight into the failure mechanisms. The joint exhibits complex load transfer behavior where the sleeve wall acts as a load redistribution element between the core concrete and the outer steel tubes.

Engineering Practice Implications

For engineers designing CFST arch frame systems in underground mining applications, the following design considerations are critical:

From a fabrication standpoint, the sleeve joint requires precise dimensional control to ensure proper fit-up and load transfer. The sleeve gap must be controlled to prevent eccentric loading and stress concentrations. Welding of the sleeve to the arch frame members must follow qualified welding procedures to avoid HAZ weakening and distortion.

Quality Control and Inspection

The following quality control measures are recommended for sleeve joint fabrication and installation:

Study Insights and Outlook

This study provides essential design data for CFST arch frame systems with sleeve joints in underground mining applications. The quantification of the 30% capacity reduction is a critical finding that must be incorporated into design codes and standards. The orthogonal experimental approach efficiently identified the dominant parameters, which is valuable for optimizing design parameters without exhaustive testing. Future research should investigate the effect of sleeve joint geometry modifications, such as tapered sleeves or internal reinforcement, to mitigate the capacity reduction. Additionally, fatigue performance under cyclic loading conditions typical of mining environments warrants further study.

The practical significance of this research extends beyond mining applications to any CFST structural system employing sleeve connections, including bridge piers, tower structures, and industrial plant supports. Engineers should use the fitted Mu-Nu interaction curves and capacity expressions as a starting point for design, with appropriate safety factors and verification through physical testing for critical applications.