SIMA Jing-song, XU Qiang, DONG Xiu-jun, et al. Application of improved regional growth algorithm to identification of
rock mass discontinuities[J]. 2025, 46(7): 2253-2264.
DOI:
SIMA Jing-song, XU Qiang, DONG Xiu-jun, et al. Application of improved regional growth algorithm to identification of
rock mass discontinuities[J]. 2025, 46(7): 2253-2264.DOI: 10.16285/j.rsm.2024.1260.
Application of improved regional growth algorithm to identification of
rock mass discontinuities
The discontinuities of natural rock mass possess specific mechanical properties that can define the vulnerable parts of the rock mass. These properties play a decisive role in the structure
strength and stability of various rock engineering projects
such as tunnel support
classification of surrounding rock mass
and slope reinforcement. Therefore
it is of crucial importance to recognize the single discontinuity and the dominant groups with relatively developed conditions. In proposed method
the automatic identification steps of dominant groups of discontinuities are divided into three parts
point clouds normal vectors calculation
single discontinuity segmentation and dominant groups clustering: 1) Calculate normal vectors based on Robust Randomized Hough Transform; 2) An improved region-growing algorithm is proposed to segment a number of discontinuities. In terms of seed points selection and region-growing conditions
curvature
planarity and roughness are considered
and dynamic outlier detection is added. In addition
the relationship between the thresholds and the number of discontinuities is used to qualitatively judge the extreme segmentation situation
and the optimal threshold range is screened out; 3) Finally
S-K-means clustering algorithm is proposed to recognize dominant groups clustering. The accuracy of the algorithm is verified by a rock slope. The results demonstrate that the inclination angle error ranges from 0.7° to 2.5°
and the average inclination angle error is 1.8° and 1.7° respectively. This method shifts from directly clustering point clouds to identify dominant groups to first segmenting several single discontinuity before clustering. This refinement enhances the robustness and accuracy of discontinuities clustering computation
increases computational speed
and maintains applicability across various discontinuities datasets. Consequently
this provides a more precise and rapid method for the intelligent identification of discontinuities.