4.2 Article

Numerical Investigation of the Landslide Cover Thickness Effect on the Drag Forces Acting on Submarine Pipelines

Publisher

ASCE-AMER SOC CIVIL ENGINEERS
DOI: 10.1061/JWPED5.WWENG-1869

Keywords

Submarine landslide; Landslide thickness; Pipeline; Computational fluid dynamics (CFD); Drag force; Chart evaluation method

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This study investigates the influence of submarine landslides on pipelines, specifically focusing on the thickness of the landslide cover, pipeline diameter, and span height. It is found that increasing the landslide cover thickness leads to an increase in drag force on the pipelines, although the growth pattern varies depending on the span height condition. The study proposes a reference value for the drag force coefficient and an adjustment factor, and establishes a standardized chart methodology for evaluating drag forces.
Ranking among the most threatening and challenging marine geological disasters, submarine landslides of different magnitudes have destroyed various pipelines, attracting widespread attention from the scientific and engineering communities. However, the relative size and spatial relation of landslides and pipelines, especially the landslide cover thickness above the pipeline, have not been explored in previous studies. As a result, the conventional analysis methods continue to change, and the practical application of these methods is difficult when a general criterion is lacking. In this study, three parameters, namely, the landslide cover thickness H-C, pipeline diameter D, and span height H-S, are first proposed to clarify this problem, and a unified standard analysis model is established. Second, the drag forces on pipelines with five values of H-C and two values of H-S under four typical Reynolds numbers are systematically analyzed using a validated computational fluid dynamic method. These analyses indicate that with increasing H-C, the drag force gradually increases; however, the growth law of the drag force deviates under different H-S conditions. Notably, considering the effect of H-C, the maximum drag force can be increased to as much as five times the original value, and therefore, this effect cannot be ignored. Furthermore, the cause of the drag force variation is revealed by the evolution of the flow fields (e.g., streamlines, velocity vectors, and pressure). Finally, a reference value of the drag force coefficient and an adjustment factor f (psi C) are proposed, and a standard chart methodology is established to evaluate the drag forces.

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