Coupled BEM-FEM Fracture Response Analysis of Concrete Gravity Seawall Under Sea-Level Rise and Crack-Face Hydrostatic Pressure

Aging concrete seawalls are increasingly exposed to deterioration and sea-level-rise (SLR)-related hydraulic demands, yet the fracture response of pre-existing water-accessible cracks under combined coastal loading remains insufficiently understood. A MATLAB R2025a-based coupled BEM-FEM framework is developed to evaluate a plain-concrete gravity seawall using linear-elastic fracture mechanics (LEFM) under plane-strain conditions. Quadratic boundary elements represent the uncracked seawall region, while a locally refined Q8 FEM patch with quarter-point elements represents the toe-crack response. Parametric analyses consider self-weight, 25% and 50% backfill-pressure reductions, seawater levels of 1.52, 1.82, and 3.05 m, crack-face hydrostatic pressure, and normalized crack lengths, a/W = 0.1–0.7. Benchmark and mesh-sensitivity studies demonstrate stable fracture parameters. Results show that a/W primarily governs the nonlinear increase in fracture response, whereas crack-face hydrostatic pressure reduces both the closure tendency and the J-integral-based equivalent stress-intensity magnitude, KJ. Elevated seawater levels and backfill reduction exert secondary influences. The toughness-normalized index remains below unity, and crack-face displacement is normal-component-dominant. Independent ANSYS 2021R1 analyses provide trend-level corroboration of reduced equivalent fracture magnitude and closure-directed displacement. Overall, the coupled BEM-FEM framework identifies crack length and assumed concrete fracture toughness as governing parameters for the screened response and provides an efficient numerical approach for coastal concrete fracture assessment.

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Journal
Coasts
Published
2026-11-04
DOI
https://doi.org/10.3390/coasts6040049
Primary Topic
Numerical methods in engineering
Type
article
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article

Coupled BEM-FEM Fracture Response Analysis of Concrete Gravity Seawall Under Sea-Level Rise and Crack-Face Hydrostatic Pressure

G. Surya Teja, M. Arockiasamy, Raja Chandrika Revella
Coasts
Numerical methods in engineering
article

Coupled BEM-FEM Fracture Response Analysis of Concrete Gravity Seawall Under Sea-Level Rise and Crack-Face Hydrostatic Pressure

G. Surya Teja, M. Arockiasamy, Raja Chandrika Revella
article en

Abstract

Aging concrete seawalls are increasingly exposed to deterioration and sea-level-rise (SLR)-related hydraulic demands, yet the fracture response of pre-existing water-accessible cracks under combined coastal loading remains insufficiently understood. A MATLAB R2025a-based coupled BEM-FEM framework is developed to evaluate a plain-concrete gravity seawall using linear-elastic fracture mechanics (LEFM) under plane-strain conditions. Quadratic boundary elements represent the uncracked seawall region, while a locally refined Q8 FEM patch with quarter-point elements represents the toe-crack response. Parametric analyses consider self-weight, 25% and 50% backfill-pressure reductions, seawater levels of 1.52, 1.82, and 3.05 m, crack-face hydrostatic pressure, and normalized crack lengths, a/W = 0.1–0.7. Benchmark and mesh-sensitivity studies demonstrate stable fracture parameters. Results show that a/W primarily governs the nonlinear increase in fracture response, whereas crack-face hydrostatic pressure reduces both the closure tendency and the J-integral-based equivalent stress-intensity magnitude, KJ. Elevated seawater levels and backfill reduction exert secondary influences. The toughness-normalized index remains below unity, and crack-face displacement is normal-component-dominant. Independent ANSYS 2021R1 analyses provide trend-level corroboration of reduced equivalent fracture magnitude and closure-directed displacement. Overall, the coupled BEM-FEM framework identifies crack length and assumed concrete fracture toughness as governing parameters for the screened response and provides an efficient numerical approach for coastal concrete fracture assessment.

CoastsVol. 6(4)
Florida Atlantic University (US)
Openalex Percentile: Top 25%
Numerical methods in engineering
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