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Open caisson shafts are widely used to create underground spaces. During construction, the caisson is sunk into the ground under its own weight, often aided by a bentonite-filled annulus to reduce friction with the surrounding soil. After sinking, cementitious grout is typically injected into the annulus to displace the bentonite and re-establish friction at the soil–structure interface. Non-uniform grout coverage, caused by viscous fingering (VF), poses a significant risk during this process. VF occurs when a less viscous fluid (grout) is injected into a more viscous fluid (bentonite), leading to an unstable displacement front and uneven distribution of the injected fluid. This study addresses this issue by developing a model using established VF principles and the Sisko rheological model to produce a novel closed-form equation, which is validated using data from tests conducted using a custom Hele-Shaw-type apparatus. The model relies on readily obtainable parameters, making it practical for on-site use, where grout injection is typically contractor-led. The developed model is shown to accurately predict the uniformity of final grout distribution, providing a basis for improved caisson design and construction.

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