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“If you find yourself in a hole, stop digging.” Although Denis Healey's famous adage (Metcalfe 2007) may offer sound advice for politicians, it is less relevant to worms, clams, and other higher organisms that rely on their digging ability for survival. In this article, we review recent work on the development of simple models that elucidate the fundamental principles underlying digging and burrowing strategies employed by biological systems. Four digging regimes are identified based on dimensionless digger size and the dimensionless inertial number. We select biological organisms to represent three of the four regimes: razor clams, sandfish, and nematodes. Models for all three diggers are derived and discussed, and analogies are drawn to low–Reynolds number swimmers.
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Supplemental Video 1: E. directus (razor clam) digging through saturated glass beads at 10× speed. Video appears courtesy of Amos Winter and A.E. Hosoi.
Supplemental Video 2: Burial and swimming in dry granular media. Video appears courtesy of Sarah S. Sharpe and Daniel I. Goldman, School of Physics, Georgia Institute of Technology.
Supplemental Video 3: C. elegans moving through a wet granular medium of 98-µm particles. Video appears courtesy of Sunghwan Jung, Stella Lee, and Aravinthan Samuel.