“…Using a published weight‐length relationship (Lockyer, 1976) adjusted for 25% fluid loss (Rice, 1989), Miller et al (2004b) were then able to predict the weight of the tagged whales, and ultimately, estimate the mean tissue density using data from animal‐borne tags: For the third approach (Model 3), we assumed a nonhomogenous body composition, as the body consists of several tissue types (blubber, muscle, bones, viscera). To account for these variations, we obtained the average body density of sperm whales, D relative , using the relative proportions of each tissue type, combined with tissue‐specific weights (Lockyer, 1976) and published tissue densities (grams per milliliter; Charrondiere et al, 2012; Lonati et al, 2019): (1) blubber accounts for 33% of body weight with a density of 0.87 g/ml (Lonati et al, 2019); (2) muscle accounts for 34% of body weight with a density of 0.96 g/ml; (3) bones account for 10% of body weight with a density of 0.72 g/ml; (4) visceral and organ tissue accounts for 9% of body weight with a density of 0.93 g/ml; and fluids comprise the remaining 14% of body weight with a density of 1.00 g/ml. The tissue density estimate from this approach was also adjusted to include gas components, similar to Model 2: For the fourth approach (Model 4) we modeled the estimated total body density (tissue and gas) of the three caught whales as a function of body volume (Lockyer, 1991) to examine the effect of body size on body density, and obtained a volume‐specific body density estimate, where D i ,estimated is the density of whale i for a given body volume: …”