<p>RLF = (maximum velocity – minimum velocity)/average velocity). Regression lines are power laws fitted to the data. Blue circles, <i>T. longicornis</i>: Log(RLF) = −0.13Log(BL) +0.51 (r<sup>2</sup> = 0.06, p = 0.12, n = 63); red circles, <i>O. davisae</i>, Log(RLF) = −0.31Log(BL) +0.34 (r<sup>2</sup> = 0.10, p = 0.01, n = 82); green circles, <i>A. tonsa</i>, Log(RLF) = −0.71Log(BL) +0.34 (r<sup>2</sup> = 0.50, p<0.0001, n = 82); blue triangles, <i>T. longicornis</i> swimming (slope = −0.93, p = 0.49, n = 36).</p
<p>Profiles of the mean streamwise velocities (left) and rms streamwise velocity fluctuations (right...
(A) Example trajectory showing tumbling events. The bottom trajectory is from a non-swimming cell. S...
<p>A: Average forward swimming speed versus undulation frequency in 3 mm particles. Solid symbols co...
<p>Regression lines are power laws fitted to the data. A) Body length specific net distance per beat...
<p>Profiles of the mean streamwise velocity (left) and rms streamwise velocity fluctuations (right) ...
<p> of <i>Daphnia magna</i> (A) at times after application and (B) in relation to corresponding body...
To investigate the swimming behavior of juvenile Megalobrama amblycephala , a tracking analysis dev...
<p>Estimates from phylogenetic generalized least squares regression with <i>λ</i> estimated by maxim...
<p>Log-log relations between (a) swimming speed and length and (b) standardized swimming speed and s...
In recent years studies of aquatic locomotion have provided some remarkable insights into the many f...
<p>Beat cycles analyzed for an individual nauplius of: A) <i>Oithona davisae</i> (body length = 0.15...
(A) The rescaled sensitivity found from multiple linear regression is the regression coefficient of ...
<p>A 202-cm male prickly shark (A), a 461-cm female sixgill shark (B), a 450-cm female sixgill shark...
<p>The figure shows forward and lateral swimming speeds, and , respectively, normalized by the wave...
<p>In the top frame the values of k<sub>IB</sub>, k<sub>APL</sub> and k<sub>APT</sub> are represente...
<p>Profiles of the mean streamwise velocities (left) and rms streamwise velocity fluctuations (right...
(A) Example trajectory showing tumbling events. The bottom trajectory is from a non-swimming cell. S...
<p>A: Average forward swimming speed versus undulation frequency in 3 mm particles. Solid symbols co...
<p>Regression lines are power laws fitted to the data. A) Body length specific net distance per beat...
<p>Profiles of the mean streamwise velocity (left) and rms streamwise velocity fluctuations (right) ...
<p> of <i>Daphnia magna</i> (A) at times after application and (B) in relation to corresponding body...
To investigate the swimming behavior of juvenile Megalobrama amblycephala , a tracking analysis dev...
<p>Estimates from phylogenetic generalized least squares regression with <i>λ</i> estimated by maxim...
<p>Log-log relations between (a) swimming speed and length and (b) standardized swimming speed and s...
In recent years studies of aquatic locomotion have provided some remarkable insights into the many f...
<p>Beat cycles analyzed for an individual nauplius of: A) <i>Oithona davisae</i> (body length = 0.15...
(A) The rescaled sensitivity found from multiple linear regression is the regression coefficient of ...
<p>A 202-cm male prickly shark (A), a 461-cm female sixgill shark (B), a 450-cm female sixgill shark...
<p>The figure shows forward and lateral swimming speeds, and , respectively, normalized by the wave...
<p>In the top frame the values of k<sub>IB</sub>, k<sub>APL</sub> and k<sub>APT</sub> are represente...
<p>Profiles of the mean streamwise velocities (left) and rms streamwise velocity fluctuations (right...
(A) Example trajectory showing tumbling events. The bottom trajectory is from a non-swimming cell. S...
<p>A: Average forward swimming speed versus undulation frequency in 3 mm particles. Solid symbols co...