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To answer this question, we compared the tibial rotation as a function of flexion angle presented in 19 published studies.
Certain types of reactions (e.g., glycoside hydrolysis) can be monitored by measuring the change in optical rotation as a function of time.
Mice were randomly divided into two treatment and two control groups (n=6 13) and housed in individual cages that allow computer-controlled recording of wheel rotation as a function of time (MatLab-based custom software).
Finally, we provide a mean internal rotation as a function of flexion angle based on more than 140 specimens tested in 14 different studies.
Then, the RFM was applied to each hysteresis response to describe the flexion extension rotation as a function of applied moment and simulated axial displacement using a set of 16 unique coefficients.
While the period and amplitude of the periodic rotation play a major role, it is shown here by using a triangular function that the particular shape of the rotation (as a function of time) has a minor influence.
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I explore the distribution of coseismic and postseismic stress rotations as a function of depth and along-strike distance for the 2011 M9.0 Tohoku-Oki, 2010 M8.8 Maule, and 2004 M9.3 Sumatra Andaman earthquakes.
In this study, I explore the spatial distribution of coseismic and postseismic stress rotations as a function of depth and along-strike distance for three recent M ≥ 8.8 subduction zone earthquakes.
While the self-limitation of the maximum rolling distance of RUNTs allows for the precise tuning of the number of rotations as a function of the sacrificial layer, the illumination permits the exact positioning of the tube in combination with common lithographic technology.
The angular displacement of the ankle in DP and IE (θ DP and θ IE, respectively) can be calculated from the left and right quadrature encoders' feedback (θ Left and θ Right, respectively), where KDP and KIE are constant gains to define the ankle rotations as a function of the quadrature encoders' outputs and are based on the mechanism's geometry.
What you are seeing now is a graph of the rotation speed as a function of the distance from the galactic center.
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