Sentence examples for perfect velocity from inspiring English sources

In this paper, we proposed a robust adaptive controller that can achieve perfect velocity tracking while considering not only a kinematic model but also a dynamic model of the mobile robot.

The proposed adaptive controller is designed using systematic and recursive design methodologies, without the assumption of perfect velocity tracking, where the function approximation technique using neural networks is employed to compensate unknown nonlinear functions including the model uncertainties and bounds of the skidding and slipping.

Verification studies with a full turbulence model show that, although the equivalent model has limitations in yielding a perfect realistic velocity field, it generally provides well-performing cooling channel designs.

Consequently, on this view, the alignment between the Doppler beam and aortic flow is not perfect, and the velocity reported by the echocardiographer will be underestimated.

Roethlisberger doesn't just make tough throws – he makes tough throws that are perfect in precision and velocity.

The friction with other precipitation deforms a hailstone from a perfect sphere, making its velocity hard to calculate when it does become heavy enough to fall to earth.

"I think what's wicked cool about this is this is a perfect example of the velocity of mobile, of what's happening in the mobile space," said Michael Gartenberg, an analyst at Gartner, the technology research company.

Lastly, participants came closer in explicit task to retracing the line representing a perfect imitation of stimuli velocities (Figure 3, grey line), than they did in implicit task, though still failing to reproduce them exactly.

Manager Joe Torre said it seemed as if Brown was trying to throw too hard to make perfect pitches, even though his velocity was generally down.

Finally, a perfect simulation result with exit velocity difference of 18.7 mm/s and little distortion was obtained.

The approach currently used in the literature to analyze these stability problems, is the method of modal analysis that determines the structure's fastest growing wavelength, which is meaningful only for cases where the velocity of the perfect structure is significantly lower than the associated characteristic wave propagation speeds.