Sentence examples for and a maximum acceleration of from inspiring English sources

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Dogs were guided over the force plate by the owner or a member of the research team at a trotting velocity of 2.10-2.50 m/s and a maximum acceleration of ±0.5 m/s.

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MMA2260Ds output voltage is approximately ?when it is kept horizontal and has can measure a maximum acceleration of about 1.5g so it is a very good choice to be used as our horizontal sensor.

(Space shuttle launches typically have a maximum acceleration of 3 g).

Our experimental results indicate that the fraction of cells surviving an aerodynamic shock with a maximum acceleration of 5.9×109m/s2 is fl= 0.030±0.010.

High acceleration point-to-point motions are conducted on a linear-driving stage with a DOB-based controller and experimental results demonstrate that improved servo performance with a maximum tracking error of 2.0 μm at a maximum acceleration of 9.1 g (1 g = 9.806 m/s2).

The maximum speed employed in the cycle was 67.2 mph, with a maximum acceleration of 6.9 mph/sec.

An extrapolation of the vertical record led to a maximum acceleration estimate of 2.2g for that site, and the unit was eventually replaced with a higher capacity digital device.

In clinical practice with parallel imaging, a maximum acceleration factor of two can be achieved, and it is not possible to further increase it without decreasing the signal-to-noise ratio.

From there, the probe can be moved over a maximum distance of 350 mm to different positions inside the plasma with a maximum acceleration and deceleration of 30 m/s2.

(38) Substituting (A_{r}) and (omega_{r}) into the equation (25) and equation (26), the correction solutions of the maximum displacement and the maximum acceleration of the system can be obtained, respectively.

end{aligned} (54) Let (omega t = pi / 2), from equation (52) and equation (54), the maximum displacement and the maximum acceleration of the system can be written as, respectively, begin{aligned}& x_{m} = frac{1}{omega^{2}}biggl(Aomega_{0}^{2} + frac{7}{9}kA^{3} + frac{149}{225}aA^{5} biggr), end{aligned} (55) begin{aligned}& ddot{x}_{m} = bigl(Aomega_{0}^{2} + kA^{3} + aA^{5}bigr).

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