Sentence examples for pad length from inspiring English sources

Exact(10)

Actuation pad length and width are designed to be 190 μm and 220 μm.

This new test system permits variation of the slip amplitude and the fatigue stress individually without the change of the pad length and to dramatically reduce test time.

Fluid films usually show obvious error averaging effect on each profile error component when the wavelength λ is shorter than twice of the pad length 2lu.

However, for each component with the wavelength λ over 2lu, the error averaging effect becomes obvious only when the ratio of the pad length to the evaluation length of motion straightness lu/le is greater than 0.5.

However, relative to LFD, HFD was not associated with any changes in fat pad length or terminal end bud size in D2 female progeny.

On PND35 and PND49, inguinal mammary glands from mammary gland cohort mice were weighed, fixed, and stained with carmine alum to evaluate fat pad length, number of TEBs, and branch elongation according to published methods (Fenton et al. 2002).

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Similar(50)

Specimen thicknesses of 1, 2, and 4 mm, and stress ratios of R=0.1 and 0.5 were investigated for two different contact pad lengths.

As the size of topography increased two-scale solutions demonstrated that at constant load the coefficient of friction increased and the minimum film thickness decreased over a range of pad lengths and tilt angles.

The useful signal length N=48 and the padding length P=16, be it a ZP or CP.

Possible values of the zero-padding lengthpadding belongs to set {0,1,…,ℓ max−1}, and the probabilities for ℓ padding with the values in that set is begin{array}rcl@ Pr{ell_{text{padding}}=i}&=&Pr{ellleft textit{textbf{U}}_{1 K}right)=N_{text{packet}}-i} &&cdotPr{ellleft(U_{K+1}right)>i}, 0&leq& ileqell_{text{max}}-1 end{array} (13).

Possible values of the zero-padding lengthpadding belongs to set {0,1,ℓ mand1}, and the average value of N is: begin{array}rcl@ overline{N}&=&N_{text{packet}}-overline{ell}_{text{padding}} &=&N_{text{packet}}-frac{sum_{i=0}^{ell_{text{max}}-1}{icdotPr{ell(U >i}}} {sum_{i=0}^{ell_{text{max}}-1}{Pr{ell(U > i}}} end{array} (2).

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