Sentence examples for height correlation from inspiring English sources

A flame height correlation was developed from this data.

The obsurfacerobeysess is explained as the result of the combined effect of a scalingfine ronghening on a subgrain scalength a grain scalesrouphening caused by orientotion differences between neighboring grains.

A finite element method was adopted to simulate fluid flow in the rough-wall fractures, using Navier-Stokes equation, for various fracture surface properties such as mean aperture, root mean square (RMS) asperity height, correlation length, anisotropy and shear displacement distance.

In contrast to BMI, height correlation estimates between the offspring and the mother are quite similar to those between the offspring and the father for each of the three child ages and each generation.

An extensive review and re-thinking of jet flame heights and structure, extending into the choked/supersonic regime is presented, with discussion of the limitations of previous flame height correlations.

In general, height correlations of the child with each parent increased with age.

The estimated height correlations at each age and across generations are displayed in (table 5).

The effects of atmospheric delay were reduced by the phase-height correlation method (e.g., Fujiwara et al. 1999).

The height-height correlation function and fractal dimension were evaluated using cube counting and triangulation methods from atomic force microscopy (AFM) images.

We also report here on the introduction of a new methodological approach that adapt the concept of height-height correlation function, a well known statistical tool in the field of studies on rough surfaces.

Following the method suggested by Yang et al. [18], the PSD of a surface is calculated using the Fourier transform of height-height correlation function of the AFM data with G r = < h i − h j 2 >, where h i and h j are the heights at i th and j th points separated by distance r over the surface.