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The presence of magnetostriction phenomenon (connected with a change in linear size at magnetic ordering) in ferromagnetics leads to the fact that they have a lower modulus of elasticity: E ferr = E norm − E.
It refers to the change in linear size of a piece of material as it is heated or cooled.
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It results in rapid growth in the linear size of multilayer adsorbate island (see Fig. 3 b at t=200).
It will be shown that an increase in the electric field strength leads to (i) structural transformation of the growing surface from nano-holes in adsorbate matrix toward separated adsorbate islands on a substrate, (ii) modality change in the distribution of adsorbate islands sizes, and (iii) decrease in the mean linear size of adsorbate islands.
The isomorphism of LGT networks can be easily checked in linear time in their sizes.
As a result, when the lateral thickness of the structure becomes less than the critical one, such structures start to divide (see Fig. 3 b at t=1000) that leads to decrease in the mean linear size of adsorbate islands 〈R〉.
Next, we will discuss a change in the mean linear size of adsorbate islands 〈R〉 on a half-height of the growing surface with an increase in the anisotropy strength u and corresponding distributions of adsorbate islands over sizes f(R/〈R〉).
The individual objects were quantitatively characterized in terms of their linear size, surface area, volume, shape, CT attenuation properties, inter-object distances, size and shape correlations, size-to-distance correlations, and distance-to-distance correlations.
The bi-dimensional integral on the right-hand side, defined on the set of pixels contained in a square of linear size r, is a measure of that square.
Their shape did resemble distorted spheres and the yield of microcapsules with the linear size in the range between 2 and 12 μm was 70%%.
To explore overall differences in body size between sexes, we included seven body measures in a principal component analysis (PCA), computing a linear summary of covariation in a set of linear size measurements and therefore providing an approximation of overall size [ 21].
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com