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Mean intercept length (MIL) method has been designed for the analysis of binary images.
In vivo cyclic loading significantly increased the bone volume fraction, direct trabecular thickness, mean intercept length, and mineral apposition rate in the loaded limbs compared with contralateral limbs.
A novel mathematical approach based on a Minkowski tensor analysis along with the mean intercept length technique were utilized to search for signatures of anisotropy across the foam sample and its evolution as a function of loading.
Current methods of extracting quantitative metrics from these types of images include localized vector analysis [21], Fourier transform [24], mean intercept length and line fraction deviation methods [23].
The degree of anisotropy (DA) was calculated as the maximum to minimum mean intercept length ratio.
Mean intercept length method was used to calculate trabecular bone volume, Tb.N and Tb.Sp. of the distal femoral epiphysis (covering secondary spongiosa and the secondary ossification center), proximal tibial and lumber 5 vertebrae.
Similar(50)
Furthermore, mean intercept lengths and mean numbers of particles are measured and discussed.
Differing mean intercept lengths for different 3D angles indicate an anisotropic spatial organisation [ 55].
Two samples of recrystallized aluminium with equal mean linear intercept length may differ in mean spatial grain radius by a factor of 2.5.
A general relationship between the mean linear intercept length in polycrystalline materials and the true mean spatial grain size is derived.
In grain growth experiments, if the mean spatial grain size is estimated by the mean linear intercept length, marginal reductions in the spread in grain size may be interpreted as an increased growth exponent in the grain growth equation.
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