Sentence examples for homogenous thickness from inspiring English sources

Prepared through spin/cast-coating techniques, such films exhibit homogenous thickness ranging from 200 nm to 1.6 μm.

The Sp1 does not have horizontal limit within the modeling area and therefore have homogenous thickness of movable bed of 5 m.

After 3-min etching, the nanoporous Si nanopillars had a vertical length of 1.6 μm, accompanied by the formation of a nanoporous base with a homogenous thickness of 1.2 μm below the Au film and the nanopillars (Figure2a).

A cross-section image of the device performed by transmission electron microscopy is presented in Fig. 2e and shows the 3D stacking composed of three conductive layers (source, gate, and drain contacts), separated by two insulating layers with homogenous thicknesses and without any defect or damage in the dielectric layers or wave effect at the vicinity of the NWs.

Scanning transmission electron microscope images reveal DBR structures with abrupt interfaces and homogenous layer thicknesses in lateral and vertical direction.

In the regime of single scattering dominance, the rate of attenuation is well described by the Lambert-Beer law, which for a homogenous medium of thickness z is written as.

For an equivalent isotropic homogenous slab of thickness h surrounded by semi-infinite media with refractive index n1 and n3 under normal incidence, we have η = ± 1 + r 2 - t 2 n 1 2 1 - r 2 - n 3 2 t 2 (1) n eff = ± 1 kh arccos 1 t n 1 1 - r 2 + n 3 t 2 n 1 + n 3 + r n 3 - n 1 + 2 πm kh.

Under analogous experimental conditions, homogenous layers with uniform thickness were prepared [25].

We have shown by atomic force microscopy (AFM), that the deposition of WJ-ECM on surfaces is homogenous with a controllable thickness, and that this easily-prepared coating is appropriate for both the adhesion and proliferation of human mesenchymal stem cells and mature endothelial cells.

The reservoir is homogenous, having constant and uniform thickness with two impermeable layers at the top and bottom of the formation.

The practically achievable height and thickness of a homogenous light sheet depends on the scattering properties i.e. on the average speckle size of the sample, since the light sheets are as thin as the main speckle size.