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In two-factor interaction, specimen thickness-number of cycles, air voids content-pressure, and pressure-number of cycles were significant.
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A size threshold exists below which there appears to be an interaction between specimen dimensions and print layer thickness, and for specimens of dimension below that threshold exhibit a declining strength with size.
The most significant three-factor interaction was specimen thickness-pressure-number of cycles.
Moreover, a strong interaction between specimen dimensions and print layer thickness was found.
This interaction between specimen surface and tip results in forces that range between 10−11 and 10−6 N.
HNEpC on the anodized E1 and E2 specimens typically exhibited epithelial morphology, and the lamellipodia and filopodia revealed improved cell-substrate interaction compared with specimen M (Figure 5).
Contact pairs were defined to simulate the interaction between timber specimen and steel plate.
To model the specimen interaction with supports during an impact test, simple formulas for indentation contact force relation between a beam specimen and a rigid cylindrical indenter have been derived using a mixed analytical/numerical approach.
The electron energy-loss spectrum shows the features of this interaction with the specimen.
Energy filters can be used to stop these electrons from contributing to the image after their interaction with the specimen.
Classically, a hologram captures the change of the amplitude and the phase of an optical wave due to its interaction with a specimen (e.g., reflection, transmission, or scattering) with the complex linear susceptibility (χ (1 ) ).
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