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(C) Histograms of measurements of Young's modulus calculated by AFM indentation on 2-days old samples.
The Young's modulus calculated by this model agrees with the experimental result.
The modulus, calculated by the energy minimization method, for the double-stranded helix model of it-PMMA was 19 GPa, which was about twice as high as that of the single helix model, 11 GPa.
The calculated lattice constant of UN2 is 5.276 Å (experimental value 5.31 [16]) and the bulk modulus calculated by using the third-order Birch Murnaghan equation of states (EOS) [17] is 250 GPA in the order of other theoretical values (252 [15], from 235.8 to 264.6 Gpa [18]).
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In the case of Al, Be, Cu, Ge, Ir, Nb, Re, Rh, Ru and W, the total effect on the shear modulus is calculated by assuming that the electronic contribution to the shear modulus in γ-Fe is the same as in α-Fe.
The Young's modulus was calculated by accounting for the effect of the rigid substrate, and compared to the modulus obtained from the Reissner and Hertz models.
This was shown by a rise in strain and in Young's modulus calculated at 10% strain.
The Young's modulus was calculated by fitting the contact region of the approach curve with the Hertz Contact model66 using the JPK software, using the above constants and calibrated cantilever sensitivity.
Young's modulus was calculated by using the generalized orientation factors of crystallites and amorphous chain segments estimated from the orientation functions of crystallites and amorphous chain segments.
The load-deflection data obtained from the test were plotted as force-deflection curves, and the flexural Young's modulus was calculated by the computer software testXpert II (Zwick/Roell, Germany) (Fig. 3).
Modulus was calculated by relating strain per force to transverse area.
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