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Static Young's modulus can be estimated from the log data directly.
However, for less dense networks the modulus can be lower than predicted by Cox's theory [26].
In this case, the elastic modulus can be expressed by the following equation.
Engineering properties such as elastic modulus can be obtained by volume averaging over the ODF.
The Young's modulus can be expressed using only the longitudinal wave velocity (VP).
Thus, the flexural modulus can be increased by choosing the processing method.
Flexural rigidity and bending modulus can be calculated using standard formula from the available data.
Therefore, the elastic modulus can be determined with high measurement accuracy.
Consequently, the 'optimum' model for the viscoelastic interlaminar shear modulus can be found at each temperature.
Young's modulus can be determined using expensive techniques by measuring the Young's modulus on actual cores in the laboratory.
The modulus can be skipped if y n /yn-1 does not change sign (as assumed earlier).
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