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The geometry and volume mesh of the model were derived from CT scan images.
Source inputs to the SEA model were derived from field experiment data.
Theoretical equations describing the measurement principle using a simple model were derived.
Data included in the model were derived from randomized clinical trials and databases.
Typical features for beam buckling and local buckling failure in the proposed numerical model were derived.
The equations of the model were derived using proper assumptions and solved by finite difference method.
The eddy diffusivities used in the K-diffusion model were derived from the local similarity and Taylor's diffusion theory.
Parameters required by the model were derived from published information or determined by model calibrations such as curve fitting.
The random seismic responses of the model were derived by using both the pseudo-excitation method and the classical Ritz method.
Users' mental model descriptions and the experts' design model were derived from in-depth interviews combined with self-constructed (and verified) diagrams.
Governing equations of the model were derived within thermodynamic model of hard mixture while microscopic considerations were involved for obtaining some constitutive equations.
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CEO of Professional Science Editing for Scientists @ prosciediting.com