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The non-linear terms are linearized by means of Taylor's series expansion.
The overall problem is formulated as a mixed-integer linear programming model by applying appropriate linearizations of non-linear terms.
The fluid dynamic forces contribute additional non-linear terms to the inherent non-linearity of the system.
(36)–(40) after approximating the non-linear terms according to the Newton's linearization technique (Fletcher [49]).
Non-linear terms are not neglected, and the effect of non-linearity is studied.
With formal non-linear modeling, conversely, evidence of non-linearity can be tested directly, by a joint test on the non-linear terms.
Non-linear terms appear in the equations of motion.
Its structure, however, includes internal states and non-linear terms.
In the equations of motion non-linear terms appear.
Moreover, the non-linear terms in the definition of AT amplify the impact of temperature changes even if relative humidity remains constant.
However their interaction takes place due to non-linear terms in post-critical regime.
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