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The photosynthetic function is assumed by the stem, and the underground rhizome anchors the plant.
The cost function is assumed as the square of specified value to Cpm.
An exponential distribution function is assumed for the mass distribution of the projectile's spall fragments.
First, in the modelling of walking excitation, an unrepresentative walking forcing function is assumed.
A concrete example is given when the material distribution function is assumed to be piecewise linear.
Dynamic yield function is assumed to be a function of strain rate.
A buckling shape function is assumed, based on the homogeneous solution and additional terms to account for the morphology effects.
The velocity function is assumed to be a harmonically varying function about a constant low mean speed.
A sinusoidal function is assumed in the longitudinal direction for a buckling mode of whatever type and a polynomial function is used in the transversal direction.
The migration retardation function is assumed to be the most important of all these requirements with respect to setting the appropriate thickness of buffer.
This function is assumed to depend on the saturation and fluid properties but not on the flow regime (or Reynolds number).
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