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The conventional Rankine method considers a linear interaction of two failure modes: plastic squashing and linear elastic buckling, ignoring the coupling interaction between the two modes.
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In this paper the non-linear interaction of a three degree of freedom structural model subjected to a wide-band random excitation is examined.
The linear term is thought to represent an interaction of two DSBs produced along a single track, and the quadratic term represents interactions between DSBs produced independently by different tracks [ 21].
For both Binary and Linear models, there may be an orientation bias: the interaction of two factors may depend on the relative orientation of the two binding sites.
The "interaction" of three factors was to blame, apparently.
Classical models of motion detection rely on non-linear interactions between two inputs after different temporal filtering.
The process of weighting emphasized the contributions of linear terms, quadratic terms and first-order interactions of five quantitative parameters to improved recovery factor and Net Present Value of CO2 flooding.
According to the results given in Eq. 1, the model obtained for the response variable described the linear, quadratic and interaction effects of four independent variables affecting the yield.
For each outcome, three models are specified simple linear, linear interaction and quadratic interaction, and the optimal model specification identified on the basis of the lowest AIC.
The conventional Rankine approach only considers a linear interaction between elastic buckling and plastic squashing, and ignores the coupling interaction of these two failure modes.
Interaction surfaces of two rotamers of tyrosine.
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