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There exists no theory that prescribes the type of function, which describes the mechanical behaviour of the segment (e.g. under flexion-extension).
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The monitoring data figured out the behaviour of the segments and joints during the lifting process and provided a good proof for the rationality of the numerical simulation to improve the design.
Ethical consumerism campaigns and traditional educational approaches are failing to make headway in Brazil in changing the behaviour of this segment.
The melting behaviour of the PTMG segment suggested a weaker interaction between γ-PMG and PTMG segments compared with that between hard segments and PTMG segments.
To understand this behaviour, we study the associated slow flow on the critical manifold and identify the effect of folds and folded singularities on the behaviour of the orbit segment.
More precisely, the appearance of two saddle equilibria on the critical manifold suppresses the fold-initiated transition between saddle-unstable sheets and changes the behaviour of the orbit segment.
The behaviour of the orbit segment of system (1) in relation to the critical manifold S of the fast subsystem that corresponds to the first downward peak in Figure 3a is representative for what happens along the other downward peaks in Figure 3a.
The behaviour of the orbit segment near the top fold F 3 corresponds to the onset of such a new spike, but the process of reaching F 3, as illustrated in Figure 5a,b, as well as the further development of the spike, as illustrated in Figure 5d,e,f, involves the creation of a double-step ADP; this behaviour is organised by a (fast) jump from S 1 r to another saddle-unstable sheet S 2 r.
This is inherent to the fact that poro-visco-elastic behaviour of the spinal segment is reflected in a hysteresis loop.
Let us emphasise here that the behaviour of the orbit segments near F 3 does not involve interactions with the slow flow on S 3 r ; the small spike and subsequent drop down to S 1 a do not intersect the surfaces S 3 r and S 2 r.
We urge future users to report both NZ magnitude and NZ stiffness, as these are more or less independent values (r2 = 0.24) and provide valuable information on the mechanical behaviour of the spinal motion segment.
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com