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The asymptotic resonance free strip is uniform with respect to (varepsilon ) (colour figure online).
Shearing exposes the free strip end to a torque that attempts to rotate the strip.
Comparing (4.3) and (4.12) shows that if we know a resonance free strip with a polynomial bound on ( ( P - lambda )^{-1} ) in that strip then we obtain exponential decay of correlations.
The maximum in F x followed by a decrease to a more stable value, apparent in Fig. 10 a, is most probably an effect of the position of the contact between the upper tool and the free strip end.
With two clamps the strain band was almost symmetric, whereas with one clamp the strain band was shifted towards the free strip end, and a large strain concentration was formed around the tool on the free side.
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With the interfacial excess Nb measured, thermodynamic calculations were carried out and compared to the change in transformation temperature obtained by dilatometry, with reference to a comparable Nb free, strip-cast steel.
In particular that produced the first resonance free strips when ( mathcal {P}_E ( frac{1}{2}) > 0 ).
In [13] dependence of resonance free strips on dynamical quantities was confirmed experimentally and Sect.
We review this and other results, again related to upper bounds, resonance free strips and resonances expansions.
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