“…These parameters (Figure S1 and Tables S1, S2 in the Supporting Information) were subsequently used in as tandard Arrhenius-type model to describe the thermally activated and mechanically assisted bond rupture process.A pplying bond rupture probability theory,t he most probable rupture forces were calculated as afunction of the externally applied force for ag iven loading rate.T om imic the conditions used in ultrasound polymer mechanochemistry, [18] al oading rate of 10 8 nN s À1 was used (see the Supporting Information for details). In contrast, the triazoles 1s, 3s,and 5s rupture at forces F s(I) > 7nN, as can be seen when pulling on the internal anchor atoms.F or 1s, 3s, and 5s,l inker rupture is significantly more likely (F 1s(T) = 4.09 nN;F 3s(T) = 4.96 nN;F 5s(T) = 5.01 nN) and cycloreversion appears experimentally impossible.T his result is in line with previous DFT simulations [5] and single-molecule force spectroscopy experiments of 1s, [12] which suggest that mechan- In contrast, the triazoles 1s, 3s,and 5s rupture at forces F s(I) > 7nN, as can be seen when pulling on the internal anchor atoms.F or 1s, 3s, and 5s,l inker rupture is significantly more likely (F 1s(T) = 4.09 nN;F 3s(T) = 4.96 nN;F 5s(T) = 5.01 nN) and cycloreversion appears experimentally impossible.T his result is in line with previous DFT simulations [5] and single-molecule force spectroscopy experiments of 1s, [12] which suggest that mechan- …”