eprintid: 23291 rev_number: 14 eprint_status: archive userid: 3252 dir: disk0/00/02/32/91 datestamp: 2017-08-03 05:26:57 lastmod: 2017-09-15 08:00:13 status_changed: 2017-08-03 05:26:57 type: doctoralThesis metadata_visibility: show creators_name: Wagner, Johannes Andreas title: How internal stress influences molecular properties on multiple scales divisions: i-130300 adv_faculty: af-13 abstract: Internal stress in molecular structures is increasingly appearing as a crucial I factor in determining functional properties at a large range of length scales. The present work has investigated the e ect of stress for two distinct molecular processes, chemical reactions and straining of a two-phase ber, using a highly interdisciplinary approach involving quantum-mechanical and nite element simulations. First, with the aim of better understanding the contribution of stress to reactivity, we discovered that kinetics of strain-promoted cycloadditions can be nely tuned by exploiting the reactants' stereoisomeric and regioselective states and thereby the strain coupled to the reaction. Secondly, at longer length scales, we dissected the contributions of stress to the mechanical properties of complex materials. Our simulations predict a stress-induced ordering in spider silk, which was validated by scattering experiments. Beyond the basic understanding of the investigated systems, the findings presented in this work open new scenarios for the possibility to enhance strain-dependent chemical reactivity and the mechanics of composite materials. date: 2017 id_scheme: DOI id_number: 10.11588/heidok.00023291 ppn_swb: 1655594141 own_urn: urn:nbn:de:bsz:16-heidok-232913 date_accepted: 2017-07-21 advisor: HASH(0x561a628e2030) language: eng bibsort: WAGNERJOHAHOWINTERNA2017 full_text_status: public citation: Wagner, Johannes Andreas (2017) How internal stress influences molecular properties on multiple scales. [Dissertation] document_url: https://archiv.ub.uni-heidelberg.de/volltextserver/23291/1/Dissertation_Johannes_Wagner_archived.pdf