<rss version="2.0" xmlns:content="http://purl.org/rss/1.0/modules/content/" xmlns:atom="http://www.w3.org/2005/Atom" xmlns:redia-rss-arrangement="http://xml.redia.dk/rss-arrangement">
    <channel><title>RSS Feed</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group</link><description></description><language>da</language><pubDate>Mon, 29 Jun 2026 19:52:31 +0200</pubDate><lastBuildDate>Mon, 29 Jun 2026 19:52:31 +0200</lastBuildDate><atom:link href="https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/element/1151328" rel="self" type="application/rss+xml" /><generator>TYPO3 EXT:news</generator><item><guid isPermaLink="false">news-93250</guid><pubDate>Tue, 22 Jul 2025 13:09:00 +0200</pubDate><title>Students receive awards</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/students-receive-awards</link><description>During the conferences of this summer, two PhD students from the group has received awards.</description><content:encoded><![CDATA[<p>PhD students Daniel Vrønning Hoffmann and Therese Adam Møller were acknowledged with awards at two different conferences during the past weeks.</p><p>At the&nbsp;15th International Isotope Society Symposium in Gothenburg, Sweden PhD student Daniel Vrønning Hoffmann was awarded the&nbsp;Journal of Labeled Compounds and Radiopharmaceuticals Young Scientist Award.</p><p>Therese Adam Møller attended the&nbsp;23rd European Symposium on Organic Chemistry (ESOC2025) in Copenhagen with a poster. This poster was recognized as one of the top four posters by the committee of the conference.</p>]]></content:encoded><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1753182540</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1753182540</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93247</guid><pubDate>Thu, 08 May 2025 13:01:00 +0200</pubDate><title>Villum Investigator grant</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/villum-investigator-grant</link><description>We are thrilled to announce that the Villum Foundation has granted Troels funding for important research on the recycling of epoxy composites and polyurethanes through a Villum Investigator grant of 30 million Dkr.</description><content:encoded><![CDATA[]]></content:encoded><enclosure url="https://chem.au.dk/fileadmin/www.chem.au.dk/csm_250507_Troels_Villum_2_a72ae0fc5a.jpg" length="122599" type="image/jpeg"/><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1746702060</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1746702060</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93244</guid><pubDate>Thu, 30 Jan 2025 13:00:00 +0100</pubDate><title>Troels is interviewed in C&amp;EN</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/troels-is-interviewed-in-cen</link><description>In an interview, Troels describes the groups new PU-foam recycling technologies.</description><content:encoded><![CDATA[<p>In an <a href="https://cen.acs.org/environment/recycling/Mattress-recycling-wakes/103/i4" target="_self">article about mattress recycling</a>, Chemical &amp; Engineering news has interviewed Troels on polyurethane foam depolymerization.&nbsp;</p><p>It covers the groups work on <a href="http://http:/" target="10.1021/acssuschemeng.3c01469" rel="noreferrer">tert-amyl alcohol-mediated depolymerization of PU foams</a>.</p>]]></content:encoded><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1738238400</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1738238400</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93241</guid><pubDate>Tue, 28 Jan 2025 13:00:00 +0100</pubDate><title>Welcoming PhD student</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/welcoming-phd-student</link><description>We welcome Anika Schick from AstraZeneca to the group, who will stay for a year. She will join isotope labeling to ongoing labeling projects in the group.</description><content:encoded><![CDATA[]]></content:encoded><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1738065600</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1738065600</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93238</guid><pubDate>Tue, 17 Sep 2024 12:59:00 +0200</pubDate><title>New visiting PhD student</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/new-visiting-phd-student</link><description>We welcome a new visiting student to the group</description><content:encoded><![CDATA[<p>We are glad to announce the arrival of Marcelo Carvalho from Juiz de Fora University, who will be a visiting PhD student in the group for the next six months.</p><p>He will work on epoxy degradation and we hope for a fruitful stay.</p>]]></content:encoded><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1726570740</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1726570740</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93235</guid><pubDate>Fri, 30 Aug 2024 12:59:00 +0200</pubDate><title>3 new publications during the summer</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/3-new-publications-during-the-summer</link><description>During the summer the group has published 3 papers on different subjects.</description><content:encoded><![CDATA[<p>In late June, our work on <a href="https://doi.org/10.1039/D4GC00819G" target="_self">chemical separation of polyurethane via acidolysis</a>&nbsp;was accepted in Green Chemistry.</p><p><img alt="Graphical abstract: Chemical separation of polyurethane via acidolysis  combining acidolysis with hydrolysis for valorisation of aromatic amines" src="https://pubs.rsc.org/en/Image/Get?imageInfo.ImageType=GA&amp;imageInfo.ImageIdentifier.ManuscriptID=D4GC00819G&amp;imageInfo.ImageIdentifier.Year=2024"></p><p>By early July, our work on the <a href="https://doi.org/10.1038/s41467-024-50083-9" target="_self">mechanism of catalytic C-O disconnection in polymers</a> was accepted in Nature Communications.</p><p><img 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"></p><p>Most recently, our work on <a href="https://doi.org/10.1002/anie.202412247" target="_self">Nickel-catalyzed carbonylative cross-couplings for isotope labeling</a>&nbsp;was accepted in Angewandte Chemie in August.</p><p><img 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"></p><p>Check all of our most recent publications out!</p>]]></content:encoded><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1725015540</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1725015540</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93232</guid><pubDate>Wed, 19 Jun 2024 12:53:00 +0200</pubDate><title>We have won &#039;Plastprisen 2024&#039;</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/we-have-won-plastprisen-2024</link><description>Our group has been awarded Plastprisen for the second consecutive year. This prestigious award recognizes the innovative work in developing chemical technologies for the closed-loop recycling of polyurethane (PU) products. The groundbreaking research promises significant advancements in sustainable plastic recycling.</description><content:encoded><![CDATA[]]></content:encoded><enclosure url="https://chem.au.dk/fileadmin/www.chem.au.dk/csm_IMG_6366_bc1f124ed3.jpeg" length="114945" type="image/jpeg"/><author>Lise Refstrup Linnebjerg Pedersen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1718794380</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1718794380</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93229</guid><pubDate>Mon, 13 May 2024 12:52:00 +0200</pubDate><title>Perspective in ACS Org. Inorg. Au</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/perspective-in-acs-org-inorg-au</link><description>We have just published a perspective on the development of monomer recovery technologies from plastics designed to last. Check it out!</description><content:encoded><![CDATA[<p class="text-justify"><strong>Abstract:&nbsp;</strong>In order to prevent the current unsustainable waste handling of the enormous volumes of end-of-use organic polymer material sent to landfilling or incineration, extensive research efforts have been devoted toward the development of appropriate solutions for the recycling of commercial thermoset polymers. The inability of such cross-linked polymers to be remelted once cured implies that mechanical recycling processes used for thermoplastic materials do not translate to the recycling of thermoset polymers. Moreover, the structural diversity within the materials from the use of different monomers as well as the use of such polymers for the fabrication of fiber-reinforced polymer composites make recycling of these materials highly challenging. In this Perspective, depolymerization strategies for thermoset polymers are discussed with an emphasis on recent advancements within our group on recovering polymer building blocks from polyurethane (PU) and epoxy-based materials. While these two represent the largest thermoset polymer groups with respect to the production volumes, the recycling landscapes for these classes of materials are vastly different. For PU, increased collaboration between academia and industry has resulted in major advancements within solvolysis, acidolysis, aminolysis, and split-phase glycolysis for polyol recovery, where several processes are being evaluated for further scaling studies. For epoxy-based materials, the molecular skeleton has no obvious target for chemical scission. Nevertheless, we have recently demonstrated the possibility of the disassembly of the epoxy polymer in fiber-reinforced composites for bisphenol A (BPA) recovery through catalytic CO bond cleavage. Furthermore, a base promoted cleavage developed by us and others shows tremendous potential for the recovery of BPA from epoxy polymers. Further efforts are still required for evaluating the suitability of such monomer recovery strategies for epoxy materials at an industrial scale. Nonetheless, recent advancements as illustrated with the presented chemistry suggest that the future of thermoset polymer recycling could include processes that emphasize monomer recovery in an energy efficient manner for closed-loop recycling.</p><p class="text-justify"><a href="https://pubs.acs.org/doi/10.1021/acsorginorgau.4c00009" target="_self">https://pubs.acs.org/doi/10.1021/acsorginorgau.4c00009</a></p>]]></content:encoded><enclosure url="https://chem.au.dk/fileadmin/www.chem.au.dk/images_large_gg4c00009_0009.jpeg" length="70133" type="image/jpeg"/><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1715597520</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1715597520</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93226</guid><pubDate>Mon, 25 Mar 2024 12:48:00 +0100</pubDate><title>Publication in  Nature Communications!</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/publication-in-nature-communications</link><description>Check out our most recent publication on a palladium-catalyzed electrocarboxylation. </description><content:encoded><![CDATA[<p class="text-justify"><strong>Abstract:</strong> Carbon isotope labelling of bioactive molecules is essential for accessing the pharmacokinetic and pharmacodynamic properties of new drug entities. Aryl carboxylic acids represent an important class of structural motifs ubiquitous in pharmaceutically active molecules and are ideal targets for the installation of a radioactive tag employing isotopically labelled CO<sub>2</sub>. However, direct isotope incorporation via the reported catalytic reductive carboxylation (CRC) of aryl electrophiles relies on excess CO<sub>2</sub>, which is incompatible with carbon-14 isotope incorporation. Furthermore, the application of some CRC reactions for late-stage carboxylation is limited because of the low tolerance of molecular complexity by the catalysts. Herein, we report the development of a practical and affordable Pd-catalysed electrocarboxylation setup. This approach enables the use of near-stoichiometric&nbsp;<sup>14</sup>CO<sub>2</sub>&nbsp;generated from the primary carbon-14 source Ba<sup>14</sup>CO<sub>3</sub>, facilitating late-stage and single-step carbon-14 labelling of pharmaceuticals and representative precursors. The proposed isotope-labelling protocol holds significant promise for immediate impact on drug development programmes.</p><p class="text-justify"><a href="https://www.nature.com/articles/s41467-024-46820-9" target="_self">https://www.nature.com/articles/s41467-024-46820-9</a></p>]]></content:encoded><enclosure url="https://chem.au.dk/fileadmin/_processed_/4/d/csm_Picture3_9caf83dd9e.png" length="242450" type="image/png"/><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1711367280</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1711367280</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item><item><guid isPermaLink="false">news-93223</guid><pubDate>Tue, 20 Feb 2024 12:46:00 +0100</pubDate><title>Publication in ChemElectroChem</title><link>https://chem.au.dk/forskning/forskningsomraader-og-grupper/organisk-kemi/skrydstrup-group/news-and-events/news-and-events/artikel/publication-in-chemelectrochem</link><description>Check out our newest publication in collaboration with Kim Daasbjerg&#039;s group and Morten Ahlquist&#039;s group! </description><content:encoded><![CDATA[<p class="text-justify"><strong>Abstract:&nbsp;</strong>The increasing concentration of CO<sub>2</sub>&nbsp;in the atmosphere and its impact on the climate are matters of significant concern. Extensive research is being conducted on molecular catalysts to electrochemically reduce CO<sub>2</sub>&nbsp;into valuable products to disrupt the unidirectional carbon flow. This study compares two manganese bipyridine catalysts, tailored with four or two benzylic diethylamine groups in the secondary coordination sphere. Either of these amine-bearing scaffolds positioned close to the Mn center serves as effective proton relays to facilitate the formation of the corresponding Mn hydride intermediate. Alongside competitive H<sub>2</sub>&nbsp;evolution, the reaction of this crucial intermediate with CO<sub>2</sub>&nbsp;leads to formate. Our findings underscore the pronounced influence of external Brønsted acids on product selectivity. Notably, when employing the catalyst bearing four amine groups, the HCOO<sup></sup>/H<sub>2</sub>&nbsp;ratio varies from 81:3 with 1.0M&nbsp;<em>i</em>PrOH to 16:64 with 1.0M PhOH, while the Mn complex adorned with two amine pendant groups consistently favors HCOO<sup></sup>, irrespective of the utilized proton sources. Infrared spectroelectrochemistry and density-functional theory calculations unveil distinct disparities in the reactivity of the Mn hydrides toward CO<sub>2</sub>&nbsp;due to the change of ligand bulkiness in the two cases. This work substantiates the importance of modulating spatial accessibility while modifying the second sphere encompassing molecular catalysts.</p><p class="text-justify"><a href="https://chemistry-europe.onlinelibrary.wiley.com/doi/10.1002/celc.202300553" target="_self">https://chemistry-europe.onlinelibrary.wiley.com/doi/10.1002/celc.202300553</a></p>]]></content:encoded><enclosure url="https://chem.au.dk/fileadmin/www.chem.au.dk/celc202300553-toc-0001-m.jpg" length="47696" type="image/jpeg"/><author>Fie Noer Christensen</author><redia-rss-arrangement:location></redia-rss-arrangement:location><redia-rss-arrangement:starttime>1708429560</redia-rss-arrangement:starttime><redia-rss-arrangement:endtime></redia-rss-arrangement:endtime><redia-rss-arrangement:display-starttime>1708429560</redia-rss-arrangement:display-starttime><redia-rss-arrangement:display-endtime></redia-rss-arrangement:display-endtime></item></channel>

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