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DTSTART:19960101T000000 END:STANDARD BEGIN:STANDARD TZNAME:GMT TZOFFSETFROM:+0100 TZOFFSETTO:+0000 DTSTART:19961027T020000 RRULE:FREQ=YEARLY;BYMONTH=10;BYDAY=-1SU END:STANDARD END:VTIMEZONE BEGIN:VEVENT DTSTAMP:20260428T003041Z DTSTART;VALUE=DATE-TIME:20260209T130000 DTEND;VALUE=DATE-TIME:20260209T140000 SUMMARY:WCPM: Vanessa Ward\, Durham University TZID:Europe/London UID:20260209-8ac672c79b9d1a04019b9da202fa0594@warwick.ac.uk CREATED:20260126T093946Z DESCRIPTION:Networking Lunch: The Recharge Room\, next to Lecture Theatre 004\, from 12:30pm - 1pm. Title: Reframing Arrhenius law and the calcul ation of activation energies for ion transport in solid electrolytes. Ab stract: A broad variety of materials are currently the subject of resear ch for energy applications. For example\, in new battery technologies\, a very topical issue and a key societal challenge [1]. Many different el ectrolytes have been proposed for use in next-generation solid state bat teries\, with the potential to provide greener\, more efficient energy s torage. A key stumbling block in proposed electrolytes is often low cond uctivity. Therefore\, when considering a new material\, the first step i s to understand ion transport. The Arrhenius law is ubiquitous in the ph ysical sciences. It describes how an observable property scales with tem perature\, T\, as exp(±A/T) for a constant A\, interpreted as an activat ion energy. Often transport coefficients are well-described by an Arrhen ius fit. However\, there are many exceptions\, making it difficult to ex tract an activation energy from macroscopic transport properties. One re ason for non-Arrhenius behaviour is correlated motion [2]. For example\, the diffusion of individual ions depends upon the diffusion of neighbou ring ions. Ions may also become trapped due to local structure and under go movement but in a back-and-forth motion that does not contribute to o verall transport. Using methods developed for supercooled liquids [3]\, we identify ion ‘jumps’\, particularly those that are productive for tra nsport\, and correlated motion. The method enables us to extract the tru e underlying activation energy from diffusion data and recover the Arrhe nius law. The methods can be demonstrated for low-dimensional-networked Li-rich anti-perovskites\, potential solid electrolytes [4]. References [1] Faraday Insights – Solid-State Batteries: The Technology of the 2030 s but the Research Challenge of the 2020s\, Issue 5: February 2020 [2] N M Vargas-Barbosa and B Roling\, ChemElectroChem 7:367–385 (2020) [3] VK de Souza and DJ Wales\, J. Chem. Phys.\, 129:164507 (2008) [4] AC Coutin ho Dutra et al\, Energy Adv. 2:653–666 (2023) Bio: Vanessa is a research er\, working between Physics\, Chemistry and Materials Science. She expl ores transport properties of materials using computer simulations. She i s passionate about sharing her love for science with children and the ge neral public. Her teaching\, in both science and music\, follows an incl usive and student-centred approach\, celebrating diversity. LOCATION:Lecture Theatre 0.04 IMC CATEGORIES:WCPM LAST-MODIFIED:20260126T093946Z ORGANIZER;CN=Jin Kang: END:VEVENT END:VCALENDAR