BEGIN:VCALENDAR
VERSION:2.0
X-WR-CALNAME;VALUE=TEXT:David Britt (UCSD)
PRODID:-//Harvard events data//EN
BEGIN:VEVENT
UID:event_1443151_0
SUMMARY:David Britt (UCSD)
DESCRIPTION:<p>	<span><span style="background:white"><span><span style="color:#333333">"EPR Studies of the Enzymatic Synthesis of the Organometallic H-Cluster of [FeFe] Hydrogenase"</span></span></span></span></p><p>	<strong></strong></p><p>	<span><span style="background:white"><span><span style="color:#333333">R. David Britt</span></span></span></span></p><p>	<span><span style="background:white"><span><span style="color:#333333">Department of Chemistry, University of California Davis</span></span></span></span></p><p>	<span>The [FeFe] hydrogenase enzymes are well suited to H<sub>2 </sub>formation, producing up to 10000 H<sub>2</sub> molecules per second, and have therefore generated much interest for renewable energy applications. The H-cluster consists of a binuclear [2Fe]<sub>H</sub> subcluster which is linked via a bridging cysteine to a [4Fe-4S]<sub>H</sub> cluster. This [2Fe]<sub>H</sub> subcluster contains the organometallic elements of the H-cluster: the two irons each have a CO and a CN<sup>-</sup> terminal ligand and are bridged by a third CO and a unique SCH<sub>2</sub>NHCH<sub>2</sub>S azadithiolate (adt) moiety. The H<sup>+</sup> and H<sub>2 </sub>substrates are proposed to bind to and react at this [2Fe]<sub>H</sub> unit. In addition to the relative rarity of enzymes carrying out organometallic reactions, biosynthesis of the H-cluster poises some specific challenges. Of course, free CO and CN<sup>- </sup>molecules are toxic. In addition, the bridging adt moiety is known to be unstable in solution. The H-cluster biosynthesis is performed by a set of three “maturase” proteins, HydE, HydF, and HydG, each containing Fe-S clusters.</span> <span>Two of these, HydE and HydG, are members of the radical SAM superfamily of enzymes, while HydF is a GTPase. Our approach to developing a viable mechanistic proposal for H-cluster synthesis includes chemical biology techniques such as cell free synthesis, isotope sensitive spectroscopy such as electron paramagnetic resonance, and the use of synthetic clusters that can serve as functional substitutes for enzyme intermediates.</span></p><p>	<img alt="" 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data-entity-type="media" data-entity-uuid="78d11f59-1499-40b5-bd94-562e6913412e" alt="Professor David Britt at CCB on YouTube" data-view-mode="hwp_medium"></drupal-media></p>
LOCATION:Pfizer Lecture Hall
STATUS:CONFIRMED
DTSTART:20221212T211500Z
DTEND:20221212T221500Z
END:VEVENT
END:VCALENDAR