BEGIN:VCALENDAR
VERSION:2.0
X-WR-CALNAME;VALUE=TEXT:Dan Weix (U Wisconsin-Madison)
PRODID:-//Harvard events data//EN
BEGIN:VEVENT
UID:event_1517411_0
SUMMARY:Dan Weix (U Wisconsin-Madison)
DESCRIPTION:<p>	Title: New Chemical Space from Cross-Electrophile Coupling</p><p>	<!--break--></p><p>	<img alt="" 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">The primary challenge for synthetic chemists is supporting the efficient exploration of chemical space to find the best molecules for understanding or solving problems. In the past decade, cross-electrophile coupling, the union of two different electrophiles through transition-metal catalysis under reducing conditions, has become an increasingly used tool in these efforts. By focusing method development on the largest pools of pre-functionalized molecules, the millions of available carbon electrophiles, chemical space can be more efficiently accessed than through reactions limited to the thousands of carbon nucleophiles. Development of these reactions requires the development of strategies to utilize the most abundant electrophile pools and to ensure the reactions favor the cross-coupled product over potential homodimeric products. Guided by mechanistic understanding, we have developed general strategies tailored to C(sp2)-C(sp2), C(sp2)-C(sp3), and C(sp3)-C(sp3) bond formation based upon differential modes of activation (two-electron vs single-electron), multimetallic catalysis, and utilizing the general idea of persistent vs transient intermediates. This talk will briefly introduce the mechanistic underpinnings of selectivity in cross-electrophile coupling reactions and then discuss recent developments and new reactions. In particular, this talk will explore the use of new types of electrophiles derived from ketones, amines, carboxylic acids, and alcohols, and less reactive electrophiles, such as organic chlorides and sulfonate esters. Finally, applications to industrial challenges both large and small will be presented.</p><p>	 </p><p>	<drupal-media data-entity-type="media" data-entity-uuid="8d9eb84e-96a9-4c5f-97af-32aa3e8d8e05" alt="Professor Dan Weix at CCB on YouTube" data-view-mode="hwp_medium"></drupal-media></p>
LOCATION:Pfizer Lecture Hall
STATUS:CONFIRMED
DTSTART:20230925T201500Z
DTEND:20230925T211500Z
END:VEVENT
END:VCALENDAR