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	<title>XChem</title>
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	<link>http://www.xchem.uam.es/xchem</link>
	<description>Lasers for Ultrafast Control</description>
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		<title>Einstein-Bohr “gedanken” experiment made real at last</title>
		<link>http://www.xchem.uam.es/xchem/?p=1397</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1397#comments</comments>
		<pubDate>Fri, 20 Feb 2015 16:18:24 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[News]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1397</guid>
		<description><![CDATA[Young’s double-slit experiment with massive particles is nowadays viewed as the simplest demonstration of wave-particle duality. The question of whether it is possible to determine through which slit the particle passes while preserving the interference patterns has been the object &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1397">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Young’s double-slit experiment with massive particles is nowadays viewed as the simplest demonstration of wave-particle duality. The question of whether it is possible to determine through which slit the particle passes while preserving the interference patterns has been the object of passionate scientific and philosophical discussions. According to Bohr’s complementarity principle of Quantum Mechanics, the determination of which slit the particle passes through inevitably destroys the wave aspects and implies the disappearance of the interference. <a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2015/02/img-natphot1.png"><img class="wp-image-1400 alignright" title="img-natphot" src="http://www.xchem.uam.es/xchem/wp-content/uploads/2015/02/img-natphot1.png" alt="" width="321" height="366" /></a>Einstein disagreed with this point of view and argued that it would be possible to obtain detailed information on position and momentum by using the universally accepted laws of conservation of energy and momentum. To prove it, he suggested a “gedanken” experiment, the so called «Einstein-Bohr recoiling double-slit gedanken experiment», in which one of the two slits in Young’s experiment is allowed to move.  Measuring the momentum transfer between the particle and the moving slit would allow one to identify which slit the particle passed through on its way to the screen. And this without destroying the interference pattern.  In this work, Fernando Martín comments on the first experimental realization of the Einstein-Bohr “gedanken” experiment by using a molecular double slit.</p>
<p><em>Source</em>:<br />
“Thought experiments made real”, Fernando Martín, <em>Nature Photonics</em> <strong>9</strong>, 76–77 (2015)</p>
<p>Read the final article here: <a href="http://www.nature.com/nphoton/journal/v9/n2/full/nphoton.2014.325.html">http://www.nature.com/nphoton/journal/v9/n2/full/nphoton.2014.325.html</a> or a pre-edited version <a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2015/02/JA-34-Nature-Photonics_9_76_15-preprint.pdf">here</a>.</p>
<p>&nbsp;</p>
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		<title>The coreography of helium electrons</title>
		<link>http://www.xchem.uam.es/xchem/?p=1395</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1395#comments</comments>
		<pubDate>Fri, 20 Feb 2015 15:50:14 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[Press]]></category>
		<category><![CDATA[control]]></category>
		<category><![CDATA[correlation]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1395</guid>
		<description><![CDATA[Upon publication of the results on the concerted motion of the two helium electrons (see Nature, 516, 374-378, 2014; doi:10.1038/nature14026), co-authored by the XChem team members L. Argenti and F. Martín, a mention to the results has been published, among &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1395">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Upon publication of the results on the concerted motion of the two helium electrons (see <em>Nature, </em><strong>516</strong>, 374-378, 2014<em>; </em>doi:<a href="http://www.nature.com/nature/journal/v516/n7531/full/nature14026.html">10.1038/nature14026</a>), co-authored by the XChem team members L. Argenti and F. Martín, a mention to the results has been published, among others, in the following media:</p>
<p>Institutional web sites (<a href="http://www.mpg.de/8807786/electrons-motion-attosecond" target="_blank">Max Planck Gesellschaft</a>, <a href="http://www.uam.es/ss/Satellite/es/1242652871049/1242684174014/notcientifica/notCientific/Controlan_la_%E2%80%98danza%E2%80%99_de_los_electrones_del_helio.htm" target="_blank">Universidad Autonoma de Madrid</a>, <a href="http://www.nanoscience.imdea.org/news/2014/controlan-danza-los-electrones-del-helio " target="_blank">IMDEA-Nanociencia</a>, or the website dedicated to <a href="http://www.emes.es/Actualidad/Noticias/Noticia/uam/tabid/581/itemid/5081/type/noticia/Default.aspx" target="_blank">Higher Education in Madrid</a>)<em><strong> scientific news Agencies</strong></em> (<a href="http://www.agenciasinc.es/Noticias/Controlan-la-danza-de-los-electrones-del-helio" target="_blank">SINC</a>, Madrimasd) and other agencies (<a href="http://www.europapress.es/ciencia/laboratorio/noticia-controlan-danza-electrones-helio-20141218143658.html" target="_blank">europapress</a>), <em><strong>National Newspapers</strong></em> (<a href="http://elpais.com/elpais/2014/12/18/ciencia/1418906216_476268.html" target="_blank">El País-Materia</a>), Spanish Royal Society of Physics (<a href="https://rsef.es/images/boletinRSEF/boletinenero2015.PDF ">January 2015 Newsletter</a>), <em><strong>National Radio</strong></em> (<a href="http://mvod1.akcdn.rtve.es/resources/TE_SLABJAL/mp3/6/6/1422350155366.mp3" target="_blank">Radio5-RNE</a>), various scientific blogs and digital media (<a href="http://laquimicaylaciencia.blogspot.com.es/p/quimica-noticias.html" target="_blank">La quimica y la ciencia</a>, <a href="http://noticiasdelaciencia.com/not/12342/controlan-la-lsquo-danza-rsquo-de-los-electrones-del-helio/ " target="_blank">Noticias de la ciencia</a>, <a href="http://www.tendencias21.net/Coreografia-de-una-pareja-de-electrones_a39243.html " target="_blank">Tendencias21</a>, <a href="http://www.fisicahoy.com/noticia/controlan_la_danza_de_los_electrones_del_helio_0" target="_blank">FisicaHoy</a>, <a href="http://www.sciencenewsline.com/summary/2014121814480012.html" target="_blank">ScienceNewsLine</a>), and scientific networks (COST Action <a href="http://xlic.qui.uam.es/?p=1702" target="_blank">CM1204</a>). Other news articles citing the article can be checked at the <a href="http://www.nature.com/nature/journal/v516/n7531/nature14026/metrics/news">publisher&#8217;s web site</a>.</p>
<p>&nbsp;</p>
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		<title>PhD positions on Theoretical Attosecond Molecular Dynamics</title>
		<link>http://www.xchem.uam.es/xchem/?p=1378</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1378#comments</comments>
		<pubDate>Fri, 23 Jan 2015 14:43:12 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[Closed positions]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1378</guid>
		<description><![CDATA[23/01/2015 – Open PhD positions are available to work on coupled electron and nuclear dynamics induced by attosecond laser pulses and strong electromagnetic fields on small and mid-size molecules 10/04/2015 – Award decission [Download] We seek for applicants possessing a bachelor &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1378">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><img title="Open position" src="http://www.xchem.uam.es/xchem/wp-content/themes/xchem/images/positionclosed.jpg" alt="" width="87" height="36" /></p>
<p>23/01/2015 – <strong>Open PhD positions </strong>are available to work on coupled electron and nuclear dynamics induced by attosecond laser pulses and strong electromagnetic fields on small and mid-size molecules</p>
<p>10/04/2015 – Award decission [<a href='http://www.xchem.uam.es/xchem/wp-content/uploads/2015/01/00-AWARD-decision.pdf'>Download</a>]</p>
<p>We seek for applicants possessing a bachelor degree in Physics or Chemical Physics plus post-graduate education (MSc), and good programming skills.</p>
<p>Further information can be found here:</p>
<ul>
<li>How to apply for the PhD position [<a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2015/01/phd-position2015-how-to-apply1.pdf">Download 2015 application guidelines</a>]</li>
<li>Application form [<a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2015/01/phd-position2015-application-Form2.doc">Download application form</a>]</li>
</ul>
<p>Deadline: <strong>March, 15th, 2015</strong></p>
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		<title>Post-doc positions on Theoretical Attosecond Molecular Dynamics</title>
		<link>http://www.xchem.uam.es/xchem/?p=1373</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1373#comments</comments>
		<pubDate>Wed, 21 Jan 2015 14:06:48 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[Closed positions]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1373</guid>
		<description><![CDATA[21/01/2015 – Open Postdoc positions are available to work on coupled electron and nuclear dynamics induced by attosecond laser pulses and strong electromagnetic fields on small and mid-size molecules . 26/03/2015 – Award decission [Download] The applicants should possess a PhD &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1373">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><img title="Open position" src="http://www.xchem.uam.es/xchem/wp-content/themes/xchem/images/positionclosed.jpg" alt="" width="87" height="36" /></p>
<p>21/01/2015 – <strong>Open Postdoc positions</strong> are available to work on coupled electron and nuclear dynamics induced by attosecond laser pulses and strong electromagnetic fields on small and mid-size molecules .</p>
<p>26/03/2015 – Award decission [<a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2015/01/00-AWARD-decision-postdoc-attosec.pdf">Download</a>]</p>
<p>The applicants should possess a <strong>PhD</strong> in <strong>Physics or Chemical Physics</strong> and <strong>strong and demonstrable background in</strong>  atomic, molecular and optical physics, attosecond physics, scattering theory, numerical methods, and programming.</p>
<p>The <strong>one year</strong> postdoc position should start <strong><em>as soon as possible</em></strong> and, in any case, <strong><em>not later than September 1st, 2015</em></strong>. We have funds to extend the contract for a second year based on performance and upon mutual agreement.</p>
<p><span style="text-decoration: underline;">Application procedure</span>: Interested researchers should send a detailed CV, motivation letter and contact information for 2 references (in a single pdf file named as the candidate) to <strong>xchem.positions (at) uam.es</strong>. Further information may be required.<br />
Recommendation letters could be requested during the selection process. Selected candidates shall be contacted for an interview.</p>
<p>Deadline: <strong>February, 15th, 2015</strong></p>
<p>More information  can be found here [<a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2015/01/postdoc-position-attosec-physics.pdf">postdoc-position-attosec-physics-download</a>]</p>
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		<title>A Coreography for Two Electrons on the Stage</title>
		<link>http://www.xchem.uam.es/xchem/?p=1367</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1367#comments</comments>
		<pubDate>Thu, 18 Dec 2014 10:22:40 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[News]]></category>
		<category><![CDATA[control]]></category>
		<category><![CDATA[electrons dance]]></category>
		<category><![CDATA[nature]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1367</guid>
		<description><![CDATA[XChem team, together with researchers at Max Planck Institute for Nuclear Physics in Germany, have for the first time observed and controlled the synchronized movement of the two electrons that make up the helium atom. The work opens the way &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1367">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>XChem team, together with researchers at Max Planck Institute for Nuclear Physics in Germany, have for the first time observed and controlled the synchronized movement of the two electrons that make up the helium atom. The work opens the way for the production of substances that cannot be synthesized using conventional chemical methods.</p>
<p>Electrons moving around an atom nucleus minimize the effect of mutual repulsion by avoiding each other. This results in a &#8220;correlated&#8221; or &#8220;concerted&#8221; movement, in which the behavior of a single electron affects the others. So far, this movement had eluded direct experimental observation of scientists.<br />
In the latest issue of the journal Nature, Spanish and German scientists not only presented the first film of correlated motion of the two electrons that make up the helium atom, they also report having controlled the footsteps of his particular &#8216;dance&#8217;.</p>
<p>To do this they used an advanced version of a technique known as <em>Attosecond Transient Absorption Spectroscopy</em> (ATAS), which combines pulses of visible and ultraviolet light to an ultrafast time scale (about a trillionth of a second).</p>
<p>Experiments consisted on the measure of the transparency of a sample of helium with short flashes of ultraviolet light, depending on the time between the flash and a red pulse generated by a titanium-sapphire laser. The ultraviolet pulse leads the atom to an excited state, where both electrons oscillate in concert. Red light pulse weakens or strengthens the ultraviolet light absorption as a function of the relative position of the two electrons and thus, the time between this pulse and the ultraviolet pulse. From variations in ultraviolet absorption, the movement of both electrons can be reconstructed and thereby generate a motion film. The control of this movement was achieved by varying the intensity of the red pulse.</p>
<p>Since most of the bonds holding atoms –from water molecules to DNA- are formed by a two electron pair, this work opens the door to control the properties of chemical bonds and perhaps to produce compounds that cannot be obtained using standard procedures in Chemistry.</p>
<p>These results were obtained with the help of unprecedented quantum mechanical calculations carried out in the frame of XChem project</p>
<p><a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2014/12/nature-img.png"><img class="alignleft  wp-image-1368" title="nature-img" src="http://www.xchem.uam.es/xchem/wp-content/uploads/2014/12/nature-img.png" alt="" width="273" height="236" /></a>Figure: Snapshots of correlated motion of the two electrons of helium. 15.3 femtosecond (fs) after starting the clock, the two electrons are near the nucleus (red area near the center of the image) and then move away from it. Color indicates the probability of finding an electron at the position A (vertical axis) and the second of electrons in the position B (horizontal axis) on a line drawn through the atom (along the direction of laser polarization). A femtosecond later, ie 16.3 femtoseconds after starting the clock, electrons have moved back to its original position.</p>
<address> </address>
<address><strong>Source</strong>: Ott, C., Kaldun, A., Argenti, L., Raith, P., Meyer, K., Laux, M., Zhang, Y., Battermann, A., Hagstotz, S., Ding, T., Heck, R., Madroñero, J., Martín, F. &amp; Pfeifer, T. “<em>Reconstruction and Control of a Time-Dependent Two-Electron Wave Packet”. </em>Nature<em>, </em>516, 374-378 (2014)<em> </em>December 18/2014 (doi:<a href="http://www.nature.com/nature/journal/v516/n7531/full/nature14026.html">10.1038/nature14026</a>)</address>
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		<title>Post doc position in strong fields</title>
		<link>http://www.xchem.uam.es/xchem/?p=1357</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1357#comments</comments>
		<pubDate>Mon, 03 Nov 2014 23:41:56 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[Closed positions]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1357</guid>
		<description><![CDATA[03/11/2014 &#8211; We have an open Postdoc position for working on modelling of coupled electron-nuclear dynamics in neutral polyatomic molecules under strong fields. In particular, the purpose of the work proposed here is to describe theoretically the various vibrational normal &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1357">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><img title="Open position" src="http://www.xchem.uam.es/xchem/wp-content/themes/xchem/images/positionclosed.jpg" alt="" width="87" height="36" /></p>
<p>03/11/2014 &#8211; We have an <strong>open Postdoc position</strong> for working on modelling of coupled electron-nuclear dynamics in neutral polyatomic molecules under strong fields.<br />
In particular, the purpose of the work proposed here is to describe theoretically the various vibrational normal modes in such molecules using quantum chemistry methods that can account for the multidimensional character of the vibrational motion in molecular ionization processes. This work will be used to study the attosecond dynamics in ionization of these molecules by using a realistic description of the nuclear motion.</p>
<p><em><strong>The applicant should</strong></em> possess a PhD in Theoretical/Computational Physics or Chemistry, demonstrable skills in laser physics, imaging and control of molecular electron dynamics, attosecond chemistry, high harmonic spectroscopy and strong fields.</p>
<p>The <strong>1 year</strong> postdoc position will start on January 2015.</p>
<p>Application procedure: Interested researchers should send a detailed CV and motivation letter to <strong>xchem.positions (at) uam.es</strong>. Further information may be required.</p>
<p>Deadline: <strong>November, 28th, 2014</strong></p>
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		<title>Ultrafast electron dynamics in an aminoacid</title>
		<link>http://www.xchem.uam.es/xchem/?p=1311</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1311#comments</comments>
		<pubDate>Fri, 24 Oct 2014 10:56:29 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[Press]]></category>
		<category><![CDATA[blogs]]></category>
		<category><![CDATA[phenylalanine]]></category>
		<category><![CDATA[press appearances]]></category>
		<category><![CDATA[radio]]></category>
		<category><![CDATA[science]]></category>
		<category><![CDATA[scientific news]]></category>
		<category><![CDATA[social networks]]></category>
		<category><![CDATA[ultrafast electron dynamics]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1311</guid>
		<description><![CDATA[Several european researchers have been able to induce and observe the ultrafast motion of electrons in a biomolecule (the aminoacid phenylalanine) on an attosecond timescale. Charge migration in molecules precedes structural rearrangements which are the basis of many biological processes. &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1311">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><em>Several european researchers have been able to induce and observe the ultrafast motion of electrons in a biomolecule (the aminoacid phenylalanine) on an attosecond timescale.</em></p>
<p>Charge migration in molecules precedes structural rearrangements which are the basis of many biological processes. According to the results presented, charge migration from one end of the phenylalanine molecule to the other takes around 3-4 femtoseconds (one femtosecond = 1.000 attoseconds). <em>This is the fastest process ever observed in a biological structure</em>.</p>
<p>The numerical simulations carried out allowed those researchers to identify, unambiguously, that this fast charge migration  is solely due to the electronic motion of the electrons induced by the attosecond pulse, rather than to structural changes. The ability to provoke and observe purely electronic dynamics in biomolecules is crucial for future applications in attosecond science. This charge migration may, as an example, initiate a chemical reaction.</p>
<p><a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2014/10/img-science.png"><img class="alignright  wp-image-1314" title="img-science" src="http://www.xchem.uam.es/xchem/wp-content/uploads/2014/10/img-science.png" alt="" width="188" height="239" /></a>The work, published in Science on October 17th, results from a theoretical/experimental collaboration among researchers involved in the ERC funded projects <a href="http://www.xchem.uam.es/xchem/" target="_blank">XCHEM </a>(Universidad Autónoma de Madrid) and <a href="http://www.elycheattosecond.fisi.polimi.it/" target="_blank">ELYCHE </a>(Politecnico di Milano), and from the <a href="http://www.qub.ac.uk/schools/SchoolofMathematicsandPhysics/ampr/ultrafastbelfast/Homepage.htm" target="_blank">Ultrafast group</a> at Queen&#8217;s University of Belfast, the <a href="http://www.dsch.units.it/theochem/" target="_blank">Theoretical Chemistry group</a> at the Università di Trieste and the <a href="http://www.mi.ifn.cnr.it/research/ultrafast/attosecond_physics" target="_blank">Attosecond Physics Group</a> at the Institute of Photonics and Nanotechnologies IFN-CNR of Milano and Padova.</p>
<p>This information has appeared in several <em><strong>institutional websites</strong></em> (<a href="http://www.uam.es/ss/Satellite/es/1242652961774/contenidoFinal/Noticias_Cientificas.htm" target="_blank">UAM</a>, <a href="http://www.nanoscience.imdea.org/news/2014/dinamica-electronica-ultrarrapida-moleculas-esenciales-vida" target="_blank">IMDEA-Nanoscience</a>, <a href="http://www.qub.ac.uk/schools/SchoolofMathematicsandPhysics/ampr/ultrafastbelfast/Homepage.htm" target="_blank">QUB-Ulfrafast-group</a>, <a href="http://www.polimi.it/en/news/detail/article/3575/il-politecnico-sulle-riviste-internazionali-due-studi-pubblicati-su-science-e-su-nature-3436/" target="_blank">Politecnico de Milano</a>, <a href="http://www.cnr.it/cnr/news/CnrNews?IDn=3080" target="_blank">CNR</a>, <a href="http://www.mi.ifn.cnr.it/research/ultrafast/attosecond_physics" target="_blank">IFN-CNR</a>, who also published <em><strong>press releases</strong></em> (<a href="http://goo.gl/JLBkeB" target="_blank">UAM</a>, <a href="http://www.nanoscience.imdea.org/sites/default/files/pdf/press-releases/2014/nota_imdea_f_martin_science_0.pdf" target="_blank">IMDEA-Nanoscience</a>, <a href="http://www.polimi.it/fileadmin/user_upload/comunicati_stampa/1413536519_Comst_Science_DEF.pdf" target="_blank">Polimi</a> and <a href="http://www.alphagalileo.org/ViewItem.aspx?ItemId=146423&amp;CultureCode=en" target="_blank">QUB</a>).</p>
<p>Several media have echoed the news, appearing articles in <em><strong>scientific news&#8217; agencies</strong></em> (<a href="http://www.agenciasinc.es/Noticias/Observado-el-movimiento-ultrarrapido-de-los-electrones-en-una-molecula-vital" target="_blank">SINC</a>, <a href="http://www.madrimasd.org/informacionidi/noticias/noticia.asp?id=61820&amp;origen=notiweb&amp;dia_suplemento=martes" target="_blank">Madrimasd</a>), <em><strong>learned societies</strong></em> of <a href="http://www.rseq-stm.es/2014/10/dinamica-electronica-ultrarapida-en-moleculas-esenciales-para-la-vid/" target="_blank">chemistry </a>and <a href="https://rsef.es/images/boletinRSEF/boletinNOVIEMBRE2014.pdf" target="_blank">physics</a>, european research networks (<a href="http://xlic.qui.uam.es/?p=1566" target="_blank">XLIC</a>), <em><strong>digital media</strong></em> (<a href="http://www.tendencias21.net/Primera-medicion-del-movimiento-ultrarrapido-de-electrones-en-una-molecula_a37910.html " target="_blank">Tendencias Cientificas</a>, <a href="http://noticiasdelaciencia.com/not/11698/observado-el-movimiento-ultrarrapido-de-los-electrones-en-una-molecula-vital/" target="_blank">Amazing NCyT</a>, <a href="http://www.betawired.com/check-out-the-ultrafast-motion-of-electrons-in-a-molecule/149542/" target="_blank">BetaWired</a>, <a href="http://www.ideal.es/agencias/20140120/mas-actualidad/internacional/fujitsu-sellan-convenio-para-crear_201401201705.html" target="_blank">Ideal</a>, <a href="http://www.solociencia.com/2014/10/16/observado-el-movimiento-ultrarrapido-de-los-electrones-en-una-molecula-vital/" target="_blank">Solociencia</a>), specialized <em><strong>blogs</strong></em> (Blog in <a href="http://www.madrimasd.org/blogs/biocienciatecnologia/2014/10/20/133064" target="_blank">Bio-Science+Technology</a>), <em><strong>newsletters</strong></em> (COST <a href="http://xlic.qui.uam.es/wp-content/plugins/download-monitor/download.php?id=77" target="_blank">CM1204 Action Newsletter nº3</a>, Boletín campus <a href="http://www.uam.es/bocei/octubre14/octubre.htm">UAM+CSIC</a>), <em><strong>radio</strong></em> (<a href="http://mvod1.akcdn.rtve.es/resources/TE_SMARCAE/mp3/7/4/1415010594847.mp3" target="_blank">Radio Exterior-RNE</a>, <a href="http://mvod1.akcdn.rtve.es/resources/TE_SLABJAL/mp3/7/6/1416477099567.mp3" target="_blank">Radio5-RNE</a>, <a href="http://www.cinturondeorion.com/wp/archives/1332" target="_blank">Radio San Vicente</a>), <em><strong>YouTube</strong></em> (<a href="http://youtu.be/KAka2qaIrmo?list=UUuV08OGxvz80SQvcj4ZBfKw">uam-csic channel</a>) and <em><strong>social networks</strong></em> (<a href="https://www.facebook.com/UCCUAM" target="_blank">UCC-UAM</a>, <a href="https://twitter.com/UAM_Gazette/status/523034943107399680" target="_blank">UAM-Gazette</a>.<a href="https://twitter.com/agencia_sinc/status/522998000172298241" target="_blank">Twitter – SINC</a>, <a href="https://www.facebook.com/CostXLIC" target="_blank">XLIC</a>, etc).</p>
<p>Following the press release published at <a href="http://www.alphagalileo.org/ViewItem.aspx?ItemId=146423&amp;CultureCode=en" target="_blank">Queen&#8217;s University of Belfast</a>, several English-written online sites have highlighted the importance of the work, &#8220;the fastest process ever observed in a biological structure&#8221;, &#8220;a groundbreaking discovery that has implications for understanding how radiotherapy kills cancer cells&#8221; (see <a href="http://phys.org/news/2014-10-attosecond-science-breakthrough.html" target="_blank">PhysOrg</a>, <a style="line-height: 24px;" href="http://www.sciencedaily.com/releases/2014/10/141021085526.htm" target="_blank">ScienceDaily</a><span style="line-height: 24px;">, <a href="http://www.chemistry2011.org/news/OrganicChemistry/MedicinalChemistry/HowRadiotherapyKillsCancerCells" target="_blank">Chemistry2011</a>, <a href="http://nanotech.einnews.com/article__detail/230311554?lcode=kbtF7eDhQs1399Yz3MGtQg%3D%3D" target="_blank">Nanotechnology News</a>, <a href="https://www.h2020uk.org/web/healthcare/article-view/-/blogs/queen-s-in-international-attosecond-science-breakthrough?_33_redirect=https%3A%2F%2Fwww.h2020uk.org%2Fweb%2Fhealthcare%2Farticle-view%3Fp_p_id%3D33%26p_p_lifecycle%3D0%26p_p_state%3Dnormal%26p_p_mode%3Dview%26p_p_col_id%3Dcolumn-1%26p_p_col_count%3D1" target="_blank">H202UK</a>)</span></p>
<p><em>Highlights</em>:</p>
<ul>
<li>Prof. Martin interviewed in the Spanish radio program &#8220;Marca España&#8221;, on  Nov 3 2014, at <a href="http://www.rtve.es/alacarta/rne/radio-exterior/" data-hovercard="/ajax/hovercard/page.php?id=104046346297339">Radio Exterior de España</a>. Listen it <a href="http://mvod1.akcdn.rtve.es/resources/TE_SMARCAE/mp3/7/4/1415010594847.mp3" target="_blank">here</a>.</li>
<li>Listen to Fernando Martin&#8217;s <a href="http://www.cinturondeorion.com/wp/archives/1332" target="_blank">radio interview</a> in a popular science program.</li>
<li>Video at <a href="http://youtu.be/KAka2qaIrmo?list=UUuV08OGxvz80SQvcj4ZBfKw">UAM+CSIC &#8220;Campus of Excellence&#8221; You Tube channel</a></li>
</ul>
<p>&nbsp;</p>
]]></content:encoded>
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		<item>
		<title>Ultrafast Electron Dynamics in a Biomolecule Initiated by Attosecond Pulses</title>
		<link>http://www.xchem.uam.es/xchem/?p=1254</link>
		<comments>http://www.xchem.uam.es/xchem/?p=1254#comments</comments>
		<pubDate>Thu, 16 Oct 2014 20:55:57 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
				<category><![CDATA[News]]></category>
		<category><![CDATA[phenylalanine]]></category>
		<category><![CDATA[science]]></category>
		<category><![CDATA[ultrafast electron dynamics]]></category>

		<guid isPermaLink="false">http://www.xchem.uam.es/xchem/?p=1254</guid>
		<description><![CDATA[Several european researchers have been able to induce and measure an ultrafast charge migration in a complex molecule. This phenomenon precede any structural rearrangement of molecules and is the basis of many biological processes. The work has been published[1] in &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1254">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><em>Several european researchers have been able to induce and measure an ultrafast charge migration in a complex molecule. This phenomenon precede any structural rearrangement of molecules and is the basis of many biological processes. The work has been published<em><sup>[1]</sup></em> in the journal <a href="http://www.sciencemag.org/content/346/6207/336/suppl/DC1" target="_blank">Science</a>.</em></p>
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" alt="" width="422" height="360" /></p>
<p>Figure: Snapshots of charge distribution on the most abundant conformer of the aminoacid phenylalanine. The charge density can take negative and positive values ​​(yellow) or (purple). The charge migration from one end of the molecule to the other takes no more than three or four femtoseconds.</p>
<p>&nbsp;</p>
<p>The work arises from a cooperation among several European researchers (among them the PI’s of two ERC AdG projects, ELYCHE project, with GA nº 227355 and XCHEM project, with GA nº 290853). A clear experimental evidence of ultrafast charge dynamics in the phenylalanine amino acid, after prompt ionization induced by attosecond pulses, has been found. Charge migration shows up as oscillations in the yield of a doubly-charged molecular fragment produced from ionization of a second electron by a probe pulse as a function of its delay time. Two main frequencies were measured: 0.24 PHz (corresponding to a period of 4.2 fs) and 0.36 PHz (period of 2.8 fs), thus confirming the electronic origin of the measured dynamics. Numerical simulations of the temporal evolution of the electronic wave packet created by the attosecond pulse strongly support the interpretation of the experimental data in terms of charge migration.</p>
<p>The ability to initiate and observe purely electronic dynamics in the building blocks of life represents a crucial step forward in attosecond science, which is progressively moving towards the investigation of more and more complex systems and can be considered as a first contribution towards <em>attobiology</em>.</p>
<p><a href="http://www.xchem.uam.es/xchem/wp-content/uploads/2014/10/researchers-img1.jpg"><img class="alignright  wp-image-1256" title="researchers-img" src="http://www.xchem.uam.es/xchem/wp-content/uploads/2014/10/researchers-img1.jpg" alt="" width="253" height="304" /></a>Direct measurement of the ultrafast charge dynamics in an amino acid, initiated by attosecond pulses, represents a crucial benchmark for the extension of attosecond methodology to biology. In the same way in which femtosecond pulses have contributed (and still contribute) to the investigation and understanding of important biological processes, attosecond science offers the possibility to elucidate, on a temporal scale preceding nuclear motion, subtle processes ultimately triggering and determining the response of biomolecules. For instance, how the ultrafast motion of a hole in DNA created by a high-energy particle might initiate cell necrosis or mutation. The results obtained in the case of phenylalanine can be seen as the first experimental confirmation that attosecond pulses and techniques will be essential tools for understanding of dynamical processes on a temporal scale that is relevant for the evolution of crucial microscopic events at the heart of the macroscopic biological response of molecular complexes.</p>
<p style="text-align: right;"><em>The picture shows XChem researchers directly involved in this work</em></p>
<p style="text-align: left;"><em><sup>[1]</sup></em> Ultrafast electron dynamics in phenylalanine initiated by attosecond pulses<br />
F. Calegari, D. Ayuso, A. Trabattoni, L. Belshaw, S. De Camillis, S. Anumula, F. Frassetto, A. Palacios, P. Decleva, J. B. Greenwood, F. Martín, M. Nisoli<br />
<em>Science</em> <strong>346</strong>, 336-339 (2014). DOI:<a href="http://www.sciencemag.org/content/346/6207/336/suppl/DC1" target="_blank">10.1126/science.1254061</a></p>
]]></content:encoded>
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		<title>2014 PhD opening</title>
		<link>http://www.xchem.uam.es/xchem/?p=1236</link>
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		<pubDate>Mon, 05 May 2014 10:27:07 +0000</pubDate>
		<dc:creator><![CDATA[beatriz.martin]]></dc:creator>
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		<description><![CDATA[05/05/2014 &#8211; Open PhD position for working in &#8220;Theoretical Modelling of Laser-Induced Ultrafast Phenomena” 30/09/2014 – Award decission [Download] We seek for applicants possessing a bachelor degree in Physics or Chemistry plus post-graduate education (MSc), and good programming skills. Further &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1236">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p><img src="http://www.xchem.uam.es/xchem/wp-content/themes/xchem/images/positionclosed.jpg" alt="openposition" width="87" height="36" /></p>
<p>05/05/2014 &#8211; <strong>Open PhD position</strong> for working in <strong>&#8220;Theoretical Modelling of Laser-Induced Ultrafast Phenomena”</strong></p>
<p>30/09/2014 – Award decission [<a href="http://www.xchem.uam.es/xchem/wp-content/plugins/download-monitor/download.php?id=66http://">Download</a>]</p>
<p>We seek for applicants possessing a bachelor degree in Physics or Chemistry plus post-graduate education (MSc), and good programming skills.</p>
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		<title>UAM &#8211; Shigeru Sasaki in the openning ceremony of UAM-Fujitsu cooperation agreement</title>
		<link>http://www.xchem.uam.es/xchem/?p=1232</link>
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		<pubDate>Wed, 26 Mar 2014 22:25:22 +0000</pubDate>
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		<description><![CDATA[Shigeru Sasaki, Vice President of Fujitsu Laboratories inaugurates the UAM-Fujitsu cooperation agreement in Scientific Computing and Big Data. The activities in relation with UAM-Fujitsu agreement were officially inaugurated past March 17, 2014 with a meeting among representatives from Autonomous University &#8230; <a href="http://www.xchem.uam.es/xchem/?p=1232">Continue reading <span class="meta-nav">&#8594;</span></a>]]></description>
				<content:encoded><![CDATA[<p>Shigeru Sasaki, Vice President of Fujitsu Laboratories inaugurates the UAM-Fujitsu cooperation agreement in Scientific Computing and Big Data.</p>
<p>The activities in relation with UAM-Fujitsu agreement were officially inaugurated past March 17, 2014 with a meeting among representatives from Autonomous University of Madrid, Sciences Faculty, other research centers and universities in Madrid region and Fujitsu.</p>
<p>Shigeru Sasaki, in his lecture &#8220;People-centered innovation&#8221;, showed the latest developments and research lines being developed by Fujitsu to solve the problems affecting society from the point of view of computing and computer science.<br />
Shigeru Sasaki stressed that the collaboration between UAM and Fujitsu is very important because each country has its own problems and needs their own solutions. This cooperation will lead to significant business opportunities.</p>
<p>This information was published in the <a href="http://www.uam.es/ss/Satellite/es/1242649910548/1242676350949/noticia/noticia/Shigeru_Sasaki,_vicepresidente_de_los_Laboratorios_Fujitsu,_inaugura_la__Catedra_de_patrocinio_%E2%80%9CUAM-.htm" target="_blank">University </a>and <a href="http://www.uam.es/ss/Satellite/Ciencias/es/1234888218885/1242676331376/noticia/detalle/Shigeru_Sasaki,_vicepresidente_de_los_Laboratorios_Fujitsu,_inaugura_la__Catedra_de_patrocinio_%E2%80%9CUAM-.htm" target="_blank">Sciences Faculty</a> web sites.</p>
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