
<div>Dear user:</div>  <div>We know that&nbsp;observing the sampled conformations in the subspace spanned by the eigenvectors is a so-called two-dimensional projection(2D projection), in 2-D projection, each point represents a snapshot from the simulation, and the distribution shows the sampled region along the first two eigenvectors during the simulation. But I&nbsp;feel confounded, because I do not know to how to obtain corresponding conformation for each point in the&nbsp;2-D projection. Some papers can show these corresponding conformation. Please help me! </div><BR><BR><br><a rel="nofollow" class="plink" target="_blank" href="http://cn.webmessenger.yahoo.com/index.php?t=1&to=eWlkPXpoYW94aWl0YzIwMDI-&sig=703fa929658518b2720b087c59cd85f2dabf8844 "><img class="pimg" style="" alt="4" src="http://opi.yahoo.com/online?u=zhaoxiitc2002&t=4&l=cn" border="0"></a><p>&#32;


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