<html>Dear devellopers, dear all,<br /><br />?? Is there a way to do a phonon parallelisation over the representations of a same q-point ??<br /><br />I think they are all calculated separatelly and communicate only at the end of each convergeance to fill the dynamical matrix, didn't it?<br /><br />This would be a much more efficent parallelisation than the nimage one: no processors would 'sleep' because of the high number of representations,<br />and this allow to complete phonon calculation for much larger cells.<br /><br />Best regards,<br /><br />Antoine Jay
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" />

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