<html><head><meta http-equiv="Content-Type" content="text/html charset=iso-8859-1"></head><body style="word-wrap: break-word; -webkit-nbsp-mode: space; -webkit-line-break: after-white-space; ">Hi Stephanie,<div><br></div><div>Try:</div><div><br></div><div><div dir="ltr">pc.add_phase_object(tracerp25,["z","velocity_z","CellMass"],weight=None, x_log=False, y_log=False)</div><div><br></div>Best,</div><div><br></div><div>John</div><div><br><div><div>On Oct 21, 2013, at 10:10 PM, Stephanie Tonnesen <<a href="mailto:stonnes@gmail.com">stonnes@gmail.com</a>> wrote:</div><br class="Apple-interchange-newline"><blockquote type="cite"><div dir="ltr"><div><div>Hi Everyone,<br><br></div>I am trying to make a phase plot, and I want both of my axes to be linear.  I write:<br></div>    pc = PlotCollection(pf)<br><div>    tracerp25 = alld.cut_region(["grid['specific_scalar[0]'] > 0.25", "grid['z'] > 0.01"])<br>
    pc.add_phase_object(tracerp25,["z","velocity_z","CellMass"],weight=None)<br>    p.set_log("z",False)<br>    p.set_log("velocity_z",False)<br>    pc.save()<br><br></div>
<div>And get the figure below.  I am betting there is a simple command I am missing.  <br><br></div><div>Thanks!<br><br></div><div>Stephanie<br><br></div><div><img src="data:image/png;base64,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" alt="" height="409" width="420"><br>
</div></div>
_______________________________________________<br>yt-users mailing list<br><a href="mailto:yt-users@lists.spacepope.org">yt-users@lists.spacepope.org</a><br>http://lists.spacepope.org/listinfo.cgi/yt-users-spacepope.org<br></blockquote></div><br></div></body></html>