# Plot contours of equilibrium T
execdir = os.path.dirname(sys.argv[0])
for col, Av, D in [
[myblue, 0.0, 0.2],
[mygreen, 3.0, 0.2],
[myred, 30.0, 0.2],
[myblue, 0.0, 0.5],
[mygreen, 3.0, 0.5],
[myred, 30.0, 0.5],
[myblue, 0.0, 2.0],
[mygreen, 3.0, 2.0],
[myred, 30.0, 2.0],
]:
f = open(os.path.join(execdir, "hc-equilib-Av%.1f-D%.1f.dat" % (Av, D)), "r")
dens, Teq = N.loadtxt(f, unpack=True)
g.plot(data.values(x=N.log10(dens), y=N.log10(Teq)), [line([linestyle.solid, linewidth.thin, col])])
# Plot contours of cooling time
cooltimes = [1.e2, 1.e3, 1.e4, 1.e5]
from hctcool import cooling_time_years
from contour import contour_rectgrid
dgrid = N.linspace(nmin, nmax, num=200) # finer grid necessary to give smooth contours
tgrid = N.linspace(tmin, tmax, num=200)
tcgrid = cooling_time_years(*N.meshgrid(10**dgrid, 10**tgrid))
contours = contour_rectgrid(dgrid, tgrid, tcgrid, cooltimes)
for i, contourset in enumerate(contours):
for contour in contourset:
g.plot(data.values(x=contour[0], y=contour[1]), [line([linestyle.dotted])])
gtitle = r'\texttt{%s}, $t = %.3f$~Myr' % (runid, age_Myr)
The instance variable title and defaultstyles contain the data title and
the default styles (a list of styles), respectively.
"""
def dynamiccolumns(self, graph):
"""create and return dynamic columns data
Returns dynamic data matching the given axes (the axes range and other
data might be used). The return value is a dictionary similar to the
columns instance variable.
"""
return {}
defaultsymbols = [style.symbol()]
defaultlines = [style.line()]
class values(_data):
defaultstyles = defaultsymbols
def __init__(self, title="user provided values", **columns):
for i, values in enumerate(columns.values()):
if i and len(values) != l:
raise ValueError("different number of values")
else:
l = len(values)
self.columns = columns
self.columnnames = columns.keys()
self.title = title
]) + r'\end{tabular}',
[pyx.text.valign.top, pyx.trafo.scale(0.7)])
#####
#
# New part 12 Apr 2009 - a multitude of lines on the thermodynamics graphs
#
#####
if varstring.startswith("n-T"):
from pyx.style import linestyle, linewidth
from pyx.color import transparency
from pyx.graph.style import line
from pyx.graph import data
line.defaultlineattrs += [linewidth.thick, transparency(0.5)]
# Free-fall time < 1.e5 years
g.plot(data.function("x(y) = 5.31"), [line([linestyle.dashed])])
# Plot contours of Jeans instability
for MJeans in (0.0, 1.0):
g.plot(data.function("y(x) = 0.491 + 0.6667*MJeans + 0.333*(x-3.0)",
context=locals()),
[line([linestyle.solid, linewidth.Thick])])
# Plot contours of equilibrium T
execdir = os.path.dirname(sys.argv[0])
for Av, D in [
[0.0, 0.3],
[2.0, 0.3],
[10.0, 0.3],
[0.0, 1.0],
[2.0, 1.0],
[10.0, 1.0],
]:
The instance variable title and defaultstyles contain the data title and
the default styles (a list of styles), respectively.
"""
def dynamiccolumns(self, graph):
"""create and return dynamic columns data
Returns dynamic data matching the given axes (the axes range and other
data might be used). The return value is a dictionary similar to the
columns instance variable.
"""
return {}
defaultsymbols = [style.symbol()]
defaultlines = [style.line()]
class values(_data):
defaultstyles = defaultsymbols
def __init__(self, title="user provided values", **columns):
for i, values in enumerate(columns.values()):
if i and len(values) != l:
raise ValueError("different number of values")
else:
l = len(values)
self.columns = columns
self.columnnames = columns.keys()
self.title = title
from pyx.style import linewidth, linestyle
from pyx.graph import graphxy
from pyx.graph.axis import linear
from pyx.graph.axis.painter import regular
from pyx.graph.style import line
from pyx.graph.data import function
mypainter = regular(basepathattrs=[earrow.normal], titlepos=1)
def mycos(x): return -cos(x)+.10*x
g = graphxy(height=5, x2=None, y2=None,
x=linear(min=-2.5*pi, max=3.3*pi, parter=None,
painter=mypainter, title=r"$\delta\phi$"),
y=linear(min=-2.3, max=2, painter=None))
g.plot(function("y(x)=mycos(x)", context=locals()),
[line(lineattrs=[linewidth.Thick])])
g.finish()
x1, y1 = g.pos(-pi+.1, mycos(-pi+.1))
x2, y2 = g.pos(-.1, mycos(-.1))
x3, y3 = g.pos(pi+.1, mycos(pi+.1))
g.stroke(path.line(x1-.5, y1, x1+.5, y1), [linestyle.dashed])
g.stroke(path.line(x1-.5, y3, x3+.5, y3), [linestyle.dashed])
g.stroke(path.line(x2-.5, y2, x3+.5, y2), [linestyle.dashed])
g.stroke(path.line(x1, y1, x1, y3), [barrow.normal, earrow.normal])
g.stroke(path.line(x3, y2, x3, y3), [barrow.normal, earrow.normal])
g.text(x1+.2, 0.5*(y1+y3), r"$2\pi\gamma k\Omega$", [text.vshift.middlezero])
g.text(x1-.6, y1-.1, r"$E_{\rm b}$", [text.halign.right])
g.text(x3+.15, y2+.20, r"$2J_k(\varepsilon/\Omega)+\pi\gamma k\Omega$")