def test_impulse_deltav_general_curved_hernquist():
from galpy.df import impulse_deltav_hernquist_curvedstream, \
impulse_deltav_general_curvedstream
from galpy.potential import HernquistPotential
GM = 1.5
tol= -10.
kick= impulse_deltav_hernquist_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
GM,4.)
# Note factor of 2 in definition of GM and amp
pp= HernquistPotential(amp=2.*GM,a=4.)
general_kick= impulse_deltav_general_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Hernquist calculation for a Hernquist potential, for curved stream'
# Same for a bunch of positions
GM = numpy.pi
v= numpy.zeros((100,3))
v[:,0]= 3.4
xpos= numpy.random.normal(size=100)
xpos= numpy.array([xpos,numpy.zeros(100),numpy.zeros(100)]).T
kick= impulse_deltav_hernquist_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
GM,numpy.exp(1.))
pp= HernquistPotential(amp=2.*GM,a=numpy.exp(1.))
general_kick=\
impulse_deltav_general_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Hernquist calculation for a Hernquist potential, for curved stream'
return None
def test_impulse_deltav_general_curved_hernquist():
from galpy.df import impulse_deltav_hernquist_curvedstream, \
impulse_deltav_general_curvedstream
from galpy.potential import HernquistPotential
GM = 1.5
tol= -10.
kick= impulse_deltav_hernquist_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
GM,4.)
# Note factor of 2 in definition of GM and amp
pp= HernquistPotential(amp=2.*GM,a=4.)
general_kick= impulse_deltav_general_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Hernquist calculation for a Hernquist potential, for curved stream'
# Same for a bunch of positions
GM = numpy.pi
v= numpy.zeros((100,3))
v[:,0]= 3.4
xpos= numpy.random.normal(size=100)
xpos= numpy.array([xpos,numpy.zeros(100),numpy.zeros(100)]).T
kick= impulse_deltav_hernquist_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
GM,numpy.exp(1.))
pp= HernquistPotential(amp=2.*GM,a=numpy.exp(1.))
general_kick=\
impulse_deltav_general_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Hernquist calculation for a Hernquist potential, for curved stream'
return None
def test_impulse_deltav_general_curved():
from galpy.df import impulse_deltav_plummer_curvedstream, \
impulse_deltav_general_curvedstream
from galpy.potential import PlummerPotential
tol= -10.
kick= impulse_deltav_plummer_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
1.5,4.)
pp= PlummerPotential(amp=1.5,b=4.)
general_kick= impulse_deltav_general_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Plummer calculation for a Plummer potential, for curved stream'
# Same for a bunch of positions
v= numpy.zeros((100,3))
v[:,0]= 3.4
xpos= numpy.random.normal(size=100)
xpos= numpy.array([xpos,numpy.zeros(100),numpy.zeros(100)]).T
kick= impulse_deltav_plummer_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
numpy.pi,numpy.exp(1.))
pp= PlummerPotential(amp=numpy.pi,b=numpy.exp(1.))
general_kick=\
impulse_deltav_general_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Plummer calculation for a Plummer potential, for curved stream'
return None
def test_impulse_deltav_general_curved():
from galpy.df import impulse_deltav_plummer_curvedstream, \
impulse_deltav_general_curvedstream
from galpy.potential import PlummerPotential
tol= -10.
kick= impulse_deltav_plummer_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
1.5,4.)
pp= PlummerPotential(amp=1.5,b=4.)
general_kick= impulse_deltav_general_curvedstream(\
numpy.array([[3.4,0.,0.]]),
numpy.array([[4.,0.,0.]]),
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Plummer calculation for a Plummer potential, for curved stream'
# Same for a bunch of positions
v= numpy.zeros((100,3))
v[:,0]= 3.4
xpos= numpy.random.normal(size=100)
xpos= numpy.array([xpos,numpy.zeros(100),numpy.zeros(100)]).T
kick= impulse_deltav_plummer_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
numpy.pi,numpy.exp(1.))
pp= PlummerPotential(amp=numpy.pi,b=numpy.exp(1.))
general_kick=\
impulse_deltav_general_curvedstream(\
v,
xpos,
3.,
numpy.array([0.,numpy.pi/2.,0.]),
numpy.array([0.,0.,0.]),
numpy.array([3.4,0.,0.]),
pp)
assert numpy.all(numpy.fabs(kick-general_kick) < 10.**tol), 'general kick calculation does not agree with Plummer calculation for a Plummer potential, for curved stream'
return None
