def urs_ungridded2sww(basename_in='o',
basename_out=None,
verbose=False,
mint=None,
maxt=None,
mean_stage=0,
origin=None,
hole_points_UTM=None,
zscale=1):
"""
Convert URS C binary format for wave propagation to
sww format native to abstract_2d_finite_volumes.
Specify only basename_in and read files of the form
basefilename-z-mux, basefilename-e-mux and
basefilename-n-mux containing relative height,
x-velocity and y-velocity, respectively.
Also convert latitude and longitude to UTM. All coordinates are
assumed to be given in the GDA94 datum. The latitude and longitude
information is assumed ungridded grid.
min's and max's: If omitted - full extend is used.
To include a value min ans max may equal it.
Lat and lon are assumed to be in decimal degrees.
origin is a 3-tuple with geo referenced
UTM coordinates (zone, easting, northing)
It will be the origin of the sww file. This shouldn't be used,
since all of anuga should be able to handle an arbitary origin.
The mux point info is NOT relative to this origin.
URS C binary format has data organised as TIME, LONGITUDE, LATITUDE
which means that latitude is the fastest
varying dimension (row major order, so to speak)
In URS C binary the latitudes and longitudes are in assending order.
Note, interpolations of the resulting sww file will be different
from results of urs2sww. This is due to the interpolation
function used, and the different grid structure between urs2sww
and this function.
Interpolating data that has an underlying gridded source can
easily end up with different values, depending on the underlying
mesh.
consider these 4 points
50 -50
0 0
The grid can be
-
|\| A
-
or;
-
|/| B
-
If a point is just below the center of the midpoint, it will have a
+ve value in grid A and a -ve value in grid B.
"""
from anuga.mesh_engine.mesh_engine import NoTrianglesError
from anuga.pmesh.mesh import Mesh
files_in = [
basename_in + WAVEHEIGHT_MUX_LABEL, basename_in + EAST_VELOCITY_LABEL,
basename_in + NORTH_VELOCITY_LABEL
]
quantities = ['HA', 'UA', 'VA']
# instantiate urs_points of the three mux files.
mux = {}
for quantity, file in zip(quantities, files_in):
mux[quantity] = Read_urs(file)
# Could check that the depth is the same. (hashing)
# handle to a mux file to do depth stuff
a_mux = mux[quantities[0]]
# Convert to utm
lat = a_mux.lonlatdep[:, 1]
long = a_mux.lonlatdep[:, 0]
points_utm, zone = convert_from_latlon_to_utm(latitudes=lat,
longitudes=long)
elevation = a_mux.lonlatdep[:, 2] * -1
# grid (create a mesh from the selected points)
# This mesh has a problem. Triangles are streched over ungridded areas.
# If these areas could be described as holes in pmesh, that would be great.
# I can't just get the user to selection a point in the middle.
# A boundary is needed around these points.
# But if the zone of points is obvious enough auto-segment should do
# a good boundary.
mesh = Mesh()
mesh.add_vertices(points_utm)
mesh.auto_segment(smooth_indents=True, expand_pinch=True)
# To try and avoid alpha shape 'hugging' too much
mesh.auto_segment(mesh.shape.get_alpha() * 1.1)
if hole_points_UTM is not None:
point = ensure_absolute(hole_points_UTM)
mesh.add_hole(point[0], point[1])
try:
mesh.generate_mesh(minimum_triangle_angle=0.0, verbose=False)
except NoTrianglesError:
# This is a bit of a hack, going in and changing the data structure.
mesh.holes = []
mesh.generate_mesh(minimum_triangle_angle=0.0, verbose=False)
mesh_dic = mesh.Mesh2MeshList()
#mesh.export_mesh_file(basename_in + '_168.tsh')
#import sys; sys.exit()
# These are the times of the mux file
mux_times = []
for i in range(a_mux.time_step_count):
mux_times.append(a_mux.time_step * i)
(mux_times_start_i,
mux_times_fin_i) = read_time_from_mux(mux_times, mint, maxt)
times = mux_times[mux_times_start_i:mux_times_fin_i]
if mux_times_start_i == mux_times_fin_i:
# Close the mux files
for quantity, file in zip(quantities, files_in):
mux[quantity].close()
msg = "Due to mint and maxt there's no time info in the boundary SWW."
raise Exception(msg)
# If this raise is removed there is currently no downstream errors
points_utm = ensure_numeric(points_utm)
assert num.alltrue(
ensure_numeric(mesh_dic['generatedpointlist']) == ensure_numeric(
points_utm))
volumes = mesh_dic['generatedtrianglelist']
# Write sww intro and grid stuff.
if basename_out is None:
swwname = basename_in + '.sww'
else:
swwname = basename_out + '.sww'
if verbose: log.critical('Output to %s' % swwname)
outfile = NetCDFFile(swwname, netcdf_mode_w)
# For a different way of doing this, check out tsh2sww
# work out sww_times and the index range this covers
sww = Write_sww(['elevation'], ['stage', 'xmomentum', 'ymomentum'])
sww.store_header(outfile,
times,
len(volumes),
len(points_utm),
verbose=verbose,
sww_precision=netcdf_float)
outfile.mean_stage = mean_stage
outfile.zscale = zscale
sww.store_triangulation(outfile,
points_utm,
volumes,
zone,
new_origin=origin,
verbose=verbose)
sww.store_static_quantities(outfile, elevation=elevation)
if verbose: log.critical('Converting quantities')
# Read in a time slice from each mux file and write it to the SWW file
j = 0
for ha, ua, va in zip(mux['HA'], mux['UA'], mux['VA']):
if j >= mux_times_start_i and j < mux_times_fin_i:
stage = zscale * ha + mean_stage
h = stage - elevation
xmomentum = ua * h
ymomentum = -1 * va * h # -1 since in mux files south is positive.
sww.store_quantities(outfile,
slice_index=j - mux_times_start_i,
verbose=verbose,
stage=stage,
xmomentum=xmomentum,
ymomentum=ymomentum,
sww_precision=num.float)
j += 1
if verbose: sww.verbose_quantities(outfile)
outfile.close()
def urs_ungridded2sww(basename_in='o', basename_out=None, verbose=False,
mint=None, maxt=None,
mean_stage=0,
origin=None,
hole_points_UTM=None,
zscale=1):
"""
Convert URS C binary format for wave propagation to
sww format native to abstract_2d_finite_volumes.
Specify only basename_in and read files of the form
basefilename-z-mux, basefilename-e-mux and
basefilename-n-mux containing relative height,
x-velocity and y-velocity, respectively.
Also convert latitude and longitude to UTM. All coordinates are
assumed to be given in the GDA94 datum. The latitude and longitude
information is assumed ungridded grid.
min's and max's: If omitted - full extend is used.
To include a value min ans max may equal it.
Lat and lon are assumed to be in decimal degrees.
origin is a 3-tuple with geo referenced
UTM coordinates (zone, easting, northing)
It will be the origin of the sww file. This shouldn't be used,
since all of anuga should be able to handle an arbitary origin.
The mux point info is NOT relative to this origin.
URS C binary format has data organised as TIME, LONGITUDE, LATITUDE
which means that latitude is the fastest
varying dimension (row major order, so to speak)
In URS C binary the latitudes and longitudes are in assending order.
Note, interpolations of the resulting sww file will be different
from results of urs2sww. This is due to the interpolation
function used, and the different grid structure between urs2sww
and this function.
Interpolating data that has an underlying gridded source can
easily end up with different values, depending on the underlying
mesh.
consider these 4 points
50 -50
0 0
The grid can be
-
|\| A
-
or;
-
|/| B
-
If a point is just below the center of the midpoint, it will have a
+ve value in grid A and a -ve value in grid B.
"""
from anuga.mesh_engine.mesh_engine import NoTrianglesError
from anuga.pmesh.mesh import Mesh
files_in = [basename_in + WAVEHEIGHT_MUX_LABEL,
basename_in + EAST_VELOCITY_LABEL,
basename_in + NORTH_VELOCITY_LABEL]
quantities = ['HA','UA','VA']
# instantiate urs_points of the three mux files.
mux = {}
for quantity, file in map(None, quantities, files_in):
mux[quantity] = Read_urs(file)
# Could check that the depth is the same. (hashing)
# handle to a mux file to do depth stuff
a_mux = mux[quantities[0]]
# Convert to utm
lat = a_mux.lonlatdep[:,1]
long = a_mux.lonlatdep[:,0]
points_utm, zone = convert_from_latlon_to_utm(latitudes=lat,
longitudes=long)
elevation = a_mux.lonlatdep[:,2] * -1
# grid (create a mesh from the selected points)
# This mesh has a problem. Triangles are streched over ungridded areas.
# If these areas could be described as holes in pmesh, that would be great.
# I can't just get the user to selection a point in the middle.
# A boundary is needed around these points.
# But if the zone of points is obvious enough auto-segment should do
# a good boundary.
mesh = Mesh()
mesh.add_vertices(points_utm)
mesh.auto_segment(smooth_indents=True, expand_pinch=True)
# To try and avoid alpha shape 'hugging' too much
mesh.auto_segment(mesh.shape.get_alpha() * 1.1)
if hole_points_UTM is not None:
point = ensure_absolute(hole_points_UTM)
mesh.add_hole(point[0], point[1])
try:
mesh.generate_mesh(minimum_triangle_angle=0.0, verbose=False)
except NoTrianglesError:
# This is a bit of a hack, going in and changing the data structure.
mesh.holes = []
mesh.generate_mesh(minimum_triangle_angle=0.0, verbose=False)
mesh_dic = mesh.Mesh2MeshList()
#mesh.export_mesh_file(basename_in + '_168.tsh')
#import sys; sys.exit()
# These are the times of the mux file
mux_times = []
for i in range(a_mux.time_step_count):
mux_times.append(a_mux.time_step * i)
(mux_times_start_i, mux_times_fin_i) = read_time_from_mux(mux_times, mint, maxt)
times = mux_times[mux_times_start_i:mux_times_fin_i]
if mux_times_start_i == mux_times_fin_i:
# Close the mux files
for quantity, file in map(None, quantities, files_in):
mux[quantity].close()
msg = "Due to mint and maxt there's no time info in the boundary SWW."
raise Exception(msg)
# If this raise is removed there is currently no downstream errors
points_utm=ensure_numeric(points_utm)
assert num.alltrue(ensure_numeric(mesh_dic['generatedpointlist'])
== ensure_numeric(points_utm))
volumes = mesh_dic['generatedtrianglelist']
# Write sww intro and grid stuff.
if basename_out is None:
swwname = basename_in + '.sww'
else:
swwname = basename_out + '.sww'
if verbose: log.critical('Output to %s' % swwname)
outfile = NetCDFFile(swwname, netcdf_mode_w)
# For a different way of doing this, check out tsh2sww
# work out sww_times and the index range this covers
sww = Write_sww(['elevation'], ['stage', 'xmomentum', 'ymomentum'])
sww.store_header(outfile, times, len(volumes), len(points_utm),
verbose=verbose, sww_precision=netcdf_float)
outfile.mean_stage = mean_stage
outfile.zscale = zscale
sww.store_triangulation(outfile, points_utm, volumes,
zone,
new_origin=origin,
verbose=verbose)
sww.store_static_quantities(outfile, elevation=elevation)
if verbose: log.critical('Converting quantities')
# Read in a time slice from each mux file and write it to the SWW file
j = 0
for ha, ua, va in map(None, mux['HA'], mux['UA'], mux['VA']):
if j >= mux_times_start_i and j < mux_times_fin_i:
stage = zscale*ha + mean_stage
h = stage - elevation
xmomentum = ua*h
ymomentum = -1 * va * h # -1 since in mux files south is positive.
sww.store_quantities(outfile,
slice_index=j-mux_times_start_i,
verbose=verbose,
stage=stage,
xmomentum=xmomentum,
ymomentum=ymomentum,
sww_precision=num.float)
j += 1
if verbose: sww.verbose_quantities(outfile)
outfile.close()
