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-rw-r--r--demo/boundaryBottom.txt3
-rw-r--r--demo/boundaryTop.txt3
-rwxr-xr-xpython/makeBoundary12
3 files changed, 18 insertions, 0 deletions
diff --git a/demo/boundaryBottom.txt b/demo/boundaryBottom.txt
index c06623e..71389e7 100644
--- a/demo/boundaryBottom.txt
+++ b/demo/boundaryBottom.txt
@@ -8,6 +8,9 @@ type: 1
# Enable plotting (True or False):
plotting: False
+# Enable printing (True or False):
+printing: False
+
# Local gradient:
slope: -0.003646
diff --git a/demo/boundaryTop.txt b/demo/boundaryTop.txt
index ebcb5f7..789a6e3 100644
--- a/demo/boundaryTop.txt
+++ b/demo/boundaryTop.txt
@@ -8,6 +8,9 @@ type: 5
# Enable plotting (True or False):
plotting: True
+# Enable printing (True or False):
+printing: False
+
# Local gradient:
slope: -0.003646
diff --git a/python/makeBoundary b/python/makeBoundary
index 3684faf..f2f8840 100755
--- a/python/makeBoundary
+++ b/python/makeBoundary
@@ -146,6 +146,7 @@ btype = definition_dict["type"] # boundary type (1--5)
slope = abs(definition_dict["slope"]) # slope at top boundary
target_flow = definition_dict["target_flow"] # imposed discharge
plotting = definition_dict["plotting"] # enable or disable plotting
+printing = definition_dict["printing"] # enable or disable printing
n_co = definition_dict["n_co"] # Manning's 'n' coefficients
# TODO: use weighted mean 'n' values. See
# http://help.floodmodeller.com/isis/ISIS/River_Section.htm (Eq. 4)
@@ -275,6 +276,17 @@ for p in range(num_panels):
K_i[p], r'conveyance / $m^3/s$',
Q_i[p], r'discharge / $m^3/s$',
'Panel {}'.format(p))
+ if printing:
+ ratingCurveFileName = 'panel{}_{}.dat'.format(p,args.location)
+ with open(ratingCurveFileName, 'w') as f:
+ f.write('{:16} {:18} {:12} {:10}\n'.format(
+ '#maximum depth', 'hydraulic radius',
+ 'conveyance', 'discharge'))
+ f.write('{:16} {:18} {:12} {:10}\n'.format(
+ '#/ m', '/ m', '/ m^3/s', '/ m^3/s'))
+ for h in range(numH):
+ f.write('{:7.6f} {:16.6f} {:19.6f} {:11.6f}\n'.format(
+ h_i[p][h]-zmin[p],r_h[p][h],K_i[p][h],Q_i[p][h]))
else:
p_i[p], A_i[p], r_h[p], h_i[p], K_i[p], Q_i[p] = [
[0] * numH for _ in range(6)]