def propeller_map_highpower(vec_size=1):
# Data from https://frautech.wordpress.com/2011/01/28/design-fridays-thats-a-big-prop/
J = np.linspace(0.0,4.0,9)
cp = np.linspace(0.0,2.5,13)
# data = np.array([[0.28,0.51,0.65,0.66,0.65,0.64,0.63,0.62,0.61],
# [0.27,0.50,0.71,0.82,0.81,0.70,0.68,0.67,0.66],
# [0.26,0.49,0.72,0.83,0.86,0.85,0.75,0.70,0.69],
# [0.25,0.45,0.71,0.82,0.865,0.875,0.84,0.79,0.72],
# [0.24,0.42,0.69,0.815,0.87,0.885,0.878,0.84,0.80],
# [0.23,0.40,0.65,0.81,0.865,0.89,0.903,0.873,0.83],
# [0.22,0.38,0.61,0.78,0.85,0.88,0.91,0.90,0.86],
# [0.21,0.34,0.58,0.73,0.83,0.876,0.904,0.91,0.88],
# [0.20,0.31,0.53,0.71,0.81,0.87,0.895,0.91,0.882]])
data = np.array([[0.28,0.51,0.65,0.66,0.65,0.64,0.63,0.62,0.61],
[0.20,0.50,0.71,0.82,0.81,0.70,0.68,0.67,0.66],
[0.19,0.49,0.72,0.83,0.86,0.85,0.75,0.70,0.69],
[0.18,0.45,0.71,0.82,0.865,0.875,0.84,0.79,0.72],
[0.17,0.42,0.69,0.815,0.87,0.885,0.878,0.84,0.80],
[0.155,0.40,0.65,0.81,0.865,0.89,0.903,0.873,0.83],
[0.13,0.38,0.61,0.78,0.85,0.88,0.91,0.90,0.86],
[0.12,0.34,0.58,0.73,0.83,0.876,0.904,0.91,0.88],
[0.10,0.31,0.53,0.71,0.81,0.87,0.895,0.91,0.882],
[0.08,0.25,0.44,0.62,0.75,0.84,0.88,0.89,0.87],
[0.06,0.18,0.35,0.50,0.68,0.79,0.86,0.86,0.85],
[0.05,0.14,0.25,0.40,0.55,0.70,0.79,0.80,0.72],
[0.04,0.12,0.19,0.29,0.40,0.50,0.60,0.60,0.50]])
data[:,0] = np.zeros(13)
# Create regular grid interpolator instance
interp = MetaModelStructuredComp(method='cubic',extrapolate=False,vec_size=vec_size)
interp.add_input('cp', 0.3, cp)
interp.add_input('J', 1, J)
interp.add_output('eta_prop', 0.8, data)
return interp
def propeller_map_quadratic(vec_size=1):
#enter three points in xyz array format:
#the center of the efficiency bucket (J, cp, eta)
#two more points (J, cp, eta)
#points = np.array([[2.2,0.18,0.93], [0.2,0.03,0.40], [0.2,0.7,0.02]])
points = np.array([[3.1,1.55,0.91], [0,0,0.3], [1.0,2.0,0.5]])
#solve a linear system for the constants in AJ^2+BJ+C*cp^2+D*cp+E = eta
#the first point meets the value and has zero gradient
#the second and third points meet value
vals = np.column_stack((points[:,0]**2,points[:,0],points[:,1]**2,points[:,1],np.ones((3,))))
vals = np.vstack((vals,np.array([2*points[0,0],1,0,0,0]),np.array([0,0,2*points[0,1],1,0])))
rhs = np.concatenate([points[:,2],np.zeros(2)])
coeffs = np.linalg.solve(vals,rhs)
Jvec = np.linspace(0,4.0,20)
cpvec = np.linspace(0,2.0,10)
J,cp=np.meshgrid(Jvec,cpvec)
eta = coeffs[0]*J**2+coeffs[1]*J+coeffs[2]*cp**2+coeffs[3]*cp+coeffs[4]
debug=False
if debug:
import matplotlib.pyplot as plt
CS = plt.contour(J,cp,eta)
plt.clabel(CS, inline=1, fontsize=10)
plt.show()
interp = MetaModelStructuredComp(method='cubic',extrapolate=False,vec_size=vec_size)
interp.add_input('cp', 0.3, cpvec)
interp.add_input('J', 1, Jvec)
interp.add_output('eta_prop', 0.8, eta)
return interp
def setUp(self):
model = Group()
ivc = IndepVarComp()
mapdata = SampleMap()
params = mapdata.param_data
x, y, z = params
outs = mapdata.output_data
z = outs[0]
ivc.add_output('x', x['default'], units=x['units'])
ivc.add_output('y', y['default'], units=y['units'])
ivc.add_output('z', z['default'], units=z['units'])
model.add_subsystem('des_vars', ivc, promotes=["*"])
comp = MetaModelStructuredComp(method='slinear', extrapolate=True)
for param in params:
comp.add_input(param['name'], param['default'], param['values'])
for out in outs:
comp.add_output(out['name'], out['default'], out['values'])
model.add_subsystem('comp', comp, promotes=["*"])
self.prob = Problem(model)
self.prob.setup()
self.prob['x'] = 1.0
self.prob['y'] = 0.75
self.prob['z'] = -1.7
def setup(self):
nn = self.options['num_nodes']
nv = self.options['num_vehicles']
separation = self.options['separation']
"""Add in the old trajectory as a meta model
"""
mm = MetaModelStructuredComp(method='slinear',
vec_size=nn,
extrapolate=True)
mm.add_input('t', val=np.zeros(nn), training_data=old_t)
mm.add_output('interp_x', val=np.zeros(nn), training_data=old_X)
mm.add_output('interp_y', val=np.zeros(nn), training_data=old_Y)
self.add_subsystem('mm', mm, promotes=['*'])
# now add in trajectories to be solved with dymos
self.add_subsystem('vehicles',
Vehicles(num_nodes=nn, num_v=nv),
promotes=['*'])
# add in distance calcs for solved trajectories
self.add_subsystem('distances1',
GridDistComp(num_nodes=nn, num_v=nv, limit=limit),
promotes=['*'])
# add in distance calcs for solved trajectories to the fixed ones
self.add_subsystem('distances2',
SingleDistance(num_nodes=nn, num_v=nv),
promotes=['*'])
self.connect('interp_x', 'fixed_x')
self.connect('interp_y', 'fixed_y')
def static_propeller_map_Raymer(vec_size=1):
#Data from Raymer for static thrust of 3-bladed propeller
cp = np.linspace(0.0,0.60,25)
raymer_static_data = np.array([2.5,3.0,2.55,2.0,1.85,1.5,1.25,1.05,0.95,0.86,0.79,0.70,0.62,0.53,0.45,0.38,0.32,0.28,0.24,0.21,0.18,0.16,0.14,0.12,0.10])
interp = MetaModelStructuredComp(method='cubic',extrapolate=True,vec_size=vec_size)
interp.add_input('cp',0.15,cp)
interp.add_output('ct_over_cp',1.5,raymer_static_data)
return interp
def static_propeller_map_highpower(vec_size=1):
#Factoring up the thrust of the Raymer static thrust data to match the high power data
cp = np.linspace(0.0,1.0,41)
factored_raymer_static_data = np.array([2.5,3.0,2.55,2.0,1.85,1.5,1.25,1.05,0.95,0.86,0.79,0.70,0.62,0.53,0.45,0.38,0.32,0.28,0.24,0.21,0.18,0.16,0.14,0.12,0.10,0.09,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08,0.08])
factored_raymer_static_data[6:] = factored_raymer_static_data[6:]*1.2
interp = MetaModelStructuredComp(method='cubic',extrapolate=True,vec_size=vec_size)
interp.add_input('cp',0.15,cp)
interp.add_output('ct_over_cp',1.5,factored_raymer_static_data)
return interp
def test_shape(self):
import numpy as np
from openmdao.api import Group, Problem, IndepVarComp
from openmdao.components.meta_model_structured_comp import MetaModelStructuredComp
# create input param training data, of sizes 25, 5, and 10 points resp.
p1 = np.linspace(0, 100, 25)
p2 = np.linspace(-10, 10, 5)
p3 = np.linspace(0, 1, 10)
# can use meshgrid to create a 3D array of test data
P1, P2, P3 = np.meshgrid(p1, p2, p3, indexing='ij')
f = np.sqrt(P1) + P2 * P3
# verify the shape matches the order and size of the input params
print(f.shape)
# Create regular grid interpolator instance
interp = MetaModelStructuredComp(method='cubic')
interp.add_input('p1', 0.5, training_data=p1)
interp.add_input('p2', 0.0, training_data=p2)
interp.add_input('p3', 3.14, training_data=p3)
interp.add_output('f', 0.0, training_data=f)
# Set up the OpenMDAO model
model = Group()
model.add_subsystem('comp', interp, promotes=["*"])
prob = Problem(model)
prob.setup()
# set inputs
prob['p1'] = 55.12
prob['p2'] = -2.14
prob['p3'] = 0.323
prob.run_model()
computed = prob['f']
actual = 6.73306472
assert_almost_equal(computed, actual)
# we can verify all gradients by checking against finite-difference
prob.check_partials(compact_print=True)
def propeller_map_scaled(vec_size=1,design_J=2.2,design_cp=0.2):
# Data from Raymer, Aircraft Design A Conceptual Approach, 4th Ed pg 498 fig 13.12 extrapolated in low cp range
# For a 3 bladed constant-speed propeller, scaled for higher design Cp
J = np.linspace(0.2,2.8*design_J/2.2,14)
cp = np.array([0,0.1,0.2,0.3,0.4,0.5])*design_cp/0.2
#raymer_data = np.ones((9,14))*0.75
raymer_data = np.array([[0.45,0.6,0.72,0.75,0.70,0.65,0.6,0.55,0.5,0.45,0.40,0.35,0.3,0.25],
[0.35,0.6,0.74,0.83,0.86,0.88,0.9,0.9,0.88,0.85,0.83,0.8,0.75,0.7],
[0.2,0.35,0.55,0.7,0.8,0.85,0.87,0.9,0.91,0.92,0.9,0.9,0.88,0.87],
[0.12,0.22,0.36,0.51,0.66,0.75,0.8,0.85,0.87,0.88,0.91,0.905,0.902,0.9],
[0.07,0.15,0.29,0.36,0.45,0.65,0.73,0.77,0.83,0.85,0.87,0.875,0.88,0.895],
[0.05,0.12,0.25,0.32,0.38,0.50,0.61,0.72,0.77,0.79,0.83,0.85,0.86,0.865]])
# Create regular grid interpolator instance
interp = MetaModelStructuredComp(method='cubic',extrapolate=True,vec_size=vec_size)
interp.add_input('cp', 0.3, cp)
interp.add_input('J', 1, J)
interp.add_output('eta_prop', 0.8, raymer_data)
return interp
def propeller_map_Raymer(vec_size=1):
# Data from Raymer, Aircraft Design A Conceptual Approach, 4th Ed pg 498 fig 13.12 extrapolated in low cp range
# For a 3 bladed constant-speed propeller
J = np.linspace(0.2,2.8,14)
cp = np.array([0,0.1,0.2,0.3,0.4,0.5,0.6,0.7,0.8])
#raymer_data = np.ones((9,14))*0.75
raymer_data = np.array([[0.45,0.6,0.72,0.75,0.70,0.65,0.6,0.55,0.5,0.45,0.40,0.35,0.3,0.25],
[0.35,0.6,0.74,0.83,0.86,0.88,0.9,0.9,0.88,0.85,0.83,0.8,0.75,0.7],
[0.2,0.35,0.55,0.7,0.8,0.85,0.87,0.9,0.91,0.92,0.9,0.9,0.88,0.87],
[0.12,0.22,0.36,0.51,0.66,0.75,0.8,0.85,0.87,0.88,0.91,0.905,0.902,0.9],
[0.07,0.15,0.29,0.36,0.45,0.65,0.73,0.77,0.83,0.85,0.87,0.875,0.88,0.895],
[0.05,0.12,0.25,0.32,0.38,0.50,0.61,0.72,0.77,0.79,0.83,0.85,0.86,0.865],
[0.04,0.11,0.19,0.26,0.33,0.40,0.51,0.61,0.71,0.74,0.78,0.815,0.83,0.85],
[0.035,0.085,0.16,0.22,0.28,0.35,0.41,0.52,0.605,0.69,0.74,0.775,0.8,0.82],
[0.03,0.06,0.13,0.19,0.24,0.31,0.35,0.46,0.52,0.63,0.71,0.75,0.78,0.8]])
# Create regular grid interpolator instance
interp = MetaModelStructuredComp(method='cubic',extrapolate=True,vec_size=vec_size)
interp.add_input('cp', 0.3, cp)
interp.add_input('J', 1, J)
interp.add_output('eta_prop', 0.8, raymer_data)
return interp
def test_meta_model(self):
from openmdao.components.tests.test_meta_model_structured_comp import SampleMap
from openmdao.components.meta_model_structured_comp import MetaModelStructuredComp
filename = 'pyxdsm_meta_model'
out_format = PYXDSM_OUT
model = Group()
ivc = IndepVarComp()
mapdata = SampleMap()
params = mapdata.param_data
x, y, z = params
outs = mapdata.output_data
z = outs[0]
ivc.add_output('x', x['default'], units=x['units'])
ivc.add_output('y', y['default'], units=y['units'])
ivc.add_output('z', z['default'], units=z['units'])
model.add_subsystem('des_vars', ivc, promotes=["*"])
comp = MetaModelStructuredComp(method='slinear', extrapolate=True)
for param in params:
comp.add_input(param['name'], param['default'], param['values'])
for out in outs:
comp.add_output(out['name'], out['default'], out['values'])
model.add_subsystem('comp', comp, promotes=["*"])
prob = Problem(model)
prob.setup(check=False)
prob.final_setup()
write_xdsm(prob,
filename=filename,
out_format=out_format,
quiet=QUIET,
show_browser=SHOW,
show_parallel=True)
# Check if file was created
self.assertTrue(os.path.isfile('.'.join([filename, out_format])))
def test_training_gradient(self):
model = Group()
ivc = IndepVarComp()
mapdata = SampleMap()
params = mapdata.param_data
outs = mapdata.output_data
ivc.add_output('x', np.array([-0.3, 0.7, 1.2]))
ivc.add_output('y', np.array([0.14, 0.313, 1.41]))
ivc.add_output('z', np.array([-2.11, -1.2, 2.01]))
ivc.add_output('f_train', outs[0]['values'])
ivc.add_output('g_train', outs[1]['values'])
comp = MetaModelStructuredComp(training_data_gradients=True,
method='cubic',
num_nodes=3)
for param in params:
comp.add_input(param['name'], param['default'], param['values'])
for out in outs:
comp.add_output(out['name'], out['default'], out['values'])
model.add_subsystem('ivc', ivc, promotes=["*"])
model.add_subsystem('comp',
comp,
promotes=["*"])
prob = Problem(model)
prob.setup()
prob.run_model()
val0 = np.array([ 50.26787317, 49.76106232, 19.66117913])
val1 = np.array([-32.62094041, -31.67449135, -27.46959668])
tol = 1e-5
assert_rel_error(self, prob['f'], val0, tol)
assert_rel_error(self, prob['g'], val1, tol)
self.run_and_check_derivs(prob)
def test_raise_out_of_bounds_error(self):
model = Group()
ivc = IndepVarComp()
mapdata = SampleMap()
params = mapdata.param_data
x, y, z = params
outs = mapdata.output_data
z = outs[0]
ivc.add_output('x', x['default'], units=x['units'])
ivc.add_output('y', y['default'], units=y['units'])
ivc.add_output('z', z['default'], units=z['units'])
model.add_subsystem('des_vars', ivc, promotes=["*"])
# Need to make sure extrapolate is False for bounds to be checked
comp = MetaModelStructuredComp(method='slinear', extrapolate=False)
for param in params:
comp.add_input(param['name'], param['default'], param['values'])
for out in outs:
comp.add_output(out['name'], out['default'], out['values'])
model.add_subsystem('comp', comp, promotes=["*"])
self.prob = Problem(model)
self.prob.setup()
self.prob['x'] = 1.0
self.prob['y'] = 0.75
self.prob['z'] = 9.0 # intentionally set to be out of bounds
# The interpolating output name is given as a regexp because the exception could
# happen with f or g first. The order those are evaluated comes from the keys of
# dict so no guarantee on the order except for Python 3.6 !
msg = "Error interpolating output '[f|g]' in 'comp' because input 'comp.z' was " \
"out of bounds \('.*', '.*'\) with value '9.0'"
with assertRaisesRegex(self, ValueError, msg):
self.run_and_check_derivs(self.prob)
def test_xor(self):
import numpy as np
from openmdao.api import Group, Problem, IndepVarComp
from openmdao.components.meta_model_structured_comp import MetaModelStructuredComp
# Create regular grid interpolator instance
xor_interp = MetaModelStructuredComp(method='slinear')
# set up inputs and outputs
xor_interp.add_input('x', 0.0, training_data=np.array([0.0, 1.0]), units=None)
xor_interp.add_input('y', 1.0, training_data=np.array([0.0, 1.0]), units=None)
xor_interp.add_output('xor', 1.0, training_data=np.array([[0.0, 1.0], [1.0, 0.0]]), units=None)
# Set up the OpenMDAO model
model = Group()
ivc = IndepVarComp()
ivc.add_output('x', 0.0)
ivc.add_output('y', 1.0)
model.add_subsystem('ivc', ivc, promotes=["*"])
model.add_subsystem('comp', xor_interp, promotes=["*"])
prob = Problem(model)
prob.setup()
# Now test out a 'fuzzy' XOR
prob['x'] = 0.9
prob['y'] = 0.001242
prob.run_model()
computed = prob['xor']
actual = 0.8990064
assert_almost_equal(computed, actual)
# we can verify all gradients by checking against finite-difference
prob.check_partials(compact_print=True)
class MetaModelVisualization(object):
"""
Top-level container for the Meta Model Visualization.
Attributes
----------
prob : Problem
Name of variable corresponding to Problem Component
meta_model : MetaModel
Name of empty Meta Model Component object reference
resolution : int
Number used to calculate width and height of contour plot
is_structured_meta_model : Bool
Boolean used to signal whether the meta model is structured or unstructured
slider_source : ColumnDataSource
Data source containing dictionary of sliders
contour_training_data_source : ColumnDataSource
Data source containing dictionary of training data points
bottom_plot_source : ColumnDataSource
Data source containing data for the bottom subplot
bottom_plot_scatter_source : ColumnDataSource
Data source containing scatter point data for the bottom subplot
right_plot_source : ColumnDataSource
Data source containing data for the right subplot
right_plot_scatter_source : ColumnDataSource
Data source containing scatter point data for the right subplot
contour_plot_source : ColumnDataSource
Data source containing data for the contour plot
input_names : list
List of input data titles as strings
output_names : list
List of output data titles as strings
training_inputs : dict
Dictionary of input training data
x_input_select : Select
Bokeh Select object containing a list of inputs for the x axis
y_input_select : Select
Bokeh Select object containing a list of inputs for the y axis
output_select : Select
Bokeh Select object containing a list of inputs for the outputs
x_input_slider : Slider
Bokeh Slider object containing a list of input values for the x axis
y_input_slider : Slider
Bokeh Slider object containing a list of input values for the y axis
slider_dict : dict
Dictionary of slider names and their respective slider objects
predict_inputs : dict
Dictionary containing training data points to predict at.
num_inputs : int
Number of inputs
num_outputs : int
Number of outputs
limit_range : array
Array containing the range of each input
scatter_distance : TextInput
Text input for user to enter custom value to calculate distance of training points around
slice line
right_alphas : array
Array of points containing alpha values for right plot
bottom_alphas : array
Array of points containing alpha values for bottom plot
dist_range : float
Value taken from scatter_distance used for calculating distance of training points around
slice line
x_index : int
Value of x axis column
y_index : int
Value of y axis column
output_variable : int
Value of output axis column
sliders_and_selects : layout
Layout containing the sliders and select elements
doc_layout : layout
Contains first row of plots
doc_layout2 : layout
Contains second row of plots
Z : array
A 2D array containing contour plot data
"""
def __init__(self, model, resolution=50, doc=None):
"""
Initialize parameters.
Parameters
----------
model : MetaModelComponent
Reference to meta model component
resolution : int
Value used to calculate the size of contour plot meshgrid
doc : Document
The bokeh document to build.
"""
self.prob = Problem()
self.resolution = resolution
logging.getLogger("bokeh").setLevel(logging.ERROR)
# If the surrogate model coming in is structured
if isinstance(model, MetaModelUnStructuredComp):
self.is_structured_meta_model = False
# Create list of input names, check if it has more than one input, then create list
# of outputs
self.input_names = [name[0] for name in model._surrogate_input_names]
if len(self.input_names) < 2:
raise ValueError('Must have more than one input value')
self.output_names = [name[0] for name in model._surrogate_output_names]
# Create reference for untructured component
self.meta_model = MetaModelUnStructuredComp(
default_surrogate=model.options['default_surrogate'])
# If the surrogate model coming in is unstructured
elif isinstance(model, MetaModelStructuredComp):
self.is_structured_meta_model = True
self.input_names = [name for name in model._var_rel_names['input']]
if len(self.input_names) < 2:
raise ValueError('Must have more than one input value')
self.output_names = [name for name in model._var_rel_names['output']]
self.meta_model = MetaModelStructuredComp(
distributed=model.options['distributed'],
extrapolate=model.options['extrapolate'],
method=model.options['method'],
training_data_gradients=model.options['training_data_gradients'],
vec_size=1)
# Pair input list names with their respective data
self.training_inputs = {}
self._setup_empty_prob_comp(model)
# Setup dropdown menus for x/y inputs and the output value
self.x_input_select = Select(title="X Input:", value=[x for x in self.input_names][0],
options=[x for x in self.input_names])
self.x_input_select.on_change('value', self._x_input_update)
self.y_input_select = Select(title="Y Input:", value=[x for x in self.input_names][1],
options=[x for x in self.input_names])
self.y_input_select.on_change('value', self._y_input_update)
self.output_select = Select(title="Output:", value=[x for x in self.output_names][0],
options=[x for x in self.output_names])
self.output_select.on_change('value', self._output_value_update)
# Create sliders for each input
self.slider_dict = {}
self.predict_inputs = {}
for title, values in self.training_inputs.items():
slider_data = np.linspace(min(values), max(values), self.resolution)
self.predict_inputs[title] = slider_data
# Calculates the distance between slider ticks
slider_step = slider_data[1] - slider_data[0]
slider_object = Slider(start=min(values), end=max(values), value=min(values),
step=slider_step, title=str(title))
self.slider_dict[title] = slider_object
self._slider_attrs()
# Length of inputs and outputs
self.num_inputs = len(self.input_names)
self.num_outputs = len(self.output_names)
# Precalculate the problem bounds.
limits = np.array([[min(value), max(value)] for value in self.training_inputs.values()])
self.limit_range = limits[:, 1] - limits[:, 0]
# Positional indicies
self.x_index = 0
self.y_index = 1
self.output_variable = self.output_names.index(self.output_select.value)
# Data sources are filled with initial values
# Slider Column Data Source
self.slider_source = ColumnDataSource(data=self.predict_inputs)
# Contour plot Column Data Source
self.contour_plot_source = ColumnDataSource(data=dict(
z=np.random.rand(self.resolution, self.resolution)))
self.contour_training_data_source = ColumnDataSource(
data=dict(x=np.repeat(0, self.resolution), y=np.repeat(0, self.resolution)))
# Bottom plot Column Data Source
self.bottom_plot_source = ColumnDataSource(data=dict(
x=np.repeat(0, self.resolution), y=np.repeat(0, self.resolution)))
self.bottom_plot_scatter_source = ColumnDataSource(data=dict(
bot_slice_x=np.repeat(0, self.resolution), bot_slice_y=np.repeat(0, self.resolution)))
# Right plot Column Data Source
self.right_plot_source = ColumnDataSource(data=dict(
x=np.repeat(0, self.resolution), y=np.repeat(0, self.resolution)))
self.right_plot_scatter_source = ColumnDataSource(data=dict(
right_slice_x=np.repeat(0, self.resolution),
right_slice_y=np.repeat(0, self.resolution)))
# Text input to change the distance of reach when searching for nearest data points
self.scatter_distance = TextInput(value="0.1", title="Scatter Distance")
self.scatter_distance.on_change('value', self._scatter_input)
self.dist_range = float(self.scatter_distance.value)
# Grouping all of the sliders and dropdowns into one column
sliders = [value for value in self.slider_dict.values()]
sliders.extend(
[self.x_input_select, self.y_input_select, self.output_select, self.scatter_distance])
self.sliders_and_selects = row(
column(*sliders))
# Layout creation
self.doc_layout = row(self._contour_data(), self._right_plot(), self.sliders_and_selects)
self.doc_layout2 = row(self._bottom_plot())
if doc is None:
doc = curdoc()
doc.add_root(self.doc_layout)
doc.add_root(self.doc_layout2)
doc.title = 'Meta Model Visualization'
def _setup_empty_prob_comp(self, metamodel):
"""
Take data from surrogate ref and pass it into new surrogate model with empty Problem model.
Parameters
----------
metamodel : MetaModelComponent
Reference to meta model component
"""
# Check for structured or unstructured
if self.is_structured_meta_model:
# Loop through the input names
for idx, name in enumerate(self.input_names):
# Check for no training data
try:
# Append the input data/titles to a dictionary
self.training_inputs[name] = metamodel.inputs[idx]
# Also, append the data as an 'add_input' to the model reference
self.meta_model.add_input(name, 0.,
training_data=metamodel.inputs[idx])
except TypeError:
msg = "No training data present for one or more parameters"
raise TypeError(msg)
# Add the outputs to the model reference
for idx, name in enumerate(self.output_names):
self.meta_model.add_output(
name, 0.,
training_data=metamodel.training_outputs[name])
else:
for name in self.input_names:
try:
self.training_inputs[name] = {
title for title in metamodel.options['train:' + str(name)]}
self.meta_model.add_input(
name, 0.,
training_data=[
title for title in metamodel.options['train:' + str(name)]])
except TypeError:
msg = "No training data present for one or more parameters"
raise TypeError(msg)
for name in self.output_names:
self.meta_model.add_output(
name, 0.,
training_data=[
title for title in metamodel.options['train:' + str(name)]])
# Add the subsystem and setup
self.prob.model.add_subsystem('interp', self.meta_model)
self.prob.setup()
def _slider_attrs(self):
"""
Assign data to slider objects and callback functions.
Parameters
----------
None
"""
for name, slider_object in self.slider_dict.items():
# Checks if there is a callback previously assigned and then clears it
if len(slider_object._callbacks) == 1:
slider_object._callbacks.clear()
# Check if the name matches the 'x input' title
if name == self.x_input_select.value:
# Set the object and add an event handler
self.x_input_slider = slider_object
self.x_input_slider.on_change('value', self._scatter_plots_update)
# Check if the name matches the 'y input' title
elif name == self.y_input_select.value:
# Set the object and add an event handler
self.y_input_slider = slider_object
self.y_input_slider.on_change('value', self._scatter_plots_update)
else:
# If it is not an x or y input then just assign it the event handler
slider_object.on_change('value', self._update)
def _make_predictions(self, data):
"""
Run the data parameter through the surrogate model which is given in prob.
Parameters
----------
data : dict
Dictionary containing training points.
Returns
-------
array
np.stack of predicted points.
"""
# Create dictionary with an empty list
outputs = {name: [] for name in self.output_names}
# Parse dict into shape [n**2, number of inputs] list
inputs = np.empty([self.resolution**2, self.num_inputs])
for idx, values in enumerate(data.values()):
inputs[:, idx] = values.flatten()
# Check for structured or unstructured
if self.is_structured_meta_model:
# Assign each row of the data coming in to a tuple. Loop through the tuple, and append
# the name of the input and value.
for idx, tup in enumerate(inputs):
for name, val in zip(data.keys(), tup):
self.prob[self.meta_model.name + '.' + name] = val
self.prob.run_model()
# Append the predicted value(s)
for title in self.output_names:
outputs[title].append(
np.array(self.prob[self.meta_model.name + '.' + title]))
else:
for idx, tup in enumerate(inputs):
for name, val in zip(data.keys(), tup):
self.prob[self.meta_model.name + '.' + name] = val
self.prob.run_model()
for title in self.output_names:
outputs[title].append(
float(self.prob[self.meta_model.name + '.' + title]))
return stack_outputs(outputs)
def _contour_data_calcs(self):
"""
Parse input data into a dictionary to be predicted at.
Parameters
----------
None
Returns
-------
dict
Dictionary of training data to be predicted at.
"""
# Create initial data array of training points
resolution = self.resolution
x_data = np.zeros((resolution, resolution, self.num_inputs))
self._slider_attrs()
# Broadcast the inputs to every row of x_data array
x_data[:, :, :] = np.array(self.input_point_list)
# Find the x/y input titles and match their index positions
for idx, (title, values) in enumerate(self.slider_source.data.items()):
if title == self.x_input_select.value:
self.xlins_mesh = values
x_index_position = idx
if title == self.y_input_select.value:
self.ylins_mesh = values
y_index_position = idx
# Make meshgrid from the x/y inputs to be plotted
X, Y = np.meshgrid(self.xlins_mesh, self.ylins_mesh)
# Move the x/y inputs to their respective positions in x_data
x_data[:, :, x_index_position] = X
x_data[:, :, y_index_position] = Y
pred_dict = {}
for idx, title in enumerate(self.slider_source.data):
pred_dict.update({title: x_data[:, :, idx]})
return pred_dict
def _contour_data(self):
"""
Create a contour plot.
Parameters
----------
None
Returns
-------
Bokeh Image Plot
"""
resolution = self.resolution
# Output data array initialization
y_data = np.zeros((resolution, resolution, self.num_outputs))
self.input_point_list = [point.value for point in self.slider_dict.values()]
# Pass the dict to make predictions and then reshape the output to
# (resolution, resolution, number of outputs)
y_data[:, :, :] = self._make_predictions(self._contour_data_calcs()).reshape(
(resolution, resolution, self.num_outputs))
# Use the output variable to pull the correct column of data from the predicted
# data (y_data)
self.Z = y_data[:, :, self.output_variable]
# Reshape it to be 2D
self.Z = self.Z.reshape(resolution, resolution)
# Update the data source with new data
self.contour_plot_source.data = dict(z=[self.Z])
# Min to max of training data
self.contour_x_range = xlins = self.xlins_mesh
self.contour_y_range = ylins = self.ylins_mesh
# Color bar formatting
color_mapper = LinearColorMapper(
palette="Viridis11", low=np.amin(self.Z), high=np.amax(self.Z))
color_bar = ColorBar(color_mapper=color_mapper, ticker=BasicTicker(), label_standoff=12,
location=(0, 0))
# Contour Plot
self.contour_plot = contour_plot = figure(
match_aspect=False,
tooltips=[(self.x_input_select.value, "$x"), (self.y_input_select.value, "$y"),
(self.output_select.value, "@z")], tools='')
contour_plot.x_range.range_padding = 0
contour_plot.y_range.range_padding = 0
contour_plot.plot_width = 600
contour_plot.plot_height = 500
contour_plot.xaxis.axis_label = self.x_input_select.value
contour_plot.yaxis.axis_label = self.y_input_select.value
contour_plot.min_border_left = 0
contour_plot.add_layout(color_bar, 'right')
contour_plot.x_range = Range1d(min(xlins), max(xlins))
contour_plot.y_range = Range1d(min(ylins), max(ylins))
contour_plot.image(image='z', source=self.contour_plot_source, x=min(xlins), y=min(ylins),
dh=(max(ylins) - min(ylins)), dw=(max(xlins) - min(xlins)),
palette="Viridis11")
# Adding training data points overlay to contour plot
if self.is_structured_meta_model:
data = self._structured_training_points()
else:
data = self._unstructured_training_points()
if len(data):
# Add training data points overlay to contour plot
data = np.array(data)
if self.is_structured_meta_model:
self.contour_training_data_source.data = dict(x=data[:, 0], y=data[:, 1],
z=self.meta_model.training_outputs[
self.output_select.value].flatten())
else:
self.contour_training_data_source.data = dict(x=data[:, 0], y=data[:, 1],
z=self.meta_model._training_output[
self.output_select.value])
training_data_renderer = self.contour_plot.circle(
x='x', y='y', source=self.contour_training_data_source,
size=5, color='white', alpha=0.50)
self.contour_plot.add_tools(HoverTool(renderers=[training_data_renderer], tooltips=[
(self.x_input_select.value + " (train)", '@x'),
(self.y_input_select.value + " (train)", '@y'),
(self.output_select.value + " (train)", '@z'), ]))
return self.contour_plot
def _right_plot(self):
"""
Create the right side subplot to view the projected slice.
Parameters
----------
None
Returns
-------
Bokeh figure
"""
# List of the current positions of the sliders
self.input_point_list = [point.value for point in self.slider_dict.values()]
# Find the title of the y input and match it with the data
y_idx = self.y_input_select.value
y_data = self.predict_inputs[y_idx]
# Find the position of the x_input slider
x_value = self.x_input_slider.value
# Rounds the x_data to match the predict_inputs value
subplot_value_index = np.where(
np.around(self.predict_inputs[self.x_input_select.value], 5) ==
np.around(x_value, 5))[0]
# Make slice in Z data at the point calculated before and add it to the data source
z_data = self.Z[:, subplot_value_index].flatten()
x = z_data
y = self.slider_source.data[y_idx]
# Update the data source with new data
self.right_plot_source.data = dict(x=x, y=y)
# Create and format figure
self.right_plot_fig = right_plot_fig = figure(
plot_width=250, plot_height=500,
title="{} vs {}".format(y_idx, self.output_select.value), tools="pan")
right_plot_fig.xaxis.axis_label = self.output_select.value
right_plot_fig.yaxis.axis_label = y_idx
right_plot_fig.xaxis.major_label_orientation = math.pi / 9
right_plot_fig.line(x='x', y='y', source=self.right_plot_source)
right_plot_fig.x_range.range_padding = 0.1
right_plot_fig.y_range.range_padding = 0.02
# Determine distance and alpha opacity of training points
if self.is_structured_meta_model:
data = self._structured_training_points(compute_distance=True, source='right')
else:
data = self._unstructured_training_points(compute_distance=True, source='right')
self.right_alphas = 1.0 - data[:, 2] / self.dist_range
# Training data scatter plot
scatter_renderer = right_plot_fig.scatter(x=data[:, 3], y=data[:, 1], line_color=None,
fill_color='#000000',
fill_alpha=self.right_alphas.tolist())
right_plot_fig.add_tools(HoverTool(renderers=[scatter_renderer], tooltips=[
(self.output_select.value + " (train)", '@x'),
(y_idx + " (train)", '@y'),
]))
right_plot_fig.scatter(x=data[:, 3], y=data[:, 1], line_color=None, fill_color='#000000',
fill_alpha=self.right_alphas.tolist())
span_width = self.dist_range * (max(y_data) - min(y_data))
# Set the right_plot data source to new values
self.right_plot_scatter_source.data = dict(
right_slice_x=np.repeat(x_value, self.resolution), right_slice_y=y_data,
left_dashed=[i - span_width for i in np.repeat(x_value, self.resolution)],
right_dashed=[i + span_width for i in np.repeat(x_value, self.resolution)])
self.contour_plot.line(
'right_slice_x', 'right_slice_y', source=self.right_plot_scatter_source,
color='black', line_width=2)
self.contour_plot.line(
'left_dashed', 'right_slice_y', line_dash='dashed',
source=self.right_plot_scatter_source, color='black', line_width=2)
self.contour_plot.line(
'right_dashed', 'right_slice_y', line_dash='dashed',
source=self.right_plot_scatter_source, color='black', line_width=2)
return self.right_plot_fig
def _bottom_plot(self):
"""
Create the bottom subplot to view the projected slice.
Parameters
----------
None
Returns
-------
Bokeh figure
"""
# List of the current positions of the sliders
self.input_point_list = [point.value for point in self.slider_dict.values()]
# Find the title of the x input and match it with the data
x_idx = self.x_input_select.value
x_data = self.predict_inputs[x_idx]
# Find the position of the y_input slider
y_value = self.y_input_slider.value
# Rounds the y_data to match the predict_inputs value
subplot_value_index = np.where(
np.around(self.predict_inputs[self.y_input_select.value], 5) ==
np.around(y_value, 5))[0]
# Make slice in Z data at the point calculated before and add it to the data source
z_data = self.Z[subplot_value_index, :].flatten()
x = self.slider_source.data[x_idx]
y = z_data
# Update the data source with new data
self.bottom_plot_source.data = dict(x=x, y=y)
# Create and format figure
self.bottom_plot_fig = bottom_plot_fig = figure(
plot_width=550, plot_height=250,
title="{} vs {}".format(x_idx, self.output_select.value), tools="")
bottom_plot_fig.xaxis.axis_label = x_idx
bottom_plot_fig.yaxis.axis_label = self.output_select.value
bottom_plot_fig.line(x='x', y='y', source=self.bottom_plot_source)
bottom_plot_fig.x_range.range_padding = 0.02
bottom_plot_fig.y_range.range_padding = 0.1
# Determine distance and alpha opacity of training points
if self.is_structured_meta_model:
data = self._structured_training_points(compute_distance=True)
else:
data = self._unstructured_training_points(compute_distance=True)
self.bottom_alphas = 1.0 - data[:, 2] / self.dist_range
# Training data scatter plot
scatter_renderer = bottom_plot_fig.scatter(x=data[:, 0], y=data[:, 3], line_color=None,
fill_color='#000000',
fill_alpha=self.bottom_alphas.tolist())
bottom_plot_fig.add_tools(HoverTool(renderers=[scatter_renderer], tooltips=[
(x_idx + " (train)", '@x'),
(self.output_select.value + " (train)", '@y'),
]))
span_width = self.dist_range * (max(x_data) - min(x_data))
# Set the right_plot data source to new values
self.bottom_plot_scatter_source.data = dict(
bot_slice_x=x_data, bot_slice_y=np.repeat(y_value, self.resolution),
upper_dashed=[i + span_width for i in np.repeat(y_value, self.resolution)],
lower_dashed=[i - span_width for i in np.repeat(y_value, self.resolution)])
self.contour_plot.line(
'bot_slice_x', 'bot_slice_y', source=self.bottom_plot_scatter_source, color='black',
line_width=2)
self.contour_plot.line(
'bot_slice_x', 'upper_dashed', line_dash='dashed',
source=self.bottom_plot_scatter_source, color='black', line_width=2)
self.contour_plot.line(
'bot_slice_x', 'lower_dashed', line_dash='dashed',
source=self.bottom_plot_scatter_source, color='black', line_width=2)
return self.bottom_plot_fig
def _unstructured_training_points(self, compute_distance=False, source='bottom'):
"""
Calculate the training points and returns and array containing the position and alpha.
Parameters
----------
compute_distance : bool
If true, compute the distance of training points from surrogate line.
source : str
Which subplot the method is being called from.
Returns
-------
array
The array of training points and their alpha opacity with respect to the surrogate line
"""
# Input training data and output training data
x_training = self.meta_model._training_input
training_output = np.squeeze(stack_outputs(self.meta_model._training_output), axis=1)
# Index of input/output variables
x_index = self.x_input_select.options.index(self.x_input_select.value)
y_index = self.y_input_select.options.index(self.y_input_select.value)
output_variable = self.output_names.index(self.output_select.value)
# Vertically stack the x/y inputs and then transpose them
infos = np.vstack((x_training[:, x_index], x_training[:, y_index])).transpose()
if not compute_distance:
return infos
points = x_training.copy()
# Normalize so each dimension spans [0, 1]
points = np.divide(points, self.limit_range)
dist_limit = np.linalg.norm(self.dist_range * self.limit_range)
scaled_x0 = np.divide(self.input_point_list, self.limit_range)
# Query the nearest neighbors tree for the closest points to the scaled x0 array
# Nearest points to x slice
if x_training.shape[1] < 3:
tree = cKDTree(points)
# Query the nearest neighbors tree for the closest points to the scaled x0 array
dists, idxs = tree.query(
scaled_x0, k=len(x_training), distance_upper_bound=self.dist_range)
# kdtree query always returns requested k even if there are not enough valid points
idx_finite = np.where(np.isfinite(dists))
dists = dists[idx_finite]
idxs = idxs[idx_finite]
else:
dists, idxs = self._multidimension_input(scaled_x0, points, source=source)
# data contains:
# [x_value, y_value, ND-distance, func_value]
data = np.zeros((len(idxs), 4))
for dist_index, j in enumerate(idxs):
data[dist_index, 0:2] = infos[j, :]
data[dist_index, 2] = dists[dist_index]
data[dist_index, 3] = training_output[j, output_variable]
return data
def _structured_training_points(self, compute_distance=False, source='bottom'):
"""
Calculate the training points and return an array containing the position and alpha.
Parameters
----------
compute_distance : bool
If true, compute the distance of training points from surrogate line.
source : str
Which subplot the method is being called from.
Returns
-------
array
The array of training points and their alpha opacity with respect to the surrogate line
"""
# Create tuple of the input parameters
input_dimensions = tuple(self.meta_model.inputs)
# Input training data and output training data
x_training = np.array([z for z in product(*input_dimensions)])
training_output = self.meta_model.training_outputs[self.output_select.value].flatten()
# Index of input/output variables
x_index = self.x_input_select.options.index(self.x_input_select.value)
y_index = self.y_input_select.options.index(self.y_input_select.value)
# Vertically stack the x/y inputs and then transpose them
infos = np.vstack((x_training[:, x_index], x_training[:, y_index])).transpose()
if not compute_distance:
return infos
points = x_training.copy()
# Normalize so each dimension spans [0, 1]
points = np.divide(points, self.limit_range)
self.dist_limit = np.linalg.norm(self.dist_range * self.limit_range)
scaled_x0 = np.divide(self.input_point_list, self.limit_range)
# Query the nearest neighbors tree for the closest points to the scaled x0 array
# Nearest points to x slice
if x_training.shape[1] < 3:
x_tree, x_idx = self._two_dimension_input(scaled_x0, points, source=source)
else:
x_tree, x_idx = self._multidimension_input(scaled_x0, points, source=source)
# format for 'data'
# [x_value, y_value, ND-distance_(x or y), func_value]
n = len(x_tree)
data = np.zeros((n, 4))
for dist_index, j in enumerate(x_idx):
data[dist_index, 0:2] = infos[j, :]
data[dist_index, 2] = x_tree[dist_index]
data[dist_index, 3] = training_output[j]
return data
def _two_dimension_input(self, scaled_points, training_points, source='bottom'):
"""
Calculate the distance of training points to the surrogate line.
Parameters
----------
scaled_points : array
Array of normalized slider positions.
training_points : array
Array of input training data.
source : str
Which subplot the method is being called from.
Returns
-------
idxs : array
Index of closest points that are within the dist range.
x_tree : array
One dimentional array of points that are within the dist range.
"""
# Column of the input
if source == 'right':
col_idx = self.y_input_select.options.index(self.y_input_select.value)
else:
col_idx = self.x_input_select.options.index(self.x_input_select.value)
# Delete the axis of input from source to predicted 1D distance
x = np.delete(scaled_points, col_idx, axis=0)
x_training_points = np.delete(training_points, col_idx, axis=1).flatten()
# Tree of point distances
x_tree = np.abs(x - x_training_points)
# Only return points that are within our distance-viewing paramter.
idx = np.where(x_tree <= self.dist_range)
x_tree = x_tree[idx]
return x_tree, idx[0]
def _multidimension_input(self, scaled_points, training_points, source='bottom'):
"""
Calculate the distance of training points to the surrogate line.
Parameters
----------
scaled_points : array
Array of normalized slider positions.
training_points : array
Array of input training data.
source : str
Which subplot the method is being called from.
Returns
-------
idxs : array
Index of closest points that are within the dist range.
x_tree : array
Array of points that are within the dist range.
"""
# Column of the input
if source == 'right':
col_idx = self.y_input_select.options.index(self.y_input_select.value)
else:
col_idx = self.x_input_select.options.index(self.x_input_select.value)
# Delete the axis of input from source to predicted distance
x = np.delete(scaled_points, col_idx, axis=0)
x_training_points = np.delete(training_points, col_idx, axis=1)
# Tree of point distances
x_tree = cKDTree(x_training_points)
# Query the nearest neighbors tree for the closest points to the scaled array
dists, idx = x_tree.query(x, k=len(x_training_points),
distance_upper_bound=self.dist_range)
# kdtree query always returns requested k even if there are not enough valid points
idx_finite = np.where(np.isfinite(dists))
dists_finite = dists[idx_finite]
idx = idx[idx_finite]
return dists_finite, idx
# Event handler functions
def _update_all_plots(self):
self.doc_layout.children[0] = self._contour_data()
self.doc_layout.children[1] = self._right_plot()
self.doc_layout2.children[0] = self._bottom_plot()
def _update_subplots(self):
self.doc_layout.children[1] = self._right_plot()
self.doc_layout2.children[0] = self._bottom_plot()
def _update(self, attr, old, new):
self._update_all_plots()
def _scatter_plots_update(self, attr, old, new):
self._update_subplots()
def _scatter_input(self, attr, old, new):
# Text input update function of dist range value
self.dist_range = float(new)
self._update_all_plots()
def _x_input_update(self, attr, old, new):
# Checks that x and y inputs are not equal to each other
if new == self.y_input_select.value:
raise ValueError("Inputs should not equal each other")
else:
self.x_input_select.value = new
self._update_all_plots()
def _y_input_update(self, attr, old, new):
# Checks that x and y inputs are not equal to each other
if new == self.x_input_select.value:
raise ValueError("Inputs should not equal each other")
else:
self.y_input_select.value = new
self._update_all_plots()
def _output_value_update(self, attr, old, new):
self.output_variable = self.output_names.index(new)
self._update_all_plots()
def __init__(self, model, resolution=50, doc=None):
"""
Initialize parameters.
Parameters
----------
model : MetaModelComponent
Reference to meta model component
resolution : int
Value used to calculate the size of contour plot meshgrid
doc : Document
The bokeh document to build.
"""
self.prob = Problem()
self.resolution = resolution
logging.getLogger("bokeh").setLevel(logging.ERROR)
# If the surrogate model coming in is structured
if isinstance(model, MetaModelUnStructuredComp):
self.is_structured_meta_model = False
# Create list of input names, check if it has more than one input, then create list
# of outputs
self.input_names = [name[0] for name in model._surrogate_input_names]
if len(self.input_names) < 2:
raise ValueError('Must have more than one input value')
self.output_names = [name[0] for name in model._surrogate_output_names]
# Create reference for untructured component
self.meta_model = MetaModelUnStructuredComp(
default_surrogate=model.options['default_surrogate'])
# If the surrogate model coming in is unstructured
elif isinstance(model, MetaModelStructuredComp):
self.is_structured_meta_model = True
self.input_names = [name for name in model._var_rel_names['input']]
if len(self.input_names) < 2:
raise ValueError('Must have more than one input value')
self.output_names = [name for name in model._var_rel_names['output']]
self.meta_model = MetaModelStructuredComp(
distributed=model.options['distributed'],
extrapolate=model.options['extrapolate'],
method=model.options['method'],
training_data_gradients=model.options['training_data_gradients'],
vec_size=1)
# Pair input list names with their respective data
self.training_inputs = {}
self._setup_empty_prob_comp(model)
# Setup dropdown menus for x/y inputs and the output value
self.x_input_select = Select(title="X Input:", value=[x for x in self.input_names][0],
options=[x for x in self.input_names])
self.x_input_select.on_change('value', self._x_input_update)
self.y_input_select = Select(title="Y Input:", value=[x for x in self.input_names][1],
options=[x for x in self.input_names])
self.y_input_select.on_change('value', self._y_input_update)
self.output_select = Select(title="Output:", value=[x for x in self.output_names][0],
options=[x for x in self.output_names])
self.output_select.on_change('value', self._output_value_update)
# Create sliders for each input
self.slider_dict = {}
self.predict_inputs = {}
for title, values in self.training_inputs.items():
slider_data = np.linspace(min(values), max(values), self.resolution)
self.predict_inputs[title] = slider_data
# Calculates the distance between slider ticks
slider_step = slider_data[1] - slider_data[0]
slider_object = Slider(start=min(values), end=max(values), value=min(values),
step=slider_step, title=str(title))
self.slider_dict[title] = slider_object
self._slider_attrs()
# Length of inputs and outputs
self.num_inputs = len(self.input_names)
self.num_outputs = len(self.output_names)
# Precalculate the problem bounds.
limits = np.array([[min(value), max(value)] for value in self.training_inputs.values()])
self.limit_range = limits[:, 1] - limits[:, 0]
# Positional indicies
self.x_index = 0
self.y_index = 1
self.output_variable = self.output_names.index(self.output_select.value)
# Data sources are filled with initial values
# Slider Column Data Source
self.slider_source = ColumnDataSource(data=self.predict_inputs)
# Contour plot Column Data Source
self.contour_plot_source = ColumnDataSource(data=dict(
z=np.random.rand(self.resolution, self.resolution)))
self.contour_training_data_source = ColumnDataSource(
data=dict(x=np.repeat(0, self.resolution), y=np.repeat(0, self.resolution)))
# Bottom plot Column Data Source
self.bottom_plot_source = ColumnDataSource(data=dict(
x=np.repeat(0, self.resolution), y=np.repeat(0, self.resolution)))
self.bottom_plot_scatter_source = ColumnDataSource(data=dict(
bot_slice_x=np.repeat(0, self.resolution), bot_slice_y=np.repeat(0, self.resolution)))
# Right plot Column Data Source
self.right_plot_source = ColumnDataSource(data=dict(
x=np.repeat(0, self.resolution), y=np.repeat(0, self.resolution)))
self.right_plot_scatter_source = ColumnDataSource(data=dict(
right_slice_x=np.repeat(0, self.resolution),
right_slice_y=np.repeat(0, self.resolution)))
# Text input to change the distance of reach when searching for nearest data points
self.scatter_distance = TextInput(value="0.1", title="Scatter Distance")
self.scatter_distance.on_change('value', self._scatter_input)
self.dist_range = float(self.scatter_distance.value)
# Grouping all of the sliders and dropdowns into one column
sliders = [value for value in self.slider_dict.values()]
sliders.extend(
[self.x_input_select, self.y_input_select, self.output_select, self.scatter_distance])
self.sliders_and_selects = row(
column(*sliders))
# Layout creation
self.doc_layout = row(self._contour_data(), self._right_plot(), self.sliders_and_selects)
self.doc_layout2 = row(self._bottom_plot())
if doc is None:
doc = curdoc()
doc.add_root(self.doc_layout)
doc.add_root(self.doc_layout2)
doc.title = 'Meta Model Visualization'
