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Running
on
L40S
Running
on
L40S
import json | |
from ..log import log | |
def deserialize_curve(curve): | |
if isinstance(curve, str): | |
curve = json.loads(curve) | |
return curve | |
def serialize_curve(curve): | |
if not isinstance(curve, str): | |
curve = json.dumps(curve) | |
return curve | |
class MTB_Curve: | |
"""A basic FLOAT_CURVE input node.""" | |
def INPUT_TYPES(cls): | |
return { | |
"required": { | |
"curve": ("FLOAT_CURVE",), | |
}, | |
} | |
RETURN_TYPES = ("FLOAT_CURVE",) | |
FUNCTION = "do_curve" | |
CATEGORY = "mtb/curve" | |
def do_curve(self, curve): | |
log.debug(f"Curve: {curve}") | |
return (curve,) | |
class MTB_CurveToFloat: | |
"""Convert a FLOAT_CURVE to a FLOAT or FLOATS""" | |
def INPUT_TYPES(cls): | |
return { | |
"required": { | |
"curve": ("FLOAT_CURVE", {"forceInput": True}), | |
"steps": ("INT", {"default": 10, "min": 2}), | |
}, | |
} | |
RETURN_TYPES = ("FLOATS", "FLOAT") | |
FUNCTION = "do_curve" | |
CATEGORY = "mtb/curve" | |
def do_curve(self, curve, steps): | |
log.debug(f"Curve: {curve}") | |
# sort by x (should be handled by the widget) | |
sorted_points = sorted(curve.items(), key=lambda item: item[1]["x"]) | |
# Extract X and Y values | |
x_values = [point[1]["x"] for point in sorted_points] | |
y_values = [point[1]["y"] for point in sorted_points] | |
# Calculate step size | |
step_size = (max(x_values) - min(x_values)) / (steps - 1) | |
# Interpolate Y values for each step | |
interpolated_y_values = [] | |
for step in range(steps): | |
current_x = min(x_values) + step_size * step | |
# Find the indices of the two points between which the current_x falls | |
idx1 = max(idx for idx, x in enumerate(x_values) if x <= current_x) | |
idx2 = min(idx for idx, x in enumerate(x_values) if x >= current_x) | |
# If the current_x matches one of the points, no interpolation is needed | |
if current_x == x_values[idx1]: | |
interpolated_y_values.append(y_values[idx1]) | |
elif current_x == x_values[idx2]: | |
interpolated_y_values.append(y_values[idx2]) | |
else: | |
# Interpolate Y value using linear interpolation | |
y1 = y_values[idx1] | |
y2 = y_values[idx2] | |
x1 = x_values[idx1] | |
x2 = x_values[idx2] | |
interpolated_y = y1 + (y2 - y1) * (current_x - x1) / (x2 - x1) | |
interpolated_y_values.append(interpolated_y) | |
return (interpolated_y_values, interpolated_y_values) | |
__nodes__ = [MTB_Curve, MTB_CurveToFloat] | |