Files
mcDandy-more_math/more_math/FloatMathNode.py
T

88 lines
2.8 KiB
Python

from inspect import cleandoc
import torch
from .helper_functions import parse_expr, get_v_variable, checkLazyNew
from .Parser.UnifiedMathVisitor import UnifiedMathVisitor
from comfy_api.latest import io
from .Stack import MrmthStack
from .ParseTree import MrmthParseTree
import copy
class FloatMathNode(io.ComfyNode):
"""
This node enables the use of math expressions on Floats.
Inputs:
V: Autogrow float inputs (V0, V1, ...)
FloatFunc: String, describing math expression.
"""
@classmethod
def define_schema(cls) -> io.Schema:
return io.Schema(
node_id="mrmth_ag_FloatMathNode",
category="More math",
display_name="Float math",
inputs=[
io.Autogrow.Input(id="V",template=io.Autogrow.TemplatePrefix(io.Float.Input("values"), prefix="V", min=1, max=50)),
io.MultiType.Input(
io.String.Input("FloatFunc", default="a*(1-w)+b*w", multiline=False),
types=[io.String,MrmthParseTree],
tooltip="Expression to use on inputs",
),
MrmthStack.Input(id="stack", tooltip="Access stack between nodes",optional=True)
],
outputs=[
io.Float.Output(),
MrmthStack.Output(),
],
)
tooltip = cleandoc(__doc__)
@classmethod
def check_lazy_status(cls, FloatFunc, V,stack={}):
return checkLazyNew(FloatFunc,V,V)
@classmethod
def execute(cls, FloatFunc, V,stack={}):
variables = {}
# Populate aliases
variables["a"] = V.get("V0", 0.0)
variables["b"] = V.get("V1", 0.0)
variables["c"] = V.get("V2", 0.0)
variables["d"] = V.get("V3", 0.0)
variables["w"] = V.get("V4", 0.0)
variables["x"] = V.get("V5", 0.0)
variables["y"] = V.get("V6", 0.0)
variables["z"] = V.get("V7", 0.0)
stack = copy.deepcopy(stack) if stack is not None else {}
# Populate all V inputs
for k, val in V.items():
variables[k] = val if val is not None else 0.0
v_stacked, v_cnt = get_v_variable(variables)
if v_stacked is not None:
variables["V"] = v_stacked
variables["Vcnt"] = float(v_cnt)
variables["V_count"] = float(v_cnt)
tree = None
if isinstance(FloatFunc,str):
tree = parse_expr(FloatFunc)
else:
tree = FloatFunc
# scalar execution
visitor = UnifiedMathVisitor(variables, [1],state_storage=stack)
result = visitor.visit(tree)
# Result might be float or tensor(scalar)
if torch.is_tensor(result):
result = result[0].item()
return (float(result),stack)