def _createSystem():
"""
\brief Crea el conjunto de reglas y valores para el controlador
\details Este comando no es necesario utilizarlo
"""
from fuzzy.InputVariable import InputVariable
from fuzzy.OutputVariable import OutputVariable
from fuzzy.fuzzify.Plain import Plain
from fuzzy.defuzzify.COG import COG
from fuzzy.Adjective import Adjective
from fuzzy.set.Polygon import Polygon
system = fuzzy.System.System()
#----------------------------------------------------------------------------------------------------------------
# Valores de entrada
#----------------------------------------------------------------------------------------------------------------
input_temp = InputVariable(fuzzify=Plain())
system.variables["error"] = input_temp
in1_set = Polygon()
in1_set.add(x=-6000, y=0.0) # porque debe iniciar y finalizar en cero
in1_set.add(x=-5000, y=1.0)
in1_set.add(x=-4000, y=0.5)
in1_set.add(x=-3000, y=0.0)
in1 = Adjective(in1_set)
input_temp.adjectives["MGN"] = in1
in2_set = Polygon()
in2_set.add(x=-4500, y=0.0)
in2_set.add(x=-3000, y=1.0)
in2_set.add(x=-2000, y=0.0)
in2 = Adjective(in2_set)
input_temp.adjectives["GN"] = in2
in3_set = Polygon()
in3_set.add(x=-3000, y=0.0)
in3_set.add(x=-2000, y=1.0)
in3_set.add(x=-1000, y=0.0)
in3 = Adjective(in3_set)
input_temp.adjectives["N"] = in3
in4_set = Polygon()
in4_set.add(x=-2000, y=0.0)
in4_set.add(x=-1000, y=1.0)
in4_set.add(x=0, y=0.0)
in4 = Adjective(in4_set)
input_temp.adjectives["Z"] = in4
in5_set = Polygon()
in5_set.add(x=-1000, y=0.0)
in5_set.add(x=1000, y=1.0)
in5_set.add(x=5000, y=1.0)
in5_set.add(x=6000, y=0.0) # porque debe iniciar y finalizar en cero
in5 = Adjective(in5_set)
input_temp.adjectives["P"] = in5
#----------------------------------------------------------------------------------------------------------------
# Valores de salida
#----------------------------------------------------------------------------------------------------------------
output_temp = OutputVariable(defuzzify=COG())
system.variables["vel"] = output_temp
output_temp.failsafe = 0.0 # let it output 0.0 if no COG available
out1_set = Polygon()
out1_set.add(x=-200, y=0.0) # porque debe iniciar y finalizar en cero
out1_set.add(x=-120, y=1.0)
out1_set.add(x=250, y=0.0)
out1 = Adjective(out1_set)
output_temp.adjectives["VMB"] = out1
out2_set = Polygon()
out2_set.add(x=30, y=0.0)
out2_set.add(x=355, y=1.0)
out2_set.add(x=600, y=0.0)
out2 = Adjective(out2_set)
output_temp.adjectives["VB"] = out2
out3_set = Polygon()
out3_set.add(x=255, y=0.0)
out3_set.add(x=600, y=1.0)
out3_set.add(x=950, y=0.0)
out3 = Adjective(out3_set)
output_temp.adjectives["VM"] = out3
out4_set = Polygon()
out4_set.add(x=600, y=0.0)
out4_set.add(x=875, y=1.0)
out4_set.add(x=1130, y=0.0)
out4 = Adjective(out4_set)
output_temp.adjectives["VA"] = out4
out5_set = Polygon()
out5_set.add(x=950, y=0.0)
out5_set.add(x=1300, y=1.0)
out5_set.add(x=1500, y=0.0) # porque debe iniciar y finalizar en cero
out5 = Adjective(out5_set)
output_temp.adjectives["VMA"] = out5
#----------------------------------------------------------------------------------------------------------------
# Reglas
#----------------------------------------------------------------------------------------------------------------
from fuzzy.Rule import Rule
from fuzzy.norm.Min import Min
from fuzzy.operator.Input import Input
from fuzzy.operator.Compound import Compound
rule1 = Rule(
adjective=system.variables["vel"].adjectives["VMA"],
operator=Input(system.variables["error"].adjectives["MGN"]),
)
system.rules["rule1"] = rule1
rule2 = Rule(
adjective=system.variables["vel"].adjectives["VA"],
operator=Input(system.variables["error"].adjectives["GN"], ),
)
system.rules["rule2"] = rule2
rule3 = Rule(
adjective=system.variables["vel"].adjectives["VM"],
operator=Input(system.variables["error"].adjectives["N"], ),
)
system.rules["rule3"] = rule3
rule4 = Rule(
adjective=system.variables["vel"].adjectives["VB"],
operator=Input(system.variables["error"].adjectives["Z"], ),
)
system.rules["rule4"] = rule4
rule5 = Rule(
adjective=system.variables["vel"].adjectives["VMB"],
operator=Input(system.variables["error"].adjectives["P"], ),
)
system.rules["rule5"] = rule5
return system
def _createSystem():
import fuzzy.System
system = fuzzy.System.System(
description=
"""This fuzzy system is to control the inverted pendulum into an upright position as well as
at the position X=0.
It also is used to demonstrate some features of pyfuzzy.
This is the reason, it uses different fuzzy norm in normally
symmetrical rules.""")
from fuzzy.norm.AlgebraicProduct import AlgebraicProduct
from fuzzy.norm.AlgebraicSum import AlgebraicSum
from fuzzy.fuzzify.Plain import Plain
from fuzzy.defuzzify.COG import COG
# set defuzzification method and default norms
INF = AlgebraicProduct()
ACC = AlgebraicSum()
COM = AlgebraicSum()
CER = AlgebraicProduct()
COG = COG(INF=INF, ACC=ACC, failsafe=0., segment_size=0.5)
from fuzzy.InputVariable import InputVariable
from fuzzy.OutputVariable import OutputVariable
from fuzzy.Adjective import Adjective
from fuzzy.set.Polygon import Polygon
angle = InputVariable(fuzzify=Plain(),
description='angle',
min=0.,
max=360.,
unit='degrees')
system.variables['Phi'] = angle
angle.adjectives['up_more_right'] = Adjective(
Polygon([(0., 0.), (30., 1.), (60., 0.)]))
angle.adjectives['up_right'] = Adjective(
Polygon([(30., 0.), (60., 1.), (90., 0.)]))
angle.adjectives['up'] = Adjective(
Polygon([(60., 0.), (90., 1.), (120., 0.)]))
angle.adjectives['up_left'] = Adjective(
Polygon([(90., 0.), (120., 1.), (150., 0.)]))
angle.adjectives['up_more_left'] = Adjective(
Polygon([(120., 0.), (150., 1.), (180., 0.)]))
angle.adjectives['down_more_left'] = Adjective(
Polygon([(180., 0.), (210., 1.), (240., 0.)]))
angle.adjectives['down_left'] = Adjective(
Polygon([(210., 0.), (240., 1.), (270., 0.)]))
angle.adjectives['down'] = Adjective(
Polygon([(240., 0.), (270., 1.), (300., 0.)]))
angle.adjectives['down_right'] = Adjective(
Polygon([(270., 0.), (300., 1.), (330., 0.)]))
angle.adjectives['down_more_right'] = Adjective(
Polygon([(300., 0.), (330., 1.), (360., 0.)]))
angle_velocity = InputVariable(fuzzify=Plain(),
description='angle velocity',
min=-600.,
max=600.,
unit='degrees per second')
system.variables['dPhi_dT'] = angle_velocity
angle_velocity.adjectives['cw_fast'] = Adjective(
Polygon([(-600., 1.), (-300., 0.)]))
angle_velocity.adjectives['cw_slow'] = Adjective(
Polygon([(-600., 0.), (-300., 1.), (0., 0.)]))
angle_velocity.adjectives['stop'] = Adjective(
Polygon([(-300., 0.), (0., 1.), (300., 0.)]))
angle_velocity.adjectives['ccw_slow'] = Adjective(
Polygon([(0., 0.), (300., 1.), (600., 0.)]))
angle_velocity.adjectives['ccw_fast'] = Adjective(
Polygon([(300., 0.), (600., 1.)]))
position = InputVariable(fuzzify=Plain(),
description='position',
min=-20.,
max=20.,
unit='meter')
system.variables['X'] = position
position.adjectives['left_far'] = Adjective(
Polygon([(-20., 1.), (-10., 0.)]))
position.adjectives['left_near'] = Adjective(
Polygon([(-20., 0.), (-5., 1.), (0., 0.)]))
position.adjectives['stop'] = Adjective(
Polygon([(-5., 0.), (0., 1.), (5., 0.)]))
position.adjectives['right_near'] = Adjective(
Polygon([(0., 0.), (5., 1.), (20., 0.)]))
position.adjectives['right_far'] = Adjective(
Polygon([(10., 0.), (20., 1.)]))
velocity = InputVariable(fuzzify=Plain(),
description='velocity',
min=-10.,
max=10.,
unit='meter per second')
system.variables['dX_dT'] = velocity
velocity.adjectives['left_fast'] = Adjective(
Polygon([(-10., 1.), (-5., 0.)]))
velocity.adjectives['left_slow'] = Adjective(
Polygon([(-10., 0.), (-2., 1.), (0., 0.)]))
velocity.adjectives['stop'] = Adjective(
Polygon([(-2., 0.), (0., 1.), (2., 0.)]))
velocity.adjectives['right_slow'] = Adjective(
Polygon([(0., 0.), (2., 1.), (10., 0.)]))
velocity.adjectives['right_fast'] = Adjective(
Polygon([(5., 0.), (10., 1.)]))
acceleration = OutputVariable(defuzzify=COG,
description='acceleration',
min=-50.,
max=50.,
unit='meter per second^2')
system.variables['a'] = acceleration
acceleration.adjectives['left_fast'] = a_left_fast = Adjective(Polygon([
(-50., 0.), (-20., 1.), (-10., 0.)
]),
COM=COM)
acceleration.adjectives['left_slow'] = a_left_slow = Adjective(Polygon([
(-20., 0.), (-10., 1.), (0., 0.)
]),
COM=COM)
acceleration.adjectives['stop'] = a_stop = Adjective(Polygon([(-10., 0.),
(0., 1.),
(10., 0.)]),
COM=COM)
acceleration.adjectives['right_slow'] = a_right_slow = Adjective(Polygon([
(0., 0.), (10., 1.), (20., 0.)
]),
COM=COM)
acceleration.adjectives['right_fast'] = a_right_fast = Adjective(Polygon([
(10., 0.), (20., 1.), (50., 0.)
]),
COM=COM)
from fuzzy.Rule import Rule
from fuzzy.norm.Max import Max
#from fuzzy.norm.Min import Min
#from fuzzy.norm.BoundedDifference import BoundedDifference
#from fuzzy.norm.DrasticSum import DrasticSum
from fuzzy.norm.EinsteinSum import EinsteinSum
from fuzzy.norm.DombiUnion import DombiUnion
from fuzzy.operator.Compound import Compound
from fuzzy.operator.Input import Input
from fuzzy.operator.Not import Not
system.rules['stop'] = Rule(
adjective=a_stop,
# it gets its value from here
operator=Compound(
Max(),
Compound(AlgebraicProduct(),
Input(system.variables["Phi"].adjectives["up"]),
Input(system.variables["dPhi_dT"].adjectives["stop"])),
Compound(AlgebraicProduct(),
Input(system.variables["Phi"].adjectives["up_right"]),
Input(
system.variables["dPhi_dT"].adjectives["ccw_slow"])),
Compound(AlgebraicProduct(),
Input(system.variables["Phi"].adjectives["up_left"]),
Input(
system.variables["dPhi_dT"].adjectives["cw_slow"]))),
CER=CER)
system.rules['tilts right'] = Rule(
adjective=a_right_slow,
# it gets its value from here
operator=Compound(
AlgebraicProduct(),
Not(
Compound(
AlgebraicProduct(),
Compound(
AlgebraicSum(),
Input(system.variables["X"].adjectives["left_near"]),
Input(system.variables["X"].adjectives["left_far"])),
Compound(
EinsteinSum(),
Input(
system.variables["dX_dT"].adjectives["left_slow"]),
Input(system.variables["dX_dT"].adjectives["left_fast"]
))), ),
Input(system.variables["Phi"].adjectives["up_right"])),
CER=CER)
system.rules['tilts left'] = Rule(
adjective=a_left_slow,
# it gets its value from here
operator=Compound(
AlgebraicProduct(),
Not(
Compound(
AlgebraicProduct(),
Compound(
AlgebraicSum(),
Input(system.variables["X"].adjectives["right_near"]),
Input(system.variables["X"].adjectives["right_far"])),
Compound(
DombiUnion(0.25),
Input(system.variables["dX_dT"].
adjectives["right_slow"]),
Input(system.variables["dX_dT"].
adjectives["right_fast"]))), ),
Input(system.variables["Phi"].adjectives["up_left"])),
CER=CER)
system.rules['far right'] = Rule(
adjective=a_right_fast,
# it gets its value from here
operator=Input(system.variables["Phi"].adjectives["up_more_right"]),
CER=CER)
system.rules['far left'] = Rule(
adjective=a_left_fast,
# it gets its value from here
operator=Input(system.variables["Phi"].adjectives["up_more_left"]),
CER=CER)
system.rules['accelerate cw if down'] = Rule(
adjective=a_right_slow,
# it gets its value from here
operator=Compound(
AlgebraicProduct(),
Input(system.variables["Phi"].adjectives["down"]),
Compound(
AlgebraicProduct(),
Input(system.variables["dPhi_dT"].adjectives["cw_slow"]),
Input(system.variables["dPhi_dT"].adjectives["cw_slow"]),
)),
CER=CER)
system.rules['accelerate ccw if down'] = Rule(
adjective=a_left_slow,
# it gets its value from here
operator=Compound(
AlgebraicProduct(),
Input(system.variables["Phi"].adjectives["down"]),
Compound(
AlgebraicProduct(),
Input(system.variables["dPhi_dT"].adjectives["ccw_slow"]),
Input(system.variables["dPhi_dT"].adjectives["ccw_slow"]),
)),
CER=CER)
return system
def create_controller():
controller = PendulumController()
# Create the membership functions to variable O (inclination of the pendulum).
# Ovbn = Very Big Negative
# Obn = Big Negative
# Osn = Small Negative
# Oz = Near Zero
# Osp = Small Positive
# Obp = Big Positive
# Ovbp = Very Big Positive
O = InputVariable(fuzzify=Plain())
controller.variables['O'] = O
O_names = ['Ovbn', 'Obn', 'Osn', 'Oz', 'Osp', 'Obp', 'Ovbp']
O.adjectives = {name: Adjective(mf) for name, mf in zip(O_names, flat_saw((-3 * pi / 8, 3 * pi / 8), 7))}
# Create the membership functions to variable w (angular speed).
# wbn = Big Negative
# wsn = Small Negative
# wz = Near Zero
# wsp = Small Positive
# wbp = Big Positive
w = InputVariable(fuzzify=Plain())
controller.variables['w'] = w
w_names = ['wbn', 'wsn', 'wz', 'wsp', 'wbp']
w.adjectives = {name: Adjective(mf) for name, mf in zip(w_names, flat_saw((-3 * pi, 3 * pi), 5))}
# Create the membership functions to variable F (Force applied to chart).
# Fvvbn = Very Very Big Negative
# Fvbn = Very Big Negative
# Fbn = Big Negative
# Fsn = Small Negative
# Fz = Near Zero
# Fsp = Small Positive
# Fbp = Big Positive
# Fvbp = Very Big Positive
# Fvvbp = Very Very Big Positive
F = OutputVariable(defuzzify=controller.defuzzy())
controller.variables['F'] = F
F_names = ['Fvvbn', 'Fvbn', 'Fbn', 'Fsn', 'Fz', 'Fsp', 'Fbp', 'Fvbp', 'Fvvbp']
F.adjectives = {name: Adjective(mf) for name, mf in zip(F_names, flat_saw((-100., 100.), 9))}
# Create the controller and insert into it the decision rules. The decision
# rules are inserted with the use of the add_table method. In this table, each
# line represents a linguistic value of the O variable; each column represents
# a linguistic value of the variable w. Each element of the table is the given
# answer linguistic value of the variable F.
table_names = [
['Fvvbn', 'Fvvbn', 'Fvbn', 'Fbn', 'Fsn'],
['Fvvbn', 'Fvbn', 'Fbn', 'Fsn', 'Fz'],
['Fvbn', 'Fbn', 'Fsn', 'Fz', 'Fsp'],
['Fbn', 'Fsn', 'Fz', 'Fsp', 'Fbp'],
['Fsn', 'Fz', 'Fsp', 'Fbp', 'Fvbp'],
['Fz', 'Fsp', 'Fbp', 'Fvbp', 'Fvvbp'],
['Fsp', 'Fbp', 'Fvbp', 'Fvvbp', 'Fvvbp']
]
controller.add_table([controller.variables['O'].adjectives[name] for name in O_names],
[controller.variables['w'].adjectives[name] for name in w_names],
[[controller.variables['F'].adjectives[name] for name in row] for row in table_names])
# Create the membership functions to variable x (cart position).
x = InputVariable(fuzzify=Plain())
controller.variables['x'] = x
x_names = ['xn', 'xz', 'xp']
x.adjectives = {name: Adjective(mf) for name, mf in zip(x_names, flat_saw((-10., 10.), 3))}
# Create the membership functions to variable v (cart speed).
v = InputVariable(fuzzify=Plain())
controller.variables['v'] = v
v_names = ['vn', 'vz', 'vp']
v.adjectives = {name: Adjective(mf) for name, mf in zip(v_names, flat_saw((-6., 6.), 3))}
# Decision rules for position and speed of the cart. While this worked, the
# pendulum ended up very unstable.
table_names = [
['Fbp', 'Fbp', 'Fz'],
['Fbp', 'Fz', 'Fbn'],
['Fz', 'Fbn', 'Fbn']
]
# controller.add_table([controller.variables['x'].adjectives[name] for name in x_names],
# [controller.variables['v'].adjectives[name] for name in v_names],
# [[controller.variables['F'].adjectives[name] for name in row] for row in table_names])
return controller
def _createSystem():
from fuzzy.InputVariable import InputVariable
from fuzzy.OutputVariable import OutputVariable
from fuzzy.fuzzify.Plain import Plain
from fuzzy.defuzzify.COG import COG
from fuzzy.defuzzify.LM import LM
from fuzzy.Adjective import Adjective
from fuzzy.set.Polygon import Polygon
system = fuzzy.System.System()
#----------------------------------------------------------------------------------------------------------------
# input temperature
#----------------------------------------------------------------------------------------------------------------
input_temp = InputVariable(fuzzify=Plain())
system.variables["InputTemp"] = input_temp
int1_set = Polygon()
int1_set.add(x=-80, y=0.0)
int1_set.add(x=0.0, y=1.0)
int1_set.add(x=10, y=0.0)
int1 = Adjective(int1_set)
input_temp.adjectives["z"] = int1
int2_set = Polygon()
int2_set.add(x=0, y=0.0)
int2_set.add(x=15, y=1.0)
int2_set.add(x=30, y=0.0)
int2 = Adjective(int2_set)
input_temp.adjectives["s"] = int2
int3_set = Polygon()
int3_set.add(x=15, y=0.0)
int3_set.add(x=30, y=1.0)
int3_set.add(x=80, y=0.0)
int3 = Adjective(int3_set)
input_temp.adjectives["t"] = int3
#----------------------------------------------------------------------------------------------------------------
# input wind
#----------------------------------------------------------------------------------------------------------------
input_wind = InputVariable(fuzzify=Plain())
system.variables["InputWind"] = input_wind
inw1_set = Polygon()
inw1_set.add(x=0, y=0.0)
inw1_set.add(x=10.0, y=1.0)
inw1_set.add(x=20, y=0.0)
inw1 = Adjective(inw1_set)
input_wind.adjectives["s"] = inw1
inw2_set = Polygon()
inw2_set.add(x=10, y=0.0)
inw2_set.add(x=30, y=1.0)
inw2_set.add(x=50, y=0.0)
inw2 = Adjective(inw2_set)
input_wind.adjectives["m"] = inw2
inw3_set = Polygon()
inw3_set.add(x=30, y=0.0)
inw3_set.add(x=50, y=1.0)
inw3_set.add(x=150, y=0.0)
inw3 = Adjective(inw3_set)
input_wind.adjectives["v"] = inw3
#----------------------------------------------------------------------------------------------------------------
# output => pocitova teplota
#----------------------------------------------------------------------------------------------------------------
output_clothes = OutputVariable(defuzzify=COG())
system.variables["o"] = output_clothes
output_clothes.failsafe = 0.0 # let it output 0.0 if no COG available
# out1_set = Polygon()
# out1_set.add(x = -80, y= 0.0)
# out1_set.add(x = 0, y= 1.0)
# out1_set.add(x = 10, y= 0.0)
# out1 = Adjective(out1_set)
# output_clothes.adjectives["vz"] = out1
out2_set = Polygon()
out2_set.add(x=-80, y=0.0)
out2_set.add(x=0, y=1.0)
out2_set.add(x=10, y=0.0)
out2 = Adjective(out2_set)
output_clothes.adjectives["z"] = out2
out3_set = Polygon()
out3_set.add(x=0, y=0.0)
out3_set.add(x=15, y=1.0)
out3_set.add(x=30, y=0.0)
out3 = Adjective(out3_set)
output_clothes.adjectives["s"] = out3
out4_set = Polygon()
out4_set.add(x=15, y=0.0)
out4_set.add(x=30, y=1.0)
out4_set.add(x=80, y=0.0)
out4 = Adjective(out4_set)
output_clothes.adjectives["t"] = out4
# out5_set = Polygon()
# out5_set.add(x = 30, y= 0.0)
# out5_set.add(x = 40, y= 1.0)
# out5_set.add(x = 50, y= 0.0)
# out5 = Adjective(out5_set)
# output_clothes.adjectives["vt"] = out5
#----------------------------------------------------------------------------------------------------------------
# Definition der Regeln
#----------------------------------------------------------------------------------------------------------------
from fuzzy.Rule import Rule
from fuzzy.norm.Min import Min
from fuzzy.operator.Input import Input
from fuzzy.operator.Compound import Compound
rule1 = Rule(adjective=system.variables["o"].adjectives["z"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["z"]),
Input(system.variables["InputWind"].adjectives["v"])))
system.rules["rule1"] = rule1
rule2 = Rule(adjective=system.variables["o"].adjectives["z"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["z"]),
Input(system.variables["InputWind"].adjectives["m"])))
system.rules["rule2"] = rule2
rule3 = Rule(adjective=system.variables["o"].adjectives["z"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["z"]),
Input(system.variables["InputWind"].adjectives["s"])))
system.rules["rule3"] = rule3
rule4 = Rule(adjective=system.variables["o"].adjectives["z"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["s"]),
Input(system.variables["InputWind"].adjectives["v"])))
system.rules["rule4"] = rule4
rule5 = Rule(adjective=system.variables["o"].adjectives["s"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["s"]),
Input(system.variables["InputWind"].adjectives["m"])))
system.rules["rule5"] = rule5
rule6 = Rule(adjective=system.variables["o"].adjectives["s"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["s"]),
Input(system.variables["InputWind"].adjectives["s"])))
system.rules["rule6"] = rule6
rule7 = Rule(adjective=system.variables["o"].adjectives["s"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["t"]),
Input(system.variables["InputWind"].adjectives["v"])))
system.rules["rule7"] = rule7
rule8 = Rule(adjective=system.variables["o"].adjectives["t"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["t"]),
Input(system.variables["InputWind"].adjectives["m"])))
system.rules["rule8"] = rule8
rule9 = Rule(adjective=system.variables["o"].adjectives["t"],
operator=Compound(
Min(),
Input(system.variables["InputTemp"].adjectives["t"]),
Input(system.variables["InputWind"].adjectives["s"])))
system.rules["rule9"] = rule9
return system
def _createSystem():
'''
Definition des Fuzzy-Systems:
1. Eingangsvariable Phi
2. Eingangsvariable dPhi_dT
3. Ausgangsvariable a
4. Definition der Regeln
'''
from fuzzy.InputVariable import InputVariable
from fuzzy.OutputVariable import OutputVariable
from fuzzy.fuzzify.Plain import Plain
from fuzzy.defuzzify.COG import COG
from fuzzy.Adjective import Adjective
from fuzzy.set.Polygon import Polygon
system = fuzzy.System.System()
#----------------------------------------------------------------------------------------------------------------
# Definition des Drehwinkels als Eingang
#----------------------------------------------------------------------------------------------------------------
input_temp = InputVariable(fuzzify=Plain())
system.variables["Phi"] = input_temp
in1_set = Polygon()
in1_set.add(x=-22.5, y=0.0)
in1_set.add(x=0.0, y=1.0)
in1_set.add(x=22.5, y=0.0)
in1 = Adjective(in1_set)
input_temp.adjectives["eN"] = in1
in2_set = Polygon()
in2_set.add(x=0.0, y=0.0)
in2_set.add(x=22.5, y=1.0)
in2_set.add(x=45.0, y=0.0)
in2 = Adjective(in2_set)
input_temp.adjectives["pk"] = in2
in3_set = Polygon()
in3_set.add(x=22.5, y=0.0)
in3_set.add(x=45.0, y=1.0)
in3_set.add(x=67.5, y=0.0)
in3 = Adjective(in3_set)
input_temp.adjectives["pm"] = in3
in4_set = Polygon()
in4_set.add(x=45.0, y=0.0)
in4_set.add(x=67.5, y=1.0)
in4_set.add(x=90.0, y=1.0)
in4_set.add(x=180.0, y=0.0)
in4 = Adjective(in4_set)
input_temp.adjectives["pg"] = in4
in5_set = Polygon()
in5_set.add(x=-45.0, y=0.0)
in5_set.add(x=-67.5, y=1.0)
in5_set.add(x=-90.0, y=1.0)
in5_set.add(x=-180.0, y=0.0)
in5 = Adjective(in5_set)
input_temp.adjectives["ng"] = in5
in6_set = Polygon()
in6_set.add(x=-22.5, y=0.0)
in6_set.add(x=-45.0, y=1.0)
in6_set.add(x=-67.5, y=0.0)
in6 = Adjective(in6_set)
input_temp.adjectives["nm"] = in6
in7_set = Polygon()
in7_set.add(x=-0.0, y=0.0)
in7_set.add(x=-22.5, y=1.0)
in7_set.add(x=-45.0, y=0.0)
in7 = Adjective(in7_set)
input_temp.adjectives["nk"] = in7
#----------------------------------------------------------------------------------------------------------------
# Definition der Winkelgeschwindigkeit als Eingang
#----------------------------------------------------------------------------------------------------------------
input_tempa = InputVariable(fuzzify=Plain())
system.variables["dPhi_dT"] = input_tempa
in1a_set = Polygon()
in1a_set.add(x=-11.25, y=0.0)
in1a_set.add(x=0.0, y=1.0)
in1a_set.add(x=11.25, y=0.0)
in1a = Adjective(in1a_set)
input_tempa.adjectives["eN"] = in1a
in2a_set = Polygon()
in2a_set.add(x=0.0, y=0.0)
in2a_set.add(x=11.25, y=1.0)
in2a_set.add(x=22.5, y=0.0)
in2a = Adjective(in2a_set)
input_tempa.adjectives["pk"] = in2a
in3a_set = Polygon()
in3a_set.add(x=11.25, y=0.0)
in3a_set.add(x=22.50, y=1.0)
in3a_set.add(x=33.75, y=0.0)
in3a = Adjective(in3a_set)
input_tempa.adjectives["pm"] = in3a
in4a_set = Polygon()
in4a_set.add(x=22.5, y=0.0)
in4a_set.add(x=33.75, y=1.0)
in4a_set.add(x=45.0, y=1.0)
in4a_set.add(x=90.0, y=0.0)
in4a = Adjective(in4a_set)
input_tempa.adjectives["pg"] = in4a
in5a_set = Polygon()
in5a_set.add(x=-0.0, y=0.0)
in5a_set.add(x=-11.25, y=1.0)
in5a_set.add(x=-22.5, y=0.0)
in5a = Adjective(in5a_set)
input_tempa.adjectives["nk"] = in5a
in6a_set = Polygon()
in6a_set.add(x=-11.25, y=0.0)
in6a_set.add(x=-22.50, y=1.0)
in6a_set.add(x=-33.75, y=0.0)
in6a = Adjective(in6a_set)
input_tempa.adjectives["nm"] = in6a
in7a_set = Polygon()
in7a_set.add(x=-22.5, y=0.0)
in7a_set.add(x=-33.75, y=1.0)
in7a_set.add(x=-45.0, y=1.0)
in7a_set.add(x=-90.0, y=0.0)
in7a = Adjective(in7a_set)
input_tempa.adjectives["ng"] = in7a
#----------------------------------------------------------------------------------------------------------------
# Definition der Horizontalbeschleunigung als Ausgang
#----------------------------------------------------------------------------------------------------------------
output_temp = OutputVariable(defuzzify=COG())
system.variables["a"] = output_temp
output_temp.failsafe = 0.0 # let it output 0.0 if no COG available
out1_set = Polygon()
out1_set.add(x=-0.25, y=0.0)
out1_set.add(x=0.0, y=1.0)
out1_set.add(x=0.25, y=0.0)
out1 = Adjective(out1_set)
output_temp.adjectives["eN"] = out1
out2_set = Polygon()
out2_set.add(x=0.00, y=0.0)
out2_set.add(x=0.25, y=1.0)
out2_set.add(x=0.50, y=0.0)
out2 = Adjective(out2_set)
output_temp.adjectives["pk"] = out2
out3_set = Polygon()
out3_set.add(x=0.25, y=0.0)
out3_set.add(x=0.50, y=1.0)
out3_set.add(x=0.75, y=0.0)
out3 = Adjective(out3_set)
output_temp.adjectives["pm"] = out3
out4_set = Polygon()
out4_set.add(x=0.50, y=0.0)
out4_set.add(x=0.75, y=1.0)
out4_set.add(x=1.0, y=1.0)
out4_set.add(x=2.0, y=0.0)
out4 = Adjective(out4_set)
output_temp.adjectives["pg"] = out4
out5_set = Polygon()
out5_set.add(x=0.00, y=0.0)
out5_set.add(x=-0.25, y=1.0)
out5_set.add(x=-0.50, y=0.0)
out5 = Adjective(out5_set)
output_temp.adjectives["nk"] = out5
out6_set = Polygon()
out6_set.add(x=-0.25, y=0.0)
out6_set.add(x=-0.50, y=1.0)
out6_set.add(x=-0.75, y=0.0)
out6 = Adjective(out6_set)
output_temp.adjectives["nm"] = out6
out7_set = Polygon()
out7_set.add(x=-0.50, y=0.0)
out7_set.add(x=-0.75, y=1.0)
out7_set.add(x=-1.0, y=1.0)
out7_set.add(x=-2.0, y=0.0)
out7 = Adjective(out7_set)
output_temp.adjectives["ng"] = out7
#----------------------------------------------------------------------------------------------------------------
# Definition der Regeln
#----------------------------------------------------------------------------------------------------------------
from fuzzy.Rule import Rule
from fuzzy.norm.Min import Min
from fuzzy.operator.Input import Input
from fuzzy.operator.Compound import Compound
rule1 = Rule(adjective=system.variables["a"].adjectives["pk"],
operator=Compound(
Min(), Input(system.variables["Phi"].adjectives["nk"]),
Input(system.variables["dPhi_dT"].adjectives["eN"])))
system.rules["rule1"] = rule1
rule2 = Rule(
adjective=system.variables["a"].adjectives["nk"],
operator=Input(system.variables["Phi"].adjectives["pk"], ),
)
system.rules["rule2"] = rule2
rule3 = Rule(
adjective=system.variables["a"].adjectives["pm"],
operator=Input(system.variables["Phi"].adjectives["nm"], ),
)
system.rules["rule3"] = rule3
rule4 = Rule(
adjective=system.variables["a"].adjectives["nm"],
operator=Input(system.variables["Phi"].adjectives["pm"], ),
)
system.rules["rule4"] = rule4
rule5 = Rule(
adjective=system.variables["a"].adjectives["pg"],
operator=Input(system.variables["Phi"].adjectives["ng"], ),
)
system.rules["rule5"] = rule5
rule6 = Rule(
adjective=system.variables["a"].adjectives["ng"],
operator=Input(system.variables["Phi"].adjectives["pg"], ),
)
system.rules["rule6"] = rule6
return system