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我想解决约束混合整数非线性优化问题使用PyOMO。具体来说,我试图找到齿轮直径和齿数,以满足两个给定的齿轮比。我真的很关心如何使用Set()Var()。我一直在阅读文档,但它并没有超级清楚Set的实际内容!这是我可以用来访问问题的类似分组部分的索引吗?这里是我的代码:(Python的3.5)Pyomo ValueError:PositiveReals不是一个有效的域

from pyomo.environ import * 
from pyomo.opt import SolverFactory 
import numpy as np 

# Define Forward and Reverse Gear Ratios 

fwd_ratio = 4.3 
rev_ratio = 9.1 

D_guess = [4.5, 11.5, 6.0, 10.0, 4.5, 2.5, 2.25, 9.0] 
N_guess = [18, 46, 24, 40, 18, 20, 18, 72] 

idx = np.arange(0,8) 

print(idx) 

model = AbstractModel() 

# Declare Model Sets??? I tried this as first argument to Var(), didn't work 

#model.Didx = Set(D_guess) 
#model.Nidx = Set(N_guess) 

# Declare Model Variables 

model.D = Var(D_guess, within='PositiveReals', bounds=(1.0,None)) 
model.N = Var(N_guess, within='PositiveInteger', bounds=(18,None)) 

# Declare Objective Functions 

def obj_funcD(model): 

    F1 = (model.D[1]/model.D[0])*(model.D[3]/model.D[2]) - fwd_ratio 

    F2 = (model.D[1]/model.D[4])*(model.D[6]/model.D[5])*(model.D[7]/model.D[6]) - rev_ratio 

    return F1 + F2 

def obj_funcN(model): 

    F1 = (model.N[1]/model.N[0])*(model.N[3]/model.N[2]) - fwd_ratio 

    F2 = (model.N[1]/model.N[4])*(model.N[6]/model.N[5])*(model.N[7]/model.N[6]) - rev_ratio 

    return F1 + F2 

# Declare Constraint 

def con_func1(model): 

    return model.D[1]/model.D[0] == model.N[1]/model.N[0] 

def con_func2(model): 

    return model.D[3]/model.D[2] == model.N[3]/model.N[3] 

def con_func3(model): 

    return model.D[1]/model.D[4] == model.N[1]/model.N[4] 

def con_func4(model): 

    return model.D[6]/model.D[5] == model.N[6]/model.N[5] 

def con_func5(model): 

    return model.D[7]/model.D[6] == model.N[7]/model.N[6] 

# Create Constraint List 

model.c1 = Constraint(rule=con_func1) 
model.c2 = Constraint(rule=con_func2) 
model.c3 = Constraint(rule=con_func3) 
model.c4 = Constraint(rule=con_func4) 
model.c5 = Constraint(rule=con_func5) 

# Create Objectives 

model.obj1 = Objective(rule=obj_funcD,sense='minimize') 
model.obj2 = Objective(rule=obj_funcN,sense='minimize') 

# Solve the Problem? 

opt = SolverFactory('glpk') 

instance = model.create_instance() 

results = opt.solve(instance) 

此代码提供了以下错误:

WARNING: Element 4.5 already exists in set D_index; no action taken. 
    File "/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/pyomo/core/base/PyomoModel.py", line 920, in _initialize_component 
ERROR: Constructing component 'D' from data=None failed: 
    declaration.construct(data) 
    ValueError: PositiveReals is not a valid domain. Variable domains must be an instance of one of (<class 'pyomo.core.base.set_types.RealSet' at 0x1004bee98>, <class 'pyomo.core.base.set_types.IntegerSet' at 0x1004f2558>, <class 'pyomo.core.base.set_types.BooleanSet' at 0x1004f28f8>), or an object that declares a method for bounds (like a Pyomo Set). Examples: NonNegativeReals, Integers, Binary 
    File "/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/pyomo/core/base/var.py", line 573, in construct 
    component=None) 
    File "/Library/Frameworks/Python.framework/Versions/3.6/lib/python3.6/site-packages/pyomo/core/base/var.py", line 299, in __init__ 
    "Integers, Binary" % (domain, (RealSet, IntegerSet, BooleanSet))) 
ValueError: PositiveReals is not a valid d 

我使用RangeSet()并通过相关设定为Var()第一个参数也试过,但这个也没有做任何事情!我知道我错过了一些超级明显的东西,但我一直盯着屏幕4个小时,现在我正在争取你的帮助!由于

回答

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变化within='PositiveReals'within=PositiveReals

within(或domain)的关键字应该被分配一个是得到从pyomo.environ进口组的域对象。他们不应该被分配字符串。