架构调整

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ljz committed 2026-06-20 14:12:51 +08:00
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.venv/
.pip-cache/
__pycache__/
*.pyc
*.pyo
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"""Tools for CO2 Brayton cycle simulation and optimization."""
from .components import (
Compressor,
Concentrator,
Condenser,
Heater,
Recuperator,
Turbine,
)
from .cycles import BraytonCycle
from .properties import CO2PropertyCalculator
__all__ = [
"BraytonCycle",
"CO2PropertyCalculator",
"Compressor",
"Concentrator",
"Condenser",
"Heater",
"Recuperator",
"Turbine",
]
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# -*- coding: utf-8 -*-
"""Component models used by Brayton cycle simulations."""
class Compressor():
"""压缩机类"""
def __init__(self, name, eff):
"""
初始化参数
name: 名称
eff: 等熵效率
Wc: 压缩功
inlet_state: 入口参数
outlet_state: 出口参数
outlet_state_is: 等熵状态下出口参数
"""
self.name = name
self.eff = eff
self.variables = None
def calculator(self, p_in, T_in, p_out, property_calculator):
# 先计算熵值
inlet_state = property_calculator.calculate_properties(T=T_in, P=p_in)
mw = property_calculator.mw
s = inlet_state['s']
h_in = inlet_state['h']
outlet_state_is = property_calculator.calculate_properties(P=p_out, s=s)
h_out_is = outlet_state_is['h']
h_out = h_in + (h_out_is - h_in) / self.eff
outlet_state = property_calculator.calculate_properties(P=p_out, h=h_out)
Wc = h_out - h_in
T_out = outlet_state['T']
# 计算结果
self.variables = {
'name': self.name,
'inlet_state':{
'P': p_in, # 压强(kPa)
'T': T_in,
'h': h_in/mw, # 比焓(J/mol)->(J/kg)
's': s/mw, # 比熵(J/mol.K)->(J/kg.K)
},
'outlet_state':{
'P': p_out, # 压强(kPa)
'T': T_out,
'h': h_out/mw, # 比焓(kJ/mol)->(kJ/kg)
's': s/mw, # 比熵(kJ/mol.K)->(kJ/kg.K)
},
'eff': self.eff,
'Wc': Wc/mw, # 压缩功(kJ/mol)->(kJ/kg)
'pi': p_out / p_in
}
class Turbine():
"""透平类"""
def __init__(self, name, eff):
"""
初始化参数
name: 名称
eff: 透平效率
"""
self.name = name
self.eff = eff
self.variables = None
def calculator(self, p_in, T_in, p_out, property_calculator):
"""涡轮参数计算"""
inlet_state = property_calculator.calculate_properties(P=p_in, T=T_in)
mw = property_calculator.mw
s = inlet_state['s']
h_in = inlet_state['h']
outlet_state_is = property_calculator.calculate_properties(P=p_out, s=s)
h_out_is = outlet_state_is['h']
h_out = h_in - (h_in - h_out_is) * self.eff
outlet_state = property_calculator.calculate_properties(P=p_out, h=h_out)
T_out = outlet_state['T']
Wt = h_in - h_out
self.variables = {
'name': self.name,
'inlet_state':{
'P': p_in, # 压强(kPa)
'T': T_in,
'h': h_in/mw, # 比焓(J/mol)->(J/kg)
's': s/mw, # 比熵(J/mol.K)->(J/kg.K)
},
'outlet_state':{
'P': p_out, # 压强(kPa)
'T': T_out,
'h': h_out/mw, # 比焓(J/mol)->(J/kg)
's': s/mw, # 比熵(J/mol.K)->(J/kg.K)
},
'eff': self.eff,
'Wt': Wt/mw, # 透平做功(J/mol)->(J/kg)
'pi': p_in / p_out
}
class Recuperator():
"""换热器类"""
def __init__(self, name, eff, x=0):
"""
初始化参数
name: 名称
eff: 换热效率(基于焓的计算方法)
"""
self.name = name
self.eff = eff
self.Q_ex = None
self.variables = None
self.x = x
def calculator(self, cold_inlet_state, hot_inlet_state, bypass_info, ploss=0.0, property_calculator=None):
"""
计算换热器两侧参数,默认逆流
bypass_info: 是否存在分流,0为不存在,1为存在
下标含义
----------
1: 换热器冷端入口
2: 换热器冷端出口
3: 换热器热端入口
4: 换热器热端出口
ass: 迭代中间变量,假设值
"""
# 计算两入口参数, 这里单位是kg
if property_calculator is None:
if hasattr(ploss, "calculate_properties"):
property_calculator = ploss
ploss = 0.0
else:
raise ValueError("property_calculator is required")
p1 = cold_inlet_state['P']
T1 = cold_inlet_state['T']
h1 = cold_inlet_state['h']
p2 = p1 * (1 - ploss)
p3 = hot_inlet_state['P']
T3 = hot_inlet_state['T']
h3 = hot_inlet_state['h']
p4 = p3 * (1 - ploss)
mw = property_calculator.mw
# 设定质量流量
m_cold = (1-self.x) if bypass_info == 1 else 1.0
m_hot = 1.0
# =============================================================================
# # 采用焓差效能的方式来计算换热器进出口参数
# # 假设最大温差发生在冷端, 计算冷端出口温度和比焓
# cold_outlet_state = property_calculator.calculate_properties(T=T3, P=p2)
# h2 = cold_outlet_state['h'] / mw
# Q_ass_cold = m_cold * abs(h2 - h1)
#
# # 假设最大温差发生在热端, 计算热端出口温度和比焓
# hot_outlet_state = property_calculator.calculate_properties(T=T1, P=p4)
# h4 = hot_outlet_state['h'] / mw
# Q_ass_hot = m_hot * abs(h3 - h4)
#
# # 比较两个可能的Q,取最小值与焓差效能的乘积作为实际换热量
# self.Q_ex = min(Q_ass_hot, Q_ass_cold) * self.eff
# # 由实际换热量计算出口焓和出口状态
# h2 = h1 + self.Q_ex / m_cold
# h4 = h3 - self.Q_ex / m_hot
# cold_outlet_state = property_calculator.calculate_properties(P=p2, h=h2*mw)
# hot_outlet_state = property_calculator.calculate_properties(P=p4, h=h4*mw)
# T2 = cold_outlet_state['T']
# T4 = hot_outlet_state['T']
# =============================================================================
# 采用温差效能的方式来计算换热器进出口参数
T_ass_max = abs(T1 - T3)
# 假设最大温差发生在冷端, 计算冷端出口温度和比焓
T2 = T1 + T_ass_max * self.eff
cold_outlet_state = property_calculator.calculate_properties(T=T2, P=p2)
h2 = cold_outlet_state['h'] / mw
Q_ass_cold = m_cold * abs(h2 - h1)
# 假设最大温差发生在热端, 计算热端出口温度和比焓
T4 = T3 - T_ass_max * self.eff
hot_outlet_state = property_calculator.calculate_properties(T=T4, P=p4)
h4 = hot_outlet_state['h'] / mw
Q_ass_hot = m_hot * abs(h3 - h4)
# 比较两个可能的Q,取最小值与焓差效能的乘积作为实际换热量
self.Q_ex = min(Q_ass_hot, Q_ass_cold)
# 由实际换热量计算出口焓和出口状态
h2 = h1 + self.Q_ex / m_cold
h4 = h3 - self.Q_ex / m_hot
cold_outlet_state = property_calculator.calculate_properties(P=p2, h=h2*mw)
hot_outlet_state = property_calculator.calculate_properties(P=p4, h=h4*mw)
T2 = cold_outlet_state['T']
T4 = hot_outlet_state['T']
# 拼装变量
self.variables = {
'name': self.name,
'cold_inlet_state':{
'P': p1,
'T': T1,
'h': h1,
's': cold_inlet_state['s']
},
'cold_outlet_state':{
'P': p2,
'T': cold_outlet_state['T'],
'h': h2,
's': cold_outlet_state['s']/mw
},
'hot_inlet_state':{
'P': p3,
'T': T3,
'h': h3,
's': hot_inlet_state['s']
},
'hot_outlet_state':{
'P': p4,
'T': T4,
'h': h4,
's': hot_outlet_state['s']/mw
},
'eff': self.eff,
'Q_exchange': self.Q_ex
}
def check_pinch_point(self, property_calculator, num_segments=20):
"""
换热器内部夹点校验
将换热量均分为 num_segments 段,检查内部每个微元的冷热流体温度
"""
h_cold_in = self.variables['cold_inlet_state']['h']
h_hot_in = self.variables['hot_inlet_state']['h']
p_cold = self.variables['cold_inlet_state']['P']
p_hot = self.variables['hot_inlet_state']['P']
m_cold = (1 - self.x) if self.name == "Low Temperature recuprerator" else 1.0
m_hot = 1.0
dQ = self.Q_ex / num_segments
# 沿冷流体流动方向步进检查
for i in range(num_segments + 1):
q_current = i * dQ
# 当前微元截面的焓值
h_cold_local = h_cold_in + q_current / m_cold
h_hot_local = (h_hot_in - self.Q_ex / m_hot) + q_current / m_hot
# 查温度
T_cold_local = property_calculator.calculate_properties(P=p_cold, h=h_cold_local * property_calculator.mw)['T']
T_hot_local = property_calculator.calculate_properties(P=p_hot, h=h_hot_local * property_calculator.mw)['T']
# 如果热流体温度低于等于冷流体温度 (设定一个 0.1K 的最小逼近温差容差)
if T_hot_local - T_cold_local < 0.1:
return False # 发生温度交叉,物理不可行!
return True
class Heater():
"""加热器类"""
def __init__(self, name):
self.name = name
self.variables = None
def calculator(self, inlet_state, outlet_state):
h_in = inlet_state['h']
h_out = outlet_state['h']
Q_input = h_out - h_in
self.variables = {
'name': self.name,
'inlet_state':{
'P': inlet_state['P'], # 压强(kPa)
'T': inlet_state['T'],
'h': inlet_state['h'],
's': inlet_state['s'],
},
'outlet_state':{
'P': outlet_state['P'], # 压强(kPa)
'T': outlet_state['T'],
'h': outlet_state['h'],
's': outlet_state['s'],
},
'Q_in': Q_input,
}
class Condenser():
"""冷凝器类"""
def __init__(self, name):
self.name = name
self.variables = None
def calculator(self, inlet_state, outlet_state):
h_in = inlet_state['h']
h_out = outlet_state['h']
Q_output = h_in - h_out
self.variables = {
'name': self.name,
'inlet_state':{
'P': inlet_state['P'], # 压强(kPa)
'T': inlet_state['T'],
'h': inlet_state['h'],
's': inlet_state['s'],
},
'outlet_state':{
'P': outlet_state['P'], # 压强(kPa)
'T': outlet_state['T'],
'h': outlet_state['h'],
's': outlet_state['s'],
},
'Q_out': Q_output,
}
class Concentrator():
"""汇流组件"""
def __init__(self, name):
self.name = name
self.variables = None
def calculator(self, inlet_state_bypass, inlet_state_mroad, x, property_calculator):
h_in_bypass = inlet_state_bypass['h']
h_in_mroad = inlet_state_mroad['h']
p_in = inlet_state_bypass['P']
mw = property_calculator.mw
h_out = x * h_in_bypass + (1-x) * h_in_mroad
outlet_state = property_calculator.calculate_properties(P=p_in, h=h_out*mw)
self.variables = {
'name': self.name,
'inlet_state_bypass': inlet_state_bypass,
'inlet_state_mroad': inlet_state_mroad,
'outlet_state':{
'P': p_in,
'T': outlet_state['T'],
'h': h_out,
's': outlet_state['s']/mw
}
}
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# -*- coding: utf-8 -*-
"""Cycle definitions, efficiency calculations, optimization, and plotting."""
from scipy.optimize import minimize_scalar
import numpy as np
import matplotlib.pyplot as plt
from .components import (
Compressor,
Concentrator,
Condenser,
Heater,
Recuperator,
Turbine,
)
from .properties import CO2PropertyCalculator
class BraytonCycle():
"""循环计算"""
def __init__(self, name, refprop_path = "C:/Program Files (x86)/REFPROP 10.0+/REFPROP"):
self.name = name
self.property_calculator = None
self.compressor = None
self.turbine = None
self.recuperator = None
self.heater = None
self.condenser = None
self.concentrator = None
self.refprop_path = refprop_path
self.property_calculator = CO2PropertyCalculator(self.refprop_path)
def cycle_eff_calculator(self):
if type(self.compressor) == list:
Wc = (self.compressor[0].variables['Wc'] +
self.compressor[1].variables['Wc'])
else:
Wc = self.compressor.variables['Wc']
Wt = self.turbine.variables['Wt']
Q_input = self.heater.variables['Q_in']
cycle_eff = (Wt - Wc) / Q_input
return cycle_eff
def SC(self, T_low, T_high, p_low, p_high, param = None):
if param == None:
param = {
'compressor_eff': 0.98,
'turbine_eff': 0.95
}
# 定义循环组件
self.heater = Heater(name = "Main heater")
self.condenser = Condenser(name = "Main condenser")
self.compressor = Compressor(name = "Main compressor", eff = param['compressor_eff'])
self.turbine = Turbine(name = "Turbine", eff = param['turbine_eff'])
# 计算循环参数
self.compressor.calculator(p_low, T_low, p_high, self.property_calculator)
self.turbine.calculator(p_high, T_high, p_low, self.property_calculator)
self.heater.calculator(self.compressor.variables['outlet_state'], self.turbine.variables['inlet_state'])
self.condenser.calculator(self.turbine.variables['outlet_state'], self.compressor.variables['inlet_state'])
# 计算循环效率
cycle_eff = self.cycle_eff_calculator()
return cycle_eff
def SRC(self, T_low, T_high, p_low, p_high, param=None, ploss=0.0):
if param is None or 'recuperator_eff' not in param:
param = {
'compressor_eff': 0.98,
'turbine_eff': 0.95,
'recuperator_eff': 0.85
}
# 定义循环组件
self.heater = Heater(name = "Main heater")
self.condenser = Condenser(name = "Main condenser")
self.compressor = Compressor(name = "Main compressor", eff = param['compressor_eff'])
self.turbine = Turbine(name = "Turbine", eff = param['turbine_eff'])
self.recuperator = Recuperator(name = "Recuperator", eff = param['recuperator_eff'])
# 计算循环参数
self.compressor.calculator(p_low, T_low, p_high, self.property_calculator)
self.turbine.calculator(p_high, T_high, p_low, self.property_calculator)
self.recuperator.calculator(self.compressor.variables['outlet_state'],
self.turbine.variables['outlet_state'], 0,
ploss, self.property_calculator)
self.condenser.calculator(self.recuperator.variables['hot_outlet_state'],
self.compressor.variables['inlet_state'])
self.heater.calculator(self.recuperator.variables['cold_outlet_state'],
self.turbine.variables['inlet_state'])
# 计算循环效率
cycle_eff = self.cycle_eff_calculator()
return cycle_eff
def RC(self, T_low, T_high, p_low, p_high, ploss, param = None):
if (param is None or
'recompressor_eff' not in param or
'highT_recuperator_eff' not in param or
'x' not in param):
param = {
'compressor_eff': 0.98,
'turbine_eff': 0.95,
'recuperator_eff': 0.85,
'recompressor_eff': 0.98,
'highT_recuperator_eff': 0.85,
'x': 0.9
}
self.x = param['x']
# 定义循环组件
self.heater = Heater(name = "Main heater")
self.condenser = Condenser(name = "Main_condenser")
self.turbine = Turbine(name = "Main Turbine",
eff = param['turbine_eff'])
main_compressor = Compressor(name = "Main compressor",
eff = param['compressor_eff'])
recompressor = Compressor(name = "Recompressor",
eff = param['recompressor_eff'])
lrecuperator = Recuperator(name = "Low Temperature recuprerator",
eff = param['recuperator_eff'],
x = self.x)
hrecuperator = Recuperator(name = "High Temperature recuperator",
eff = param['highT_recuperator_eff'])
self.concentrator = Concentrator(name = "Concentrator")
self.recuperator = []
self.compressor = []
# 计算组件进出口参数
# 先算压缩机和涡轮
main_compressor.calculator(p_low, T_low, p_high, self.property_calculator)
self.turbine.calculator(p_high*(1-ploss)**3,
T_high, p_low*(1-ploss)**(-3),
self.property_calculator)
# 假定低温回热器出口参数并进行迭代
mw = self.property_calculator.mw
T_hr_inlet = ((self.turbine.variables['outlet_state']['T']
+ main_compressor.variables['outlet_state']['T'])/2)
# T_lr_inlet = self.turbine.variables['outlet_state']['T'] * 1.01
max_iter = 300
relax_fac = 0.4
for i in range(max_iter):
hr_inlet_state_hot_mol = self.property_calculator.calculate_properties(P=p_high*(1-ploss), T=T_hr_inlet)
# 单位转换成mol
hr_inlet_state_hot = {
'P': hr_inlet_state_hot_mol['P'],
'T': hr_inlet_state_hot_mol['T'],
'h': hr_inlet_state_hot_mol['h']/mw,
's': hr_inlet_state_hot_mol['s']/mw
}
hrecuperator.calculator(hr_inlet_state_hot,
self.turbine.variables['outlet_state'], 0,
ploss, self.property_calculator)
lrecuperator.calculator(main_compressor.variables['outlet_state'],
hrecuperator.variables['hot_outlet_state'], 1,
ploss, self.property_calculator)
recompressor.calculator(p_in = p_low/(1-ploss), p_out = p_high*(1-ploss),
T_in = lrecuperator.variables['hot_outlet_state']['T'],
property_calculator = self.property_calculator)
self.concentrator.calculator(recompressor.variables['outlet_state'],
lrecuperator.variables['cold_outlet_state'],
self.x, self.property_calculator)
Tc_outlet = self.concentrator.variables['outlet_state']['T']
err = abs(Tc_outlet - T_hr_inlet)
if err <= 1e-5:
break
if i == max_iter - 1:
raise ValueError(f"迭代次数超过范围,当前误差{err:.4f}")
T_hr_inlet = relax_fac * Tc_outlet + (1 - relax_fac) * T_hr_inlet
hrecuperator.calculator(self.concentrator.variables['outlet_state'],
self.turbine.variables['outlet_state'], 0,
ploss, self.property_calculator)
lrecuperator.calculator(main_compressor.variables['outlet_state'],
hrecuperator.variables['hot_outlet_state'], 1,
ploss, self.property_calculator)
main_compressor.variables['Wc'] *= (1-self.x)
recompressor.variables['Wc'] *= self.x
self.recuperator.append(lrecuperator)
self.recuperator.append(hrecuperator)
self.compressor.append(main_compressor)
self.compressor.append(recompressor)
self.condenser.calculator(lrecuperator.variables['hot_outlet_state'],
main_compressor.variables['inlet_state'])
self.condenser.variables['Q_out'] *= (1-self.x)
self.heater.calculator(hrecuperator.variables['cold_outlet_state'],
self.turbine.variables['inlet_state'])
# 计算循环效率
cycle_eff = self.cycle_eff_calculator()
return cycle_eff
def base_params_single_optimize(self, fixed_var, base_params, target_var_name, bounds):
"""
组件性能单变量优化器
: 固定边界条件
: 默认参数
: 优化变量名称
: 变量范围
"""
if target_var_name not in base_params:
raise ValueError(f"参数{target_var_name}不在参数字典中")
def opt_fun(opt_var):
# 复制变量字典
opt_param = base_params.copy()
# 修改要优化的变量为参数
opt_param[target_var_name] = opt_var
# 带入循环参数计算
try:
eff = self.RC(
T_low = fixed_var['T_low'],
T_high= fixed_var['T_high'],
p_low = fixed_var['p_low'],
p_high = fixed_var['p_high'],
ploss = fixed_var['ploss'],
param = opt_param)
return -eff
except Exception as e:
return 0.0 # 遇到物性计算崩溃时返回极差值
res = minimize_scalar(opt_fun, bounds=bounds, method='bounded')
if res.success:
print(f"✅ 优化完成!")
print(f"👉 最佳 {target_var_name} = {res.x:.4f}")
print(f"👉 此时系统最高效率 = {-res.fun:.2%}\n")
else:
print("❌ 优化失败。")
return res
def fixed_params_single_optimize(self, fixed_params, target_var_name, params, bounds):
"""
边界条件单变量优化器
: 固定边界条件
: 默认参数
: 优化变量名称
: 变量范围
"""
if target_var_name not in fixed_params:
raise ValueError(f"参数{target_var_name}不在参数字典中")
def opt_fun(opt_var):
# 复制变量
opt_params = fixed_params.copy()
# 变量替换
opt_params[target_var_name] = opt_var
# 带入循环
try:
eff = self.RC(T_low = opt_params['T_low'],
T_high = opt_params['T_high'],
p_low = opt_params['p_low'],
p_high = opt_params['p_high'],
ploss = opt_params['ploss'],
param = params)
return -eff
except Exception as e:
return 0.0
res = minimize_scalar(opt_fun, bounds=bounds, method='bounded')
if res.success:
print(f"✅ 优化完成!")
print(f"👉 最佳 {target_var_name} = {res.x:.4f}")
print(f"👉 此时系统最高效率 = {-res.fun:.2%}\n")
else:
print("❌ 优化失败。")
return res
def plot_optimization_landscape(self, fixed_params, params, target_var_name, bounds, res, num_points=50):
"""
绘制单变量优化地形图
:param target_var_name: 要扫描和优化的变量名(如 'x')
:param bounds: 扫描和优化的范围 (min, max)
:param num_points: 扫描的采样点数量,越大曲线越平滑,但计算越慢
"""
print(f"开始对【{target_var_name}】进行区间扫描,共计算 {num_points} 个点...")
plt.rcParams['font.sans-serif'] = ['SimHei'] # Windows 用黑体
plt.rcParams['axes.unicode_minus'] = False # 正常显示负号
# 1. 生成扫描数组
x_vals = np.linspace(bounds[0], bounds[1], num_points)
eff_vals = []
valid_x = [] # 记录那些没有报错的 x
if target_var_name not in fixed_params:
# 2. 遍历计算曲线上的点
for val in x_vals:
current_param = params.copy()
current_param[target_var_name] = val
try:
# 调用你的黑盒物理模型(注意:这里取正效率用于画图)
eff = self.RC(
T_low=fixed_params['T_low'],
T_high=fixed_params['T_high'],
p_low=fixed_params['p_low'],
p_high=fixed_params['p_high'],
ploss=fixed_params['ploss'],
param=current_param
)
# 如果系统加了夹点校验且没通过,可能会返回 None 或者抛异常
# 这里确保只有成功的点才画上去
eff_vals.append(eff * 100) # 乘以 100 转换为百分比
valid_x.append(val)
except Exception as e:
# 如果某个 x 导致计算崩溃,我们跳过这个点,不画它
pass
else:
for val in x_vals:
current_param = fixed_params.copy()
current_param[target_var_name] = val
try:
# 调用你的黑盒物理模型(注意:这里取正效率用于画图)
eff = self.RC(
T_low=current_param['T_low'],
T_high=current_param['T_high'],
p_low=current_param['p_low'],
p_high=current_param['p_high'],
ploss=current_param['ploss'],
param=params
)
# 如果系统加了夹点校验且没通过,可能会返回 None 或者抛异常
# 这里确保只有成功的点才画上去
eff_vals.append(eff * 100) # 乘以 100 转换为百分比
valid_x.append(val)
except Exception as e:
# 如果某个 x 导致计算崩溃,我们跳过这个点,不画它
pass
print("扫描完成!正在使用优化器寻找精确最高点...")
# 4. 开始绘图
plt.figure(figsize=(8, 6), dpi=120) # 设置画布大小和清晰度
# 画出目标函数曲线
plt.plot(valid_x, eff_vals, linestyle='-', color='#1f77b4', linewidth=2, label='系统热效率曲线')
# 如果优化成功,用醒目的红星标出最优点
if res.success:
best_x = res.x
best_eff = -res.fun * 100
plt.scatter(best_x, best_eff, color='red', marker='*', s=200, zorder=5, label=f'最优点 ({best_x:.4f}, {best_eff:.2f}%)')
# 画辅助虚线对齐坐标轴
plt.axvline(x=best_x, color='gray', linestyle='--', alpha=0.6)
plt.axhline(y=best_eff, color='gray', linestyle='--', alpha=0.6)
else:
print("优化结果未输入!")
# 设置图表装饰
plt.title(f'系统热效率随 {target_var_name} 的变化趋势', fontsize=14)
plt.xlabel(f'优化变量: {target_var_name}', fontsize=12)
plt.ylabel('循环热效率 η (%)', fontsize=12)
plt.grid(True, linestyle=':', alpha=0.7)
plt.legend(fontsize=11)
# 显示图像
plt.tight_layout()
plt.show()
# 调用测试
# plot_optimization_landscape('x', bounds=(0.6, 0.95), num_points=40)
def sweep_and_optimize(self, fixed_params, params, sweep_var, sweep_bounds, opt_var, opt_bounds, num_points=50):
"""
带内部动态优化的单变量扫描器 (极度通用版)
:param fixed_params: 固定的边界条件字典
:param params: 组件性能参数字典
:param sweep_var: 你要扫描/遍历的变量名 (例如 'T_low')
:param sweep_bounds: 扫描变量的范围 (min, max)
:param opt_var: 在每个扫描点下,你需要动态寻找最优值的变量名 (例如 'x')
:param opt_bounds: 优化变量的搜索范围 (min, max)
:param num_points: 扫描点数
"""
print(f"\n🚀 开始执行嵌套扫描:")
print(f" - 扫描变量 (X轴): 【{sweep_var}】 范围 {sweep_bounds}")
print(f" - 内部动态优化变量: 【{opt_var}】 范围 {opt_bounds}")
# 1. 生成扫描节点
sweep_vals = np.linspace(sweep_bounds[0], sweep_bounds[1], num_points)
# 记录数据的列表
valid_sweep_vals = []
best_effs = []
best_opt_vals = []
# 2. 开始逐点扫描
for s_val in sweep_vals:
# 【核心1:每次必须使用干净的字典副本】
current_fixed = fixed_params.copy()
current_param = params.copy()
# 判断扫描变量是属于 fixed_params 还是 params,并赋值
if sweep_var in current_fixed:
current_fixed[sweep_var] = s_val
elif sweep_var in current_param:
current_param[sweep_var] = s_val
else:
raise ValueError(f"找不到扫描变量: {sweep_var}")
# 3. 定义内部优化目标函数 (闭包)
def inner_objective(guess_val):
# 将优化器猜的值赋给 opt_var
current_param[opt_var] = guess_val
try:
# 调用黑盒计算
eff = self.RC(
T_low=current_fixed['T_low'],
T_high=current_fixed['T_high'],
p_low=current_fixed['p_low'],
p_high=current_fixed['p_high'],
ploss=current_fixed['ploss'],
param=current_param
)
# 【预留口:此处可加入换热器内部夹点校验】
# 取出两个换热器进行夹点校验
for rec in self.recuperator:
if not rec.check_pinch_point(self.property_calculator):
return 0.0 # 核心!如果交叉了,直接返回 0 效率,强迫优化器换参数
return -eff
except Exception:
return 0.0
# 4. 调用一维优化器
res = minimize_scalar(inner_objective, bounds=opt_bounds, method='bounded')
# 5. 结果校验与存储
if res.success and -res.fun > 0:
best_eff = -res.fun * 100
best_opt_val = res.x
valid_sweep_vals.append(s_val)
best_effs.append(best_eff)
best_opt_vals.append(best_opt_val)
print(f"✔️ {sweep_var} = {s_val:.2f} | 寻得最优 {opt_var} = {best_opt_val:.4f} | 最高效率 = {best_eff:.2f}%")
else:
print(f"❌ {sweep_var} = {s_val:.2f} | 优化失败或物理无解,已跳过")
# 6. 调用画图方法 (将画图剥离,保持代码干净)
self._plot_results(sweep_var, valid_sweep_vals, best_effs, opt_var, best_opt_vals)
return valid_sweep_vals, best_effs, best_opt_vals
def _plot_results(self, sweep_var, x_data, y_eff_data, opt_var, y_opt_data):
"""专门用来画图的内部方法,支持双Y轴"""
if not x_data:
print("没有有效数据可供绘制!")
return
plt.rcParams['font.sans-serif'] = ['SimHei']
plt.rcParams['axes.unicode_minus'] = False
fig, ax1 = plt.subplots(figsize=(9, 6), dpi=120)
# 画左Y轴:最高效率曲线
color1 = '#1f77b4'
ax1.set_xlabel(f'扫描变量: {sweep_var}', fontsize=12)
ax1.set_ylabel('最优循环热效率 η (%)', color=color1, fontsize=12)
ax1.plot(x_data, y_eff_data, color=color1, linewidth=2.5, label='系统热效率')
ax1.tick_params(axis='y', labelcolor=color1)
ax1.grid(True, linestyle=':', alpha=0.6)
# 画右Y轴:对应的最优分流量走势
ax2 = ax1.twinx()
color2 = '#d62728'
ax2.set_ylabel(f'匹配的最优动态变量: {opt_var}', color=color2, fontsize=12)
ax2.plot(x_data, y_opt_data, color=color2, linestyle='--', linewidth=2, label=f'最优 {opt_var} 值')
ax2.tick_params(axis='y', labelcolor=color2)
plt.title(f'系统最高效率及对应的最优 {opt_var} 随 {sweep_var} 的变化', fontsize=14)
fig.tight_layout()
plt.show()
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# -*- coding: utf-8 -*-
"""REFPROP-backed CO2 property helpers."""
import ctREFPROP.ctREFPROP as ct
class CO2PropertyCalculator():
"""二氧化碳物性计算"""
def __init__(self, refprop_path = None):
"""初始化库"""
self.rp = ct.REFPROPFunctionLibrary(refprop_path)
# 设置流体文件
self.rp.SETUPdll(1, 'CO2.FLD', 'HMX.BNC', 'DEF')
# 设置单位
self.rp.SETUPdll(2, 'SI', 'SI', 'DEF')
self.z = [1.0]
self.mw = self.rp.WMOLdll(self.z)
def calculate_properties(self, T=None, P=None, h=None, s=None):
"""计算二氧化碳物性"""
if T is not None and P is not None:
# 已知Tp
result = self.rp.TPFLSHdll(T, P, self.z)
properties = {
'T': T,
'P': P,
'h': result.h,
's': result.s,
}
elif P is not None and h is not None:
# 已知Ph
result = self.rp.PHFLSHdll(P, h, self.z)
properties = {
'T': result.T,
'P': P,
'h': h,
's': result.s,
}
elif T is not None and h is not None:
# 已知Th
result = self.rp.THFLSHdll(T, h, self.z)
properties = {
'T': T,
'P': result.P,
'h': h,
's': result.s,
}
elif P is not None and s is not None:
# 已知Ps
result = self.rp.PSFLSHdll(P, s, self.z)
properties = {
'T': result.T,
'P': P,
'h': result.h,
's': s,
}
else:
raise ValueError("提供的参数不足")
if result.ierr > 0:
raise ValueError(f"REFPROP计算错误:{result.ierr}")
# 补充提取的物性,这里由于后续还要使用,不进行参数变换
properties['D'] = result.D
properties['cp'] = result.Cp
properties['cv'] = result.Cv,
return properties
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