wheel.py 5.3 KB

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  1. import numpy as np
  2. try:
  3. import pymc as pm
  4. except:
  5. pass
  6. from ._base_components import BaseComponents
  7. from ..tools.enthalpy import get_RH_from_Tdb_and_Hr
  8. from ..tools.enthalpy import get_Dew_from_HumRatio
  9. class WheelS2(BaseComponents):
  10. def __init__(self, name):
  11. super().__init__(name)
  12. @classmethod
  13. def model(
  14. cls,
  15. TinP,HinP,FP,
  16. TinR,HinR,FR,
  17. engine : str,
  18. param : dict,
  19. ):
  20. FUNC = cls.get_func_by_engine(engine)
  21. EXP = FUNC['EXP']
  22. RinP = get_RH_from_Tdb_and_Hr(TinP,HinP,engine)
  23. beta_Q1 = param['beta_Q1']
  24. beta_H1 = param['beta_H1']
  25. beta_H2 = param['beta_H2']
  26. beta_H3 = param['beta_H3']
  27. beta_H4 = param['beta_H4']
  28. # 转轮的温度
  29. T_avg = TinR * (1 - beta_H4) + TinP * beta_H4
  30. # 出风露点(除湿量)
  31. ## 处理侧
  32. Hdiff_mu = beta_H1 * RinP ** beta_H2 * EXP(-beta_H3 / T_avg) / 1000 # kg水蒸气/kg干空气
  33. HoutP_mu = HinP - Hdiff_mu
  34. DoutP_mu = get_Dew_from_HumRatio(HoutP_mu,engine)
  35. ## 再生侧
  36. HoutR_mu = HinR + Hdiff_mu * (FP / FR)
  37. DoutR_mu = get_Dew_from_HumRatio(HoutR_mu,engine)
  38. # 出风温度
  39. # 处理侧
  40. Q_latent = Hdiff_mu * cls.CONSTANT['h_ads'] # Kj/kg 潜热
  41. Q_sensible = beta_Q1 * (TinR - TinP) # Kj/kg 显热(影响升焓的部分)
  42. Q = (Q_latent + Q_sensible) * FP # Kj
  43. ToutP_mu = TinP + Q / (FP * cls.CONSTANT['c_p_air'])
  44. # 再生侧
  45. ToutR_mu = TinR - Q / (FR * cls.CONSTANT['c_p_air'])
  46. return {
  47. 'ToutP':ToutP_mu,'HoutP':HoutP_mu,'DoutP':DoutP_mu,
  48. 'ToutR':ToutR_mu,'HoutR':HoutR_mu,'DoutR':DoutR_mu,
  49. }
  50. def prior(self):
  51. param = {
  52. 'beta_Q1': pm.HalfNormal(f'{self.name}_beta_Q1',sigma=10),
  53. 'beta_H1': pm.HalfNormal(f'{self.name}_beta_H1',sigma=10),
  54. 'beta_H2': pm.HalfNormal(f'{self.name}_beta_H2',sigma=10),
  55. 'beta_H3': pm.HalfNormal(f'{self.name}_beta_H3',sigma=10),
  56. 'beta_H4': pm.Uniform(f'{self.name}_beta_H4',lower=0,upper=1),
  57. }
  58. return param
  59. class WheelS3(BaseComponents):
  60. def __init__(self, name):
  61. super().__init__(name)
  62. @classmethod
  63. def model(
  64. cls,
  65. TinP,HinP,FP,
  66. TinR,HinR,FR,
  67. TinC,HinC,FC,
  68. engine : str,
  69. param : dict,
  70. ):
  71. FUNC = cls.get_func_by_engine(engine)
  72. EXP = FUNC['EXP']
  73. beta_P1 = param['beta_P1']
  74. beta_P2 = param['beta_P2']
  75. beta_P3 = param['beta_P3']
  76. beta_P4 = param['beta_P4']
  77. beta_P5 = param['beta_P5']
  78. beta_C1 = param['beta_C1']
  79. beta_C2 = param['beta_C2']
  80. beta_C3 = param['beta_C3']
  81. beta_C4 = param['beta_C4']
  82. RinP = get_RH_from_Tdb_and_Hr(TinP,HinP,engine)
  83. RinC = get_RH_from_Tdb_and_Hr(TinC,HinC,engine)
  84. # 处理侧
  85. HdiffP = (beta_P1 * RinP**beta_P4 * HinP * TinR * EXP(-beta_P5 * FP) + beta_P2)/1000
  86. WdiffP = HdiffP * FP
  87. HoutP = HinP - HdiffP
  88. DoutP = get_Dew_from_HumRatio(HoutP,engine)
  89. Q_lat_P = WdiffP * cls.CONSTANT['h_ads']
  90. Q_sen_P = beta_P3 * (TinR - TinP) * FP #TODO
  91. TdiffP = (Q_lat_P + Q_sen_P) / (FP * cls.CONSTANT['c_p_air'])
  92. ToutP = TinP + TdiffP
  93. # 冷却侧
  94. TdiffC = beta_C1 * EXP(-beta_C2 * EXP(-beta_C3 * (TinR - TinC))) * EXP(-beta_C4 * FC)
  95. ToutC = TinC + TdiffC
  96. HdiffC = (beta_P1 * RinC**beta_P4 * HinC * TinR * EXP(-beta_P5 * FC) + beta_P2)/1000
  97. WdiffC = HdiffC * FC
  98. HoutC = HinC - HdiffC
  99. DoutC = get_Dew_from_HumRatio(HoutC,engine)
  100. Q_total_C = TdiffC * FC * cls.CONSTANT['c_p_air']
  101. # 再生侧
  102. WdiffR = WdiffP + WdiffC
  103. HoutR = (HinR * FR + WdiffR) / FR
  104. DoutR = get_Dew_from_HumRatio(HoutR,engine)
  105. Q_total_R = Q_lat_P + Q_sen_P + Q_total_C
  106. TdiffR = Q_total_R / (FR * cls.CONSTANT['c_p_air'])
  107. ToutR = TinR - TdiffR
  108. return {
  109. 'ToutP':ToutP,'HoutP':HoutP,'DoutP':DoutP,'FP':FP,
  110. 'ToutR':ToutR,'HoutR':HoutR,'DoutR':DoutR,'FR':FR,
  111. 'ToutC':ToutC,'HoutC':HoutC,'DoutC':DoutC,'FC':FC,
  112. }
  113. def prior(self):
  114. param = {
  115. 'beta_P1': pm.TruncatedNormal(f'{self.name}_beta_P1',mu=5,sigma=10,initval=5,lower=0),
  116. 'beta_P2': pm.TruncatedNormal(f'{self.name}_beta_P2',mu=0.5,sigma=1,initval=0.02,lower=0),
  117. 'beta_P3': pm.TruncatedNormal(f'{self.name}_beta_P3',mu=1,sigma=2,initval=1.5,lower=0),
  118. 'beta_P4': pm.TruncatedNormal(f'{self.name}_beta_P4',mu=1,sigma=0.3,initval=1,lower=0),
  119. 'beta_P5': pm.TruncatedNormal(f'{self.name}_beta_P5',mu=5,sigma=2,initval=5,lower=0),
  120. 'beta_C1': pm.TruncatedNormal(f'{self.name}_beta_C1',mu=60,sigma=10,initval=60,lower=10),
  121. 'beta_C2': pm.TruncatedNormal(f'{self.name}_beta_C2',mu=30,sigma=10,initval=30,lower=1),
  122. 'beta_C3': pm.TruncatedNormal(f'{self.name}_beta_C3',mu=0.05,sigma=0.1,initval=0.05,lower=0),
  123. 'beta_C4': pm.TruncatedNormal(f'{self.name}_beta_C4',mu=1,sigma=1,initval=1,lower=0),
  124. }
  125. return param