Generate performance data from heat pump modelΒΆ
This example demonstrates the use of the heat pump module to calculate the heat pump heating capacity and power input. For a given set of parameters, the heating capacity and power input is calculated for various combinations of inlet water temperatures and mass flow rates at the evaporator and condenser inlets.
Results from the heat pump model are saved into the file IBPSA/Resources/src/fluid/heatpumps/calibration/Examples/somePerformanceData.txt.
The following script can be found in IBPSA/Resources/src/fluid/heatpumps/calibration/Examples/example_calibration.py:
1# -*- coding: utf-8 -*-
2""" Example use of the heat pump model to generate performance data.
3
4This script demonstrates the use of the heat pump model to generate performance
5data. Data is generated for a heat pump with a scroll compressor and some
6combinations of inlet water temperatures and mass flow rates on the source
7and load sides. The resulting performance data is written to a text file.
8
9"""
10from __future__ import division, print_function, absolute_import
11
12import os
13import sys
14
15
16def main():
17 # Add parent directory to system path
18 parent_dir = os.path.dirname(os.path.dirname(os.path.abspath(__file__)))
19 sys.path.insert(1, parent_dir)
20 # Import Heat pump and calibration module
21 import PythonModel as hp
22 # Change working directory to current directory
23 os.chdir(os.path.dirname(__file__))
24 # Set to True if calibrating for cooling mode
25 CoolingMode = False
26 # File name for performance data
27 tableFileName = 'somePerformanceData.txt'
28
29 # Initialize the heat pump model
30 P_nominal = 17.5e3 # Nominal heat pump power input (W).
31 COP_nominal = 4.0 # Nominal COP of the heat pump (-)
32 Q_nominal = P_nominal*COP_nominal # Nominal heat pump capacity (W).
33
34 # Model parameters
35 volRat = 2.365 # Volume ratio (-).
36 V_flow_nominal = 0.00288 # Nominal refrigerant volume flow rate (kg/s).
37 leaCoe = 0.0041 # Leakage coefficient (kg/s)
38 etaEle = 0.924 # Elctro-mechanical efficiency (-).
39 PLos = 396.1 # Constant part of the power losses (W).
40 dTSup = 6.84 # Degree of superheating (K).
41 UACon = 7007.7 # Condenser heat transfer coefficient (W/K).
42 UAEva = 29990.9 # Evaporator heat transfer coefficient (W/K).
43
44 # Boundary conditions
45 # Source-side water mass flow rates (L/s)
46 mSou_flow = [0.6, 0.9, 1.2]
47 # Load-side water mass flow rates (L/s)
48 mLoa_flow = [0.6, 0.9, 1.2]
49 # Source-side entering water temperatures (K)
50 TSou = [273.15, 278.15, 283.15, 288.15, 293.15, 298.15]
51 # Load-side entering water temperatures (K)
52 TLoa = [288.15, 298.15, 308.15, 318.15]
53
54 # -------------------------------------------------------------------------
55 # Initialize all models using given parameters values.
56 # -------------------------------------------------------------------------
57 # Compressor model (Scroll)
58 com = hp.compressors.ScrollCompressor([volRat,
59 V_flow_nominal,
60 leaCoe,
61 etaEle,
62 PLos,
63 dTSup])
64 # Condenser model
65 con = hp.heatexchangers.EvaporatorCondenser([UACon])
66 # Evaporator model
67 eva = hp.heatexchangers.EvaporatorCondenser([UAEva])
68 # Refrigerant model
69 ref = hp.refrigerants.R410A()
70 # Fluid model on condenser side
71 fluCon = hp.fluids.ConstantPropertyWater()
72 # Fluid model on evaporator side
73 fluEva = hp.fluids.ConstantPropertyWater()
74 # Heat pump model
75 heaPum = hp.heatpumps.SingleStageHeatPump(
76 com, con, eva, ref, fluCon, fluEva, Q_nominal, P_nominal, CoolingMode)
77
78 # -------------------------------------------------------------------------
79 # Evaluate heat pump peformance at all combinations of boundary conditions.
80 # -------------------------------------------------------------------------
81 with open(tableFileName, 'w') as f:
82 for TS in TSou:
83 for mS in mSou_flow:
84 for TL in TLoa:
85 for mL in mLoa_flow:
86 # Evaluate capacity, source-side heat transfer rate and
87 # power input.
88 Cap = heaPum.get_Capacity(TS, TL, mS, mL)/1e3
89 HR = heaPum.get_SourceSideTransferRate(TS, TL, mS, mL)/1e3
90 Power = heaPum.get_Power(TS, TL, mS, mL)/1e3
91 # Write to text file.
92 f.write('{}\t{}\t{}\t{}\t{}\t{}\t{}\n'.format(
93 TS, TL, mS, mL, Cap, HR, Power))
94 return
95
96# Main function
97if __name__ == '__main__':
98 main()