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Commit 65789370 authored by Jan Dinkelbach's avatar Jan Dinkelbach
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extended modelica read in (use of regex, all vars), added read in examples

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import numpy as np
import pandas as pd
from .timeseries import *
import re
def read_timeseries_Modelica(filename, timeseries_names=None):
def read_timeseries_Modelica(filename, timeseries_names=None, is_regex=False):
from modelicares import SimRes
sim = SimRes(filename)
if timeseries_names is None:
# No trajectory names specified, thus read in all
print('TBD')
if timeseries_names is None and is_regex is False:
# No trajectory names or regex specified, thus read in all
timeseries = []
for name in sim.names():
timeseries.append(TimeSeries(name, sim(name).times(), sim(name).values()))
elif is_regex is True:
# Read in variables which match with regex
timeseries = []
p = re.compile(timeseries_names)
timeseries_names = [name for name in sim.names() if p.search(name)]
timeseries_names.sort()
for name in timeseries_names:
timeseries.append(TimeSeries(name, sim(name).times(), sim(name).values()))
else:
# Read in specified time series
if not isinstance(timeseries_names, list):
......
......@@ -14,9 +14,14 @@ class TimeSeries:
@staticmethod
def diff(name, ts1, ts2):
"""Returns difference between values of two Timeseries objects.
Assumes the same time steps for both timeseries.
"""
ts_diff = TimeSeries(name, ts1.time, (ts1.values - ts2.values))
if ts1.time==ts2.time:
ts_diff = TimeSeries(name, ts1.time, (ts1.values - ts2.values))
else: # different timestamps, common time vector and interpolation required before substraction
time = sorted(set(list(ts1.time) + list(ts2.time)))
interp_vals_ts1 = np.interp(time, ts1.time, ts1.values)
interp_vals_ts2 = np.interp(time, ts2.time, ts2.values)
ts_diff = TimeSeries(name, time, (interp_vals_ts2 - interp_vals_ts1))
return ts_diff
......
from dataprocessing.readtools import *
from dataprocessing.plottools import *
import matplotlib.pyplot as plt
# Example 1: read in single variable included in the Modelica results file
voltage_node126 = read_timeseries_Modelica(
r"\\tsclient\N\Research\German Public\ACS0049_SINERGIEN_bsc\Data\WorkData\SimulationResults\IEEE European\Single_scenario_fixed_PV\IEEEEuropean_60.mat",
timeseries_names="N126.Vrel")
plt.figure(1, figsize=(12,8))
set_timeseries_labels(voltage_node126, "voltage N126")
plt.plot(voltage_node126.time/3600, voltage_node126.values, label=voltage_node126.label)
plt.legend()
plt.show(block=True)
# Example 2: read in multiple variables defined in a list
voltage_two_nodes = read_timeseries_Modelica(
r"\\tsclient\N\Research\German Public\ACS0049_SINERGIEN_bsc\Data\WorkData\SimulationResults\IEEE European\Single_scenario_fixed_PV\IEEEEuropean_60.mat",
timeseries_names=["N127.Vrel", "N128.Vrel"])
plt.figure(2, figsize=(12,8))
plt.plot(voltage_two_nodes[0].time/3600, voltage_two_nodes[0].values, label=voltage_two_nodes[0].label)
plt.plot(voltage_two_nodes[1].time/3600, voltage_two_nodes[1].values, label=voltage_two_nodes[1].label)
plt.legend()
plt.show(block=True)
# Example 3: read in all voltages using regular expressions
voltages_all_nodes = read_timeseries_Modelica(
r"\\tsclient\N\Research\German Public\ACS0049_SINERGIEN_bsc\Data\WorkData\SimulationResults\IEEE European\Single_scenario_fixed_PV\IEEEEuropean_60.mat",
timeseries_names='^[^.]*.Vrel$', is_regex=True)
plt.figure(3, figsize=(12, 8))
for i in range(len(voltages_all_nodes)):
plt.plot(voltages_all_nodes[i].time / 3600, voltages_all_nodes[i].values, label=voltages_all_nodes[i].label)
plt.legend()
plt.show(block=True)
# Example 4: read in all variables
variables_all = read_timeseries_Modelica(
r"\\tsclient\N\Research\German Public\ACS0049_SINERGIEN_bsc\Data\WorkData\SimulationResults\IEEE European\Single_scenario_fixed_PV\IEEEEuropean_60.mat")
dict_variables_all = {}
for ts in variables_all:
dict_variables_all[ts.name] = ts
plt.figure(4, figsize=(12, 8))
plt.plot(dict_variables_all["L12.Irel"].time/3600, dict_variables_all["L12.Irel"].values, label=dict_variables_all["L12.Irel"].label)
plt.legend()
plt.show(block=True)
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