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minimal_example_lopf.py
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minimal_example_lopf.py
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## Minimal 3-node example of PyPSA linear optimal power flow
#
#Available as a Jupyter notebook at <http://www.pypsa.org/examples/minimal_example_lopf.ipynb>.
# make the code as Python 3 compatible as possible
from __future__ import print_function, division
import pypsa
import numpy as np
network = pypsa.Network()
#add three buses
for i in range(3):
network.add("Bus","My bus {}".format(i))
print(network.buses)
#add three lines in a ring
for i in range(3):
network.add("Line","My line {}".format(i),
bus0="My bus {}".format(i),
bus1="My bus {}".format((i+1)%3),
x=0.0001,
s_nom=60)
print(network.lines)
#add a generator at bus 0
network.add("Generator","My gen 0",
bus="My bus 0",
p_nom=100,
marginal_cost=50)
#add a generator at bus 1
network.add("Generator","My gen 1",
bus="My bus 1",
p_nom=100,
marginal_cost=25)
print(network.generators)
print(network.generators.p_set)
#add a load at bus 2
network.add("Load","My load",
bus="My bus 2",
p_set=100)
print(network.loads)
print(network.loads.p_set)
#Do a linear OPF
def my_f(network,snapshots):
print(snapshots)
network.lopf(extra_functionality=my_f)
#Cheap generator 1 cannot be fully dispatched because of network constraints,
#so expensive generator 0 also has to dispatch
print(network.generators_t.p)
#network flows
print(network.lines_t.p0)
#Line 1 is congested
print(abs(network.lines_t.p0)/network.lines.s_nom)
#Power flows towards lower voltage angles
print(network.buses_t.v_ang*180/np.pi)
#In linear approximation, all voltage magnitudes are nominal, i.e. 1 per unit
print(network.buses_t.v_mag_pu)
#At bus 2 the price is set above any marginal generation costs in the model, because to dispatch to
#it from expensive generator 0, also some dispatch from cheap generator 1 has to be substituted from generator0
#to avoid overloading line 1.
print(network.buses_t.marginal_price)