def three_buses():
'''
Create a three bus system
-cheap gen and load on busA
-mid gen and load on busB
-expensive gen and load on busC
-three lines connecting all three buses (triangle)
-create congestion by setting a line limit
Ensure that:
- the total load is met
- the lmps are different
'''
pmax=50
Pd=[105,225,302]
generators=[
make_cheap_gen(bus='A'),
make_mid_gen(bus='B'),
make_expensive_gen(bus='C'),
]
loads=[
powersystems.Load(schedule=Series(Pd[0],singletime), bus='A'),
powersystems.Load(schedule=Series(Pd[1],singletime), bus='B'),
powersystems.Load(schedule=Series(Pd[2],singletime), bus='C')
]
lines=[
powersystems.Line(frombus='A', tobus='B'),
powersystems.Line(frombus='A', tobus='C', pmax=pmax),
powersystems.Line(frombus='B', tobus='C', pmax=pmax),
]
power_system,times=solve_problem(generators, do_reset_config=False,
times=singletime,loads=loads,lines=lines)
num_lmps=len(set(b.price(times[0]) for b in power_system.buses))
total_load = value(sum(b.Pload(times[0]) for b in power_system.buses))
assert total_load==sum(Pd) and num_lmps>1
def leak_on_reset():
# create a problem
loads_times = make_loads_times(Pdt=[20,30,40,50])
generators = [
powersystems.Generator(name='expensive', costcurveequation='30P+0.01P^2'),
powersystems.Generator(name='cheap', costcurveequation='20P+0.005P^2')
]
# solve it
power_system, times = solve_problem(generators, **loads_times)
# reset the model - no pyomo components should persist
power_system.reset_model()
test_counts = get_counts('uc')
assert sum(test_counts.values()) == 0
def line_limit_low():
'''
Create a two bus system
-cheap gen on busA
-expensive gen and load on busB,
-line (from B to A) limit lower than load
Ensure that:
- the line is at its limit
- the congestion price is equal to the diff. in LMPs
'''
pmin = -100
generators = [make_cheap_gen(bus='A'), make_expensive_gen(bus='B')]
lines = [powersystems.Line(pmin=pmin, frombus='B', tobus='A')]
power_system, times = solve_problem(generators,
do_reset_config=False,
lines=lines,
**make_loads_times(Pd=225, bus='B'))
Pline = lines[0].power(times[0])
lmps = [b.price(times[0]) for b in power_system.buses]
congestion_price = lines[0].price(times[0])
assert Pline == pmin and congestion_price == -1 * (lmps[1] - lmps[0])
def line_limit_low():
'''
Create a two bus system
-cheap gen on busA
-expensive gen and load on busB,
-line (from B to A) limit lower than load
Ensure that:
- the line is at its limit
- the congestion price is equal to the diff. in LMPs
'''
pmin = -100
generators=[
make_cheap_gen(bus='A'),
make_expensive_gen(bus='B')
]
lines=[powersystems.Line(pmin=pmin, frombus='B', tobus='A')]
power_system,times=solve_problem(generators, do_reset_config=False,
lines=lines, **make_loads_times(Pd=225,bus='B'))
Pline = lines[0].power(times[0])
lmps=[b.price(times[0]) for b in power_system.buses]
congestion_price = lines[0].price(times[0])
assert Pline==pmin and congestion_price == -1*(lmps[1] - lmps[0])
