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def _var_bounds ( self ) : x0 = array ( [ ] ) xmin = array ( [ ] ) xmax = array ( [ ] ) for var in self . om . vars : x0 = r_ [ x0 , var . v0 ] xmin = r_ [ xmin , var . vl ] xmax = r_ [ xmax , var . vu ] return x0 , xmin , xmax
Returns bounds on the optimisation variables .
95
8
701
def _initial_interior_point ( self , buses , generators , xmin , xmax , ny ) : Va = self . om . get_var ( "Va" ) va_refs = [ b . v_angle * pi / 180.0 for b in buses if b . type == REFERENCE ] x0 = ( xmin + xmax ) / 2.0 x0 [ Va . i1 : Va . iN + 1 ] = va_refs [ 0 ] # Angles set to first reference angle. if ny > 0 : yvar = self . om . get_var ( "y" ) # Largest y-value in CCV data c = [ ] for g in generators : if g . pcost_model == PW_LINEAR : for _ , y in g . p_cost : c . append ( y ) x0 [ yvar . i1 : yvar . iN + 1 ] = max ( c ) * 1.1 return x0
Selects an interior initial point for interior point solver .
215
12
702
def solve ( self ) : base_mva = self . om . case . base_mva Bf = self . om . _Bf Pfinj = self . om . _Pfinj # Unpack the OPF model. bs , ln , gn , cp = self . _unpack_model ( self . om ) # Compute problem dimensions. ipol , ipwl , nb , nl , nw , ny , nxyz = self . _dimension_data ( bs , ln , gn ) # Split the constraints in equality and inequality. AA , ll , uu = self . _linear_constraints ( self . om ) # Piece-wise linear components of the objective function. Npwl , Hpwl , Cpwl , fparm_pwl , any_pwl = self . _pwl_costs ( ny , nxyz , ipwl ) # Quadratic components of the objective function. Npol , Hpol , Cpol , fparm_pol , polycf , npol = self . _quadratic_costs ( gn , ipol , nxyz , base_mva ) # Combine pwl, poly and user costs. NN , HHw , CCw , ffparm = self . _combine_costs ( Npwl , Hpwl , Cpwl , fparm_pwl , any_pwl , Npol , Hpol , Cpol , fparm_pol , npol , nw ) # Transform quadratic coefficients for w into coefficients for X. HH , CC , C0 = self . _transform_coefficients ( NN , HHw , CCw , ffparm , polycf , any_pwl , npol , nw ) # Bounds on the optimisation variables. _ , xmin , xmax = self . _var_bounds ( ) # Select an interior initial point for interior point solver. x0 = self . _initial_interior_point ( bs , gn , xmin , xmax , ny ) # Call the quadratic/linear solver. s = self . _run_opf ( HH , CC , AA , ll , uu , xmin , xmax , x0 , self . opt ) # Compute the objective function value. Va , Pg = self . _update_solution_data ( s , HH , CC , C0 ) # Set case result attributes. self . _update_case ( bs , ln , gn , base_mva , Bf , Pfinj , Va , Pg , s [ "lmbda" ] ) return s
Solves DC optimal power flow and returns a results dict .
577
12
703
def _pwl_costs ( self , ny , nxyz , ipwl ) : any_pwl = int ( ny > 0 ) if any_pwl : y = self . om . get_var ( "y" ) # Sum of y vars. Npwl = csr_matrix ( ( ones ( ny ) , ( zeros ( ny ) , array ( ipwl ) + y . i1 ) ) ) Hpwl = csr_matrix ( ( 1 , 1 ) ) Cpwl = array ( [ 1 ] ) fparm_pwl = array ( [ [ 1. , 0. , 0. , 1. ] ] ) else : Npwl = None #zeros((0, nxyz)) Hpwl = None #array([]) Cpwl = array ( [ ] ) fparm_pwl = zeros ( ( 0 , 4 ) ) return Npwl , Hpwl , Cpwl , fparm_pwl , any_pwl
Returns the piece - wise linear components of the objective function .
224
12
704
def _quadratic_costs ( self , generators , ipol , nxyz , base_mva ) : npol = len ( ipol ) rnpol = range ( npol ) gpol = [ g for g in generators if g . pcost_model == POLYNOMIAL ] if [ g for g in gpol if len ( g . p_cost ) > 3 ] : logger . error ( "Order of polynomial cost greater than quadratic." ) iqdr = [ i for i , g in enumerate ( generators ) if g . pcost_model == POLYNOMIAL and len ( g . p_cost ) == 3 ] ilin = [ i for i , g in enumerate ( generators ) if g . pcost_model == POLYNOMIAL and len ( g . p_cost ) == 2 ] polycf = zeros ( ( npol , 3 ) ) if npol > 0 : if len ( iqdr ) > 0 : polycf [ iqdr , : ] = array ( [ list ( g . p_cost ) for g in generators ] ) #[iqdr, :].T if len ( ilin ) > 0 : polycf [ ilin , 1 : ] = array ( [ list ( g . p_cost [ : 2 ] ) for g in generators ] ) #[ilin, :].T # Convert to per-unit. polycf = polycf * array ( [ base_mva ** 2 , base_mva , 1 ] ) Pg = self . om . get_var ( "Pg" ) Npol = csr_matrix ( ( ones ( npol ) , ( rnpol , Pg . i1 + array ( ipol ) ) ) , ( npol , nxyz ) ) Hpol = csr_matrix ( ( 2 * polycf [ : , 0 ] , ( rnpol , rnpol ) ) , ( npol , npol ) ) Cpol = polycf [ : , 1 ] fparm_pol = ( ones ( npol ) * array ( [ [ 1 ] , [ 0 ] , [ 0 ] , [ 1 ] ] ) ) . T else : Npol = Hpol = None Cpol = array ( [ ] ) fparm_pol = zeros ( ( 0 , 4 ) ) return Npol , Hpol , Cpol , fparm_pol , polycf , npol
Returns the quadratic cost components of the objective function .
523
12
705
def _combine_costs ( self , Npwl , Hpwl , Cpwl , fparm_pwl , any_pwl , Npol , Hpol , Cpol , fparm_pol , npol , nw ) : NN = vstack ( [ n for n in [ Npwl , Npol ] if n is not None ] , "csr" ) if ( Hpwl is not None ) and ( Hpol is not None ) : Hpwl = hstack ( [ Hpwl , csr_matrix ( ( any_pwl , npol ) ) ] ) Hpol = hstack ( [ csr_matrix ( ( npol , any_pwl ) ) , Hpol ] ) # if H is not None: # H = hstack([csr_matrix((nw, any_pwl+npol)), H]) HHw = vstack ( [ h for h in [ Hpwl , Hpol ] if h is not None ] , "csr" ) CCw = r_ [ Cpwl , Cpol ] ffparm = r_ [ fparm_pwl , fparm_pol ] return NN , HHw , CCw , ffparm
Combines pwl polynomial and user - defined costs .
271
13
706
def _transform_coefficients ( self , NN , HHw , CCw , ffparm , polycf , any_pwl , npol , nw ) : nnw = any_pwl + npol + nw M = csr_matrix ( ( ffparm [ : , 3 ] , ( range ( nnw ) , range ( nnw ) ) ) ) MR = M * ffparm [ : , 2 ] # FIXME: Possibly column 1. HMR = HHw * MR MN = M * NN HH = MN . T * HHw * MN CC = MN . T * ( CCw - HMR ) # Constant term of cost. C0 = 1. / 2. * MR . T * HMR + sum ( polycf [ : , 2 ] ) return HH , CC , C0 [ 0 ]
Transforms quadratic coefficients for w into coefficients for x .
181
13
707
def _ref_bus_angle_constraint ( self , buses , Va , xmin , xmax ) : refs = [ bus . _i for bus in buses if bus . type == REFERENCE ] Varefs = array ( [ b . v_angle for b in buses if b . type == REFERENCE ] ) xmin [ Va . i1 - 1 + refs ] = Varefs xmax [ Va . iN - 1 + refs ] = Varefs return xmin , xmax
Adds a constraint on the reference bus angles .
112
9
708
def _f ( self , x , user_data = None ) : p_gen = x [ self . _Pg . i1 : self . _Pg . iN + 1 ] # Active generation in p.u. q_gen = x [ self . _Qg . i1 : self . _Qg . iN + 1 ] # Reactive generation in p.u. # Polynomial cost of P and Q. xx = r_ [ p_gen , q_gen ] * self . _base_mva if len ( self . _ipol ) > 0 : f = sum ( [ g . total_cost ( xx [ i ] ) for i , g in enumerate ( self . _gn ) ] ) else : f = 0 # Piecewise linear cost of P and Q. if self . _ny : y = self . om . get_var ( "y" ) self . _ccost = csr_matrix ( ( ones ( self . _ny ) , ( range ( y . i1 , y . iN + 1 ) , zeros ( self . _ny ) ) ) , shape = ( self . _nxyz , 1 ) ) . T f = f + self . _ccost * x else : self . _ccost = zeros ( ( 1 , self . _nxyz ) ) # TODO: Generalised cost term. return f
Evaluates the objective function .
298
7
709
def _df ( self , x , user_data = None ) : p_gen = x [ self . _Pg . i1 : self . _Pg . iN + 1 ] # Active generation in p.u. q_gen = x [ self . _Qg . i1 : self . _Qg . iN + 1 ] # Reactive generation in p.u. # Polynomial cost of P and Q. xx = r_ [ p_gen , q_gen ] * self . _base_mva iPg = range ( self . _Pg . i1 , self . _Pg . iN + 1 ) iQg = range ( self . _Qg . i1 , self . _Qg . iN + 1 ) # Polynomial cost of P and Q. df_dPgQg = zeros ( ( 2 * self . _ng , 1 ) ) # w.r.t p.u. Pg and Qg # df_dPgQg[ipol] = matrix([g.poly_cost(xx[i], 1) for g in gpol]) # for i, g in enumerate(gn): # der = polyder(list(g.p_cost)) # df_dPgQg[i] = polyval(der, xx[i]) * base_mva for i in self . _ipol : p_cost = list ( self . _gn [ i ] . p_cost ) df_dPgQg [ i ] = self . _base_mva * polyval ( polyder ( p_cost ) , xx [ i ] ) df = zeros ( ( self . _nxyz , 1 ) ) df [ iPg ] = df_dPgQg [ : self . _ng ] df [ iQg ] = df_dPgQg [ self . _ng : self . _ng + self . _ng ] # Piecewise linear cost of P and Q. df = df + self . _ccost . T # TODO: Generalised cost term. return asarray ( df ) . flatten ( )
Evaluates the cost gradient .
456
7
710
def _d2f ( self , x ) : d2f_dPg2 = lil_matrix ( ( self . _ng , 1 ) ) # w.r.t p.u. Pg d2f_dQg2 = lil_matrix ( ( self . _ng , 1 ) ) # w.r.t p.u. Qg] for i in self . _ipol : p_cost = list ( self . _gn [ i ] . p_cost ) d2f_dPg2 [ i , 0 ] = polyval ( polyder ( p_cost , 2 ) , self . _Pg . v0 [ i ] * self . _base_mva ) * self . _base_mva ** 2 # for i in ipol: # d2f_dQg2[i] = polyval(polyder(list(gn[i].p_cost), 2), # Qg.v0[i] * base_mva) * base_mva**2 i = r_ [ range ( self . _Pg . i1 , self . _Pg . iN + 1 ) , range ( self . _Qg . i1 , self . _Qg . iN + 1 ) ] d2f = csr_matrix ( ( vstack ( [ d2f_dPg2 , d2f_dQg2 ] ) . toarray ( ) . flatten ( ) , ( i , i ) ) , shape = ( self . _nxyz , self . _nxyz ) ) return d2f
Evaluates the cost Hessian .
345
8
711
def _gh ( self , x ) : Pgen = x [ self . _Pg . i1 : self . _Pg . iN + 1 ] # Active generation in p.u. Qgen = x [ self . _Qg . i1 : self . _Qg . iN + 1 ] # Reactive generation in p.u. for i , gen in enumerate ( self . _gn ) : gen . p = Pgen [ i ] * self . _base_mva # active generation in MW gen . q = Qgen [ i ] * self . _base_mva # reactive generation in MVAr # Rebuild the net complex bus power injection vector in p.u. Sbus = self . om . case . getSbus ( self . _bs ) Vang = x [ self . _Va . i1 : self . _Va . iN + 1 ] Vmag = x [ self . _Vm . i1 : self . _Vm . iN + 1 ] V = Vmag * exp ( 1j * Vang ) # Evaluate the power flow equations. mis = V * conj ( self . _Ybus * V ) - Sbus # Equality constraints (power flow). g = r_ [ mis . real , # active power mismatch for all buses mis . imag ] # reactive power mismatch for all buses # Inequality constraints (branch flow limits). # (line constraint is actually on square of limit) flow_max = array ( [ ( l . rate_a / self . _base_mva ) ** 2 for l in self . _ln ] ) # FIXME: There must be a more elegant method for this. for i , v in enumerate ( flow_max ) : if v == 0.0 : flow_max [ i ] = Inf if self . flow_lim == IFLOW : If = self . _Yf * V It = self . _Yt * V # Branch current limits. h = r_ [ ( If * conj ( If ) ) - flow_max , ( It * conj ( It ) ) - flow_max ] else : i_fbus = [ e . from_bus . _i for e in self . _ln ] i_tbus = [ e . to_bus . _i for e in self . _ln ] # Complex power injected at "from" bus (p.u.). Sf = V [ i_fbus ] * conj ( self . _Yf * V ) # Complex power injected at "to" bus (p.u.). St = V [ i_tbus ] * conj ( self . _Yt * V ) if self . flow_lim == PFLOW : # active power limit, P (Pan Wei) # Branch real power limits. h = r_ [ Sf . real ( ) ** 2 - flow_max , St . real ( ) ** 2 - flow_max ] elif self . flow_lim == SFLOW : # apparent power limit, |S| # Branch apparent power limits. h = r_ [ ( Sf * conj ( Sf ) ) - flow_max , ( St * conj ( St ) ) - flow_max ] . real else : raise ValueError return h , g
Evaluates the constraint function values .
689
8
712
def _costfcn ( self , x ) : f = self . _f ( x ) df = self . _df ( x ) d2f = self . _d2f ( x ) return f , df , d2f
Evaluates the objective function gradient and Hessian for OPF .
50
14
713
def _consfcn ( self , x ) : h , g = self . _gh ( x ) dh , dg = self . _dgh ( x ) return h , g , dh , dg
Evaluates nonlinear constraints and their Jacobian for OPF .
44
14
714
def read ( self , file_or_filename ) : if isinstance ( file_or_filename , basestring ) : fname = os . path . basename ( file_or_filename ) logger . info ( "Unpickling case file [%s]." % fname ) file = None try : file = open ( file_or_filename , "rb" ) except : logger . error ( "Error opening %s." % fname ) return None finally : if file is not None : case = pickle . load ( file ) file . close ( ) else : file = file_or_filename case = pickle . load ( file ) return case
Loads a pickled case .
140
7
715
def write ( self , file_or_filename ) : if isinstance ( file_or_filename , basestring ) : fname = os . path . basename ( file_or_filename ) logger . info ( "Pickling case [%s]." % fname ) file = None try : file = open ( file_or_filename , "wb" ) except : logger . error ( "Error opening '%s'." % ( fname ) ) return False finally : if file is not None : pickle . dump ( self . case , file ) file . close ( ) else : file = file_or_filename pickle . dump ( file , self . case ) return True
Writes the case to file using pickle .
145
10
716
def process_token ( self , tok ) : if ( tok [ 0 ] . __str__ ( ) in ( 'Token.Comment.Multiline' , 'Token.Comment' , 'Token.Literal.String.Doc' ) ) : self . comments += tok [ 1 ] . count ( '\n' ) + 1 elif ( tok [ 0 ] . __str__ ( ) in ( 'Token.Comment.Single' ) ) : self . comments += 1 elif ( self . contains_code and tok [ 0 ] . __str__ ( ) . startswith ( 'Token.Text' ) and tok [ 1 ] . count ( u'\n' ) ) : # start new line self . contains_code = False self . sloc += 1 # for c style includes elif ( tok [ 0 ] . __str__ ( ) == 'Token.Comment.Preproc' and tok [ 1 ] . count ( u'\n' ) ) : # start new line self . contains_code = False self . sloc += 1 elif ( tok [ 0 ] [ 0 ] in token_types ) : self . contains_code = True
count comments and non - empty lines that contain code
257
10
717
def get_metrics ( self ) : if ( self . sloc == 0 ) : if ( self . comments == 0 ) : ratio_comment_to_code = 0.00 else : ratio_comment_to_code = 1.00 else : ratio_comment_to_code = float ( self . comments ) / self . sloc metrics = OrderedDict ( [ ( 'sloc' , self . sloc ) , ( 'comments' , self . comments ) , ( 'ratio_comment_to_code' , round ( ratio_comment_to_code , 2 ) ) ] ) return metrics
Calculate ratio_comment_to_code and return with the other values
132
16
718
def performAction ( self , action ) : gs = [ g for g in self . case . online_generators if g . bus . type != REFERENCE ] assert len ( action ) == len ( gs ) logger . info ( "Action: %s" % list ( action ) ) # Set the output of each (non-reference) generator. for i , g in enumerate ( gs ) : g . p = action [ i ] # Compute power flows and slack generator set-point. NewtonPF ( self . case , verbose = False ) . solve ( ) #FastDecoupledPF(self.case, verbose=False).solve() # Store all generator set-points (only used for plotting). self . _Pg [ : , self . _step ] = [ g . p for g in self . case . online_generators ] # Apply the next load profile value to the original demand at each bus. if self . _step != len ( self . profile ) - 1 : pq_buses = [ b for b in self . case . buses if b . type == PQ ] for i , b in enumerate ( pq_buses ) : b . p_demand = self . _Pd0 [ i ] * self . profile [ self . _step + 1 ] self . _step += 1 logger . info ( "Entering step %d." % self . _step )
Perform an action on the world that changes it s internal state .
304
14
719
def reset ( self ) : logger . info ( "Reseting environment." ) self . _step = 0 # Reset the set-point of each generator to its original value. gs = [ g for g in self . case . online_generators if g . bus . type != REFERENCE ] for i , g in enumerate ( gs ) : g . p = self . _Pg0 [ i ] # Apply load profile to the original demand at each bus. for i , b in enumerate ( [ b for b in self . case . buses if b . type == PQ ] ) : b . p_demand = self . _Pd0 [ i ] * self . profile [ self . _step ] # Initialise the record of generator set-points. self . _Pg = zeros ( ( len ( self . case . online_generators ) , len ( self . profile ) ) ) # Apply the first load profile value. # self.step() self . case . reset ( )
Re - initialises the environment .
212
7
720
def isFinished ( self ) : finished = ( self . env . _step == len ( self . env . profile ) ) if finished : logger . info ( "Finished episode." ) return finished
Is the current episode over?
42
6
721
def _oneInteraction ( self ) : if self . doOptimization : raise Exception ( 'When using a black-box learning algorithm, only full episodes can be done.' ) else : self . stepid += 1 self . agent . integrateObservation ( self . task . getObservation ( ) ) self . task . performAction ( self . agent . getAction ( ) ) # Save the cumulative sum of set-points for each period. for i , g in enumerate ( self . task . env . case . online_generators ) : self . Pg [ i , self . stepid - 1 ] = self . Pg [ i , self . stepid - 1 ] + g . p reward = self . task . getReward ( ) self . agent . giveReward ( reward ) return reward
Does one interaction between the task and the agent .
169
10
722
def doEpisodes ( self , number = 1 ) : env = self . task . env self . Pg = zeros ( ( len ( env . case . online_generators ) , len ( env . profile ) ) ) rewards = super ( OPFExperiment , self ) . doEpisodes ( number ) # Average the set-points for each period. self . Pg = self . Pg / number return rewards
Does the the given number of episodes .
89
8
723
def getMethodByName ( obj , name ) : try : #to get a method by asking the service obj = obj . _getMethodByName ( name ) except : #assumed a childObject is ment #split the name from objName.childObjName... -> [objName, childObjName, ...] #and get all objects up to the last in list with name checking from the service object names = name . split ( "." ) for name in names : if nameAllowed ( name ) : obj = getattr ( obj , name ) else : raise MethodNameNotAllowed ( ) return obj
searches for an object with the name given inside the object given . obj . child . meth will return the meth obj .
128
26
724
def waitForResponse ( self , timeOut = None ) : self . __evt . wait ( timeOut ) if self . waiting ( ) : raise Timeout ( ) else : if self . response [ "error" ] : raise Exception ( self . response [ "error" ] ) else : return self . response [ "result" ]
blocks until the response arrived or timeout is reached .
71
10
725
def sendRequest ( self , name , args ) : ( respEvt , id ) = self . newResponseEvent ( ) self . sendMessage ( { "id" : id , "method" : name , "params" : args } ) return respEvt
sends a request to the peer
55
7
726
def sendResponse ( self , id , result , error ) : self . sendMessage ( { "result" : result , "error" : error , "id" : id } )
sends a response to the peer
38
7
727
def newResponseEvent ( self ) : respEvt = ResponseEvent ( ) self . respLock . acquire ( ) eid = id ( respEvt ) self . respEvents [ eid ] = respEvt self . respLock . release ( ) return ( respEvt , eid )
creates a response event and adds it to a waiting list When the reponse arrives it will be removed from the list .
62
25
728
def handleResponse ( self , resp ) : id = resp [ "id" ] evt = self . respEvents [ id ] del ( self . respEvents [ id ] ) evt . handleResponse ( resp )
handles a response by fireing the response event for the response coming in
45
15
729
def handleRequest ( self , req ) : name = req [ "method" ] params = req [ "params" ] id = req [ "id" ] obj = None try : #to get a callable obj obj = getMethodByName ( self . service , name ) except MethodNameNotAllowed , e : self . sendResponse ( id , None , e ) except : self . sendResponse ( id , None , MethodNotFound ( ) ) if obj : try : #to call the object with parameters rslt = obj ( * params ) self . sendResponse ( id , rslt , None ) except TypeError : # wrong arguments #todo what if the TypeError was not thrown directly by the callable obj s = getTracebackStr ( ) self . sendResponse ( id , None , InvalidMethodParameters ( ) ) except : #error inside the callable object s = getTracebackStr ( ) self . sendResponse ( id , None , s )
handles a request by calling the appropriete method the service exposes
204
13
730
def handleNotification ( self , req ) : name = req [ "method" ] params = req [ "params" ] try : #to get a callable obj obj = getMethodByName ( self . service , name ) rslt = obj ( * params ) except : pass
handles a notification request by calling the appropriete method the service exposes
59
14
731
def read ( self , file_or_filename ) : self . file_or_filename = file_or_filename logger . info ( "Parsing PSAT case file [%s]." % file_or_filename ) t0 = time . time ( ) self . case = Case ( ) # Name the case if isinstance ( file_or_filename , basestring ) : name , _ = splitext ( basename ( file_or_filename ) ) else : name , _ = splitext ( file_or_filename . name ) self . case . name = name bus_array = self . _get_bus_array_construct ( ) line_array = self . _get_line_array_construct ( ) # TODO: Lines.con - Alternative line data format slack_array = self . _get_slack_array_construct ( ) pv_array = self . _get_pv_array_construct ( ) pq_array = self . _get_pq_array_construct ( ) demand_array = self . _get_demand_array_construct ( ) supply_array = self . _get_supply_array_construct ( ) # TODO: Varname.bus (Bus names) # Pyparsing case: case = ZeroOrMore ( matlab_comment ) + bus_array + ZeroOrMore ( matlab_comment ) + line_array + ZeroOrMore ( matlab_comment ) + slack_array + ZeroOrMore ( matlab_comment ) + pv_array + ZeroOrMore ( matlab_comment ) + pq_array + ZeroOrMore ( matlab_comment ) + demand_array + ZeroOrMore ( matlab_comment ) + supply_array case . parseFile ( file_or_filename ) elapsed = time . time ( ) - t0 logger . info ( "PSAT case file parsed in %.3fs." % elapsed ) return self . case
Parses a PSAT data file and returns a case object
420
13
732
def _get_bus_array_construct ( self ) : bus_no = integer . setResultsName ( "bus_no" ) v_base = real . setResultsName ( "v_base" ) # kV v_magnitude = Optional ( real ) . setResultsName ( "v_magnitude" ) v_angle = Optional ( real ) . setResultsName ( "v_angle" ) # radians area = Optional ( integer ) . setResultsName ( "area" ) # not used yet region = Optional ( integer ) . setResultsName ( "region" ) # not used yet bus_data = bus_no + v_base + v_magnitude + v_angle + area + region + scolon bus_data . setParseAction ( self . push_bus ) bus_array = Literal ( "Bus.con" ) + "=" + "[" + "..." + ZeroOrMore ( bus_data + Optional ( "]" + scolon ) ) # Sort buses according to their name (bus_no) bus_array . setParseAction ( self . sort_buses ) return bus_array
Returns a construct for an array of bus data .
246
10
733
def _get_line_array_construct ( self ) : from_bus = integer . setResultsName ( "fbus" ) to_bus = integer . setResultsName ( "tbus" ) s_rating = real . setResultsName ( "s_rating" ) # MVA v_rating = real . setResultsName ( "v_rating" ) # kV f_rating = real . setResultsName ( "f_rating" ) # Hz length = real . setResultsName ( "length" ) # km (Line only) v_ratio = real . setResultsName ( "v_ratio" ) # kV/kV (Transformer only) r = real . setResultsName ( "r" ) # p.u. or Ohms/km x = real . setResultsName ( "x" ) # p.u. or Henrys/km b = real . setResultsName ( "b" ) # p.u. or Farads/km (Line only) tap_ratio = real . setResultsName ( "tap" ) # p.u./p.u. (Transformer only) phase_shift = real . setResultsName ( "shift" ) # degrees (Transformer only) i_limit = Optional ( real ) . setResultsName ( "i_limit" ) # p.u. p_limit = Optional ( real ) . setResultsName ( "p_limit" ) # p.u. s_limit = Optional ( real ) . setResultsName ( "s_limit" ) # p.u. status = Optional ( boolean ) . setResultsName ( "status" ) line_data = from_bus + to_bus + s_rating + v_rating + f_rating + length + v_ratio + r + x + b + tap_ratio + phase_shift + i_limit + p_limit + s_limit + status + scolon line_data . setParseAction ( self . push_line ) line_array = Literal ( "Line.con" ) + "=" + "[" + "..." + ZeroOrMore ( line_data + Optional ( "]" + scolon ) ) return line_array
Returns a construct for an array of line data .
474
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def _get_slack_array_construct ( self ) : bus_no = integer . setResultsName ( "bus_no" ) s_rating = real . setResultsName ( "s_rating" ) # MVA v_rating = real . setResultsName ( "v_rating" ) # kV v_magnitude = real . setResultsName ( "v_magnitude" ) # p.u. ref_angle = real . setResultsName ( "ref_angle" ) # p.u. q_max = Optional ( real ) . setResultsName ( "q_max" ) # p.u. q_min = Optional ( real ) . setResultsName ( "q_min" ) # p.u. v_max = Optional ( real ) . setResultsName ( "v_max" ) # p.u. v_min = Optional ( real ) . setResultsName ( "v_min" ) # p.u. p_guess = Optional ( real ) . setResultsName ( "p_guess" ) # p.u. # Loss participation coefficient lp_coeff = Optional ( real ) . setResultsName ( "lp_coeff" ) ref_bus = Optional ( boolean ) . setResultsName ( "ref_bus" ) status = Optional ( boolean ) . setResultsName ( "status" ) slack_data = bus_no + s_rating + v_rating + v_magnitude + ref_angle + q_max + q_min + v_max + v_min + p_guess + lp_coeff + ref_bus + status + scolon slack_data . setParseAction ( self . push_slack ) slack_array = Literal ( "SW.con" ) + "=" + "[" + "..." + ZeroOrMore ( slack_data + Optional ( "]" + scolon ) ) return slack_array
Returns a construct for an array of slack bus data .
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def _get_pv_array_construct ( self ) : bus_no = integer . setResultsName ( "bus_no" ) s_rating = real . setResultsName ( "s_rating" ) # MVA v_rating = real . setResultsName ( "v_rating" ) # kV p = real . setResultsName ( "p" ) # p.u. v = real . setResultsName ( "v" ) # p.u. q_max = Optional ( real ) . setResultsName ( "q_max" ) # p.u. q_min = Optional ( real ) . setResultsName ( "q_min" ) # p.u. v_max = Optional ( real ) . setResultsName ( "v_max" ) # p.u. v_min = Optional ( real ) . setResultsName ( "v_min" ) # p.u. # Loss participation coefficient lp_coeff = Optional ( real ) . setResultsName ( "lp_coeff" ) status = Optional ( boolean ) . setResultsName ( "status" ) pv_data = bus_no + s_rating + v_rating + p + v + q_max + q_min + v_max + v_min + lp_coeff + status + scolon pv_data . setParseAction ( self . push_pv ) pv_array = Literal ( "PV.con" ) + "=" + "[" + "..." + ZeroOrMore ( pv_data + Optional ( "]" + scolon ) ) return pv_array
Returns a construct for an array of PV generator data .
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def _get_pq_array_construct ( self ) : bus_no = integer . setResultsName ( "bus_no" ) s_rating = real . setResultsName ( "s_rating" ) # MVA v_rating = real . setResultsName ( "v_rating" ) # kV p = real . setResultsName ( "p" ) # p.u. q = real . setResultsName ( "q" ) # p.u. v_max = Optional ( real ) . setResultsName ( "v_max" ) # p.u. v_min = Optional ( real ) . setResultsName ( "v_min" ) # p.u. # Allow conversion to impedance z_conv = Optional ( boolean ) . setResultsName ( "z_conv" ) status = Optional ( boolean ) . setResultsName ( "status" ) pq_data = bus_no + s_rating + v_rating + p + q + v_max + v_min + z_conv + status + scolon pq_data . setParseAction ( self . push_pq ) pq_array = Literal ( "PQ.con" ) + "=" + "[" + "..." + ZeroOrMore ( pq_data + Optional ( "]" + scolon ) ) return pq_array
Returns a construct for an array of PQ load data .
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def _get_demand_array_construct ( self ) : bus_no = integer . setResultsName ( "bus_no" ) s_rating = real . setResultsName ( "s_rating" ) # MVA p_direction = real . setResultsName ( "p_direction" ) # p.u. q_direction = real . setResultsName ( "q_direction" ) # p.u. p_bid_max = real . setResultsName ( "p_bid_max" ) # p.u. p_bid_min = real . setResultsName ( "p_bid_min" ) # p.u. p_optimal_bid = Optional ( real ) . setResultsName ( "p_optimal_bid" ) p_fixed = real . setResultsName ( "p_fixed" ) # $/hr p_proportional = real . setResultsName ( "p_proportional" ) # $/MWh p_quadratic = real . setResultsName ( "p_quadratic" ) # $/MW^2h q_fixed = real . setResultsName ( "q_fixed" ) # $/hr q_proportional = real . setResultsName ( "q_proportional" ) # $/MVArh q_quadratic = real . setResultsName ( "q_quadratic" ) # $/MVAr^2h commitment = boolean . setResultsName ( "commitment" ) cost_tie_break = real . setResultsName ( "cost_tie_break" ) # $/MWh cost_cong_up = real . setResultsName ( "cost_cong_up" ) # $/h cost_cong_down = real . setResultsName ( "cost_cong_down" ) # $/h status = Optional ( boolean ) . setResultsName ( "status" ) demand_data = bus_no + s_rating + p_direction + q_direction + p_bid_max + p_bid_min + p_optimal_bid + p_fixed + p_proportional + p_quadratic + q_fixed + q_proportional + q_quadratic + commitment + cost_tie_break + cost_cong_up + cost_cong_down + status + scolon demand_data . setParseAction ( self . push_demand ) demand_array = Literal ( "Demand.con" ) + "=" + "[" + "..." + ZeroOrMore ( demand_data + Optional ( "]" + scolon ) ) return demand_array
Returns a construct for an array of power demand data .
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def _get_supply_array_construct ( self ) : bus_no = integer . setResultsName ( "bus_no" ) s_rating = real . setResultsName ( "s_rating" ) # MVA p_direction = real . setResultsName ( "p_direction" ) # CPF p_bid_max = real . setResultsName ( "p_bid_max" ) # p.u. p_bid_min = real . setResultsName ( "p_bid_min" ) # p.u. p_bid_actual = real . setResultsName ( "p_bid_actual" ) # p.u. p_fixed = real . setResultsName ( "p_fixed" ) # $/hr p_proportional = real . setResultsName ( "p_proportional" ) # $/MWh p_quadratic = real . setResultsName ( "p_quadratic" ) # $/MW^2h q_fixed = real . setResultsName ( "q_fixed" ) # $/hr q_proportional = real . setResultsName ( "q_proportional" ) # $/MVArh q_quadratic = real . setResultsName ( "q_quadratic" ) # $/MVAr^2h commitment = boolean . setResultsName ( "commitment" ) cost_tie_break = real . setResultsName ( "cost_tie_break" ) # $/MWh lp_factor = real . setResultsName ( "lp_factor" ) # Loss participation factor q_max = real . setResultsName ( "q_max" ) # p.u. q_min = real . setResultsName ( "q_min" ) # p.u. cost_cong_up = real . setResultsName ( "cost_cong_up" ) # $/h cost_cong_down = real . setResultsName ( "cost_cong_down" ) # $/h status = Optional ( boolean ) . setResultsName ( "status" ) supply_data = bus_no + s_rating + p_direction + p_bid_max + p_bid_min + p_bid_actual + p_fixed + p_proportional + p_quadratic + q_fixed + q_proportional + q_quadratic + commitment + cost_tie_break + lp_factor + q_max + q_min + cost_cong_up + cost_cong_down + status + scolon supply_data . setParseAction ( self . push_supply ) supply_array = Literal ( "Supply.con" ) + "=" + "[" + "..." + ZeroOrMore ( supply_data + Optional ( "]" + scolon ) ) return supply_array
Returns a construct for an array of power supply data .
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def _get_generator_ramping_construct ( self ) : supply_no = integer . setResultsName ( "supply_no" ) s_rating = real . setResultsName ( "s_rating" ) # MVA up_rate = real . setResultsName ( "up_rate" ) # p.u./h down_rate = real . setResultsName ( "down_rate" ) # p.u./h min_period_up = real . setResultsName ( "min_period_up" ) # h min_period_down = real . setResultsName ( "min_period_down" ) # h initial_period_up = integer . setResultsName ( "initial_period_up" ) initial_period_down = integer . setResultsName ( "initial_period_down" ) c_startup = real . setResultsName ( "c_startup" ) # $ status = boolean . setResultsName ( "status" ) g_ramp_data = supply_no + s_rating + up_rate + down_rate + min_period_up + min_period_down + initial_period_up + initial_period_down + c_startup + status + scolon g_ramp_array = Literal ( "Rmpg.con" ) + "=" + "[" + ZeroOrMore ( g_ramp_data + Optional ( "]" + scolon ) ) return g_ramp_array
Returns a construct for an array of generator ramping data .
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def _get_load_ramping_construct ( self ) : bus_no = integer . setResultsName ( "bus_no" ) s_rating = real . setResultsName ( "s_rating" ) # MVA up_rate = real . setResultsName ( "up_rate" ) # p.u./h down_rate = real . setResultsName ( "down_rate" ) # p.u./h min_up_time = real . setResultsName ( "min_up_time" ) # min min_down_time = real . setResultsName ( "min_down_time" ) # min n_period_up = integer . setResultsName ( "n_period_up" ) n_period_down = integer . setResultsName ( "n_period_down" ) status = boolean . setResultsName ( "status" ) l_ramp_data = bus_no + s_rating + up_rate + down_rate + min_up_time + min_down_time + n_period_up + n_period_down + status + scolon l_ramp_array = Literal ( "Rmpl.con" ) + "=" + "[" + ZeroOrMore ( l_ramp_data + Optional ( "]" + scolon ) ) return l_ramp_array
Returns a construct for an array of load ramping data .
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def push_bus ( self , tokens ) : logger . debug ( "Pushing bus data: %s" % tokens ) bus = Bus ( ) bus . name = tokens [ "bus_no" ] bus . v_magnitude = tokens [ "v_magnitude" ] bus . v_angle = tokens [ "v_angle" ] bus . v_magnitude = tokens [ "v_magnitude" ] bus . v_angle = tokens [ "v_angle" ] self . case . buses . append ( bus )
Adds a Bus object to the case .
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def push_line ( self , tokens ) : logger . debug ( "Pushing line data: %s" % tokens ) from_bus = self . case . buses [ tokens [ "fbus" ] - 1 ] to_bus = self . case . buses [ tokens [ "tbus" ] - 1 ] e = Branch ( from_bus = from_bus , to_bus = to_bus ) e . r = tokens [ "r" ] e . x = tokens [ "x" ] e . b = tokens [ "b" ] e . rate_a = tokens [ "s_limit" ] e . rate_b = tokens [ "p_limit" ] e . rate_c = tokens [ "i_limit" ] # Optional parameter if tokens [ "tap" ] == 0 : #Transmission line e . ratio = 1.0 else : # Transformer e . ratio = tokens [ "tap" ] e . phase_shift = tokens [ "shift" ] # Optional parameter # if "status" in tokens.keys: # e.online = tokens["status"] self . case . branches . append ( e )
Adds a Branch object to the case .
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def push_slack ( self , tokens ) : logger . debug ( "Pushing slack data: %s" % tokens ) bus = self . case . buses [ tokens [ "bus_no" ] - 1 ] g = Generator ( bus ) g . q_max = tokens [ "q_max" ] g . q_min = tokens [ "q_min" ] # Optional parameter # if tokens.has_key("status"): # g.online = tokens["status"] self . case . generators . append ( g ) bus . type = "ref"
Finds the slack bus adds a Generator with the appropriate data and sets the bus type to slack .
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def push_pv ( self , tokens ) : logger . debug ( "Pushing PV data: %s" % tokens ) bus = self . case . buses [ tokens [ "bus_no" ] - 1 ] g = Generator ( bus ) g . p = tokens [ "p" ] g . q_max = tokens [ "q_max" ] g . q_min = tokens [ "q_min" ] # Optional parameter # if tokens.has_key("status"): # g.online = tokens["status"] self . case . generators . append ( g )
Creates and Generator object populates it with data finds its Bus and adds it .
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def push_pq ( self , tokens ) : logger . debug ( "Pushing PQ data: %s" % tokens ) bus = self . case . buses [ tokens [ "bus_no" ] - 1 ] bus . p_demand = tokens [ "p" ] bus . q_demand = tokens [ "q" ]
Creates and Load object populates it with data finds its Bus and adds it .
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def push_supply ( self , tokens ) : logger . debug ( "Pushing supply data: %s" % tokens ) bus = self . case . buses [ tokens [ "bus_no" ] - 1 ] n_generators = len ( [ g for g in self . case . generators if g . bus == bus ] ) if n_generators == 0 : logger . error ( "No generator at bus [%s] for matching supply" % bus ) return elif n_generators > 1 : g = [ g for g in self . case . generators if g . bus == bus ] [ 0 ] logger . warning ( "More than one generator at bus [%s] for demand. Using the " "first one [%s]." % ( bus , g ) ) else : g = [ g for g in self . case . generators if g . bus == bus ] [ 0 ] g . pcost_model = "poly" g . poly_coeffs = ( tokens [ "p_fixed" ] , tokens [ "p_proportional" ] , tokens [ "p_quadratic" ] )
Adds OPF and CPF data to a Generator .
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def _parse_file ( self , file ) : case = Case ( ) file . seek ( 0 ) line = file . readline ( ) . split ( ) if line [ 0 ] != "function" : logger . error ( "Invalid data file header." ) return case if line [ 1 ] != "mpc" : self . _is_struct = False base = "" else : base = "mpc." case . name = line [ - 1 ] for line in file : if line . startswith ( "%sbaseMVA" % base ) : case_data = line . rstrip ( ";\n" ) . split ( ) case . base_mva = float ( case_data [ - 1 ] ) elif line . startswith ( "%sbus" % base ) : self . _parse_buses ( case , file ) elif line . startswith ( "%sgencost" % base ) : self . _parse_gencost ( case , file ) elif line . startswith ( "%sgen" % base ) : self . _parse_generators ( case , file ) elif line . startswith ( "%sbranch" % base ) : self . _parse_branches ( case , file ) return case
Parses the given file - like object .
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def write ( self , file_or_filename ) : if isinstance ( file_or_filename , basestring ) : self . _fcn_name , _ = splitext ( basename ( file_or_filename ) ) else : self . _fcn_name = self . case . name self . _fcn_name = self . _fcn_name . replace ( "," , "" ) . replace ( " " , "_" ) super ( MATPOWERWriter , self ) . write ( file_or_filename )
Writes case data to file in MATPOWER format .
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def write_case_data ( self , file ) : file . write ( "function mpc = %s\n" % self . _fcn_name ) file . write ( '\n%%%% MATPOWER Case Format : Version %d\n' % 2 ) file . write ( "mpc.version = '%d';\n" % 2 ) file . write ( "\n%%%%----- Power Flow Data -----%%%%\n" ) file . write ( "%%%% system MVA base\n" ) file . write ( "%sbaseMVA = %g;\n" % ( self . _prefix , self . case . base_mva ) )
Writes the case data in MATPOWER format .
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def write_generator_cost_data ( self , file ) : file . write ( "\n%%%% generator cost data\n" ) file . write ( "%%\t1\tstartup\tshutdown\tn\tx1\ty1\t...\txn\tyn\n" ) file . write ( "%%\t2\tstartup\tshutdown\tn\tc(n-1)\t...\tc0\n" ) file . write ( "%sgencost = [\n" % self . _prefix ) for generator in self . case . generators : n = len ( generator . p_cost ) template = '\t%d\t%g\t%g\t%d' for _ in range ( n ) : template = '%s\t%%g' % template template = '%s;\n' % template if generator . pcost_model == PW_LINEAR : t = 2 # cp = [p for p, q in generator.p_cost] # cq = [q for p, q in generator.p_cost] # c = zip(cp, cq) c = [ v for pc in generator . p_cost for v in pc ] elif generator . pcost_model == POLYNOMIAL : t = 1 c = list ( generator . p_cost ) else : raise vals = [ t , generator . c_startup , generator . c_shutdown , n ] + c file . write ( template % tuple ( vals ) ) file . write ( "];\n" )
Writes generator cost data to file .
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def write_area_data ( self , file ) : file . write ( "%% area data" + "\n" ) file . write ( "%\tno.\tprice_ref_bus" + "\n" ) file . write ( "areas = [" + "\n" ) # TODO: Implement areas file . write ( "\t1\t1;" + "\n" ) file . write ( "];" + "\n" )
Writes area data to file .
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def process_file ( self , language , key , token_list ) : self . language = language for tok in token_list : self . process_token ( tok )
Initiate processing for each token .
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def draw_plot ( self ) : pylab . ion ( ) fig = pylab . figure ( 1 ) # State plot. # state_axis = fig.add_subplot(3, 1, 1) # numrows, numcols, fignum # state_axis.title = 'State' # state_axis.xlabel = 'Time (hours)' # state_axis.grid = True # for i in range(self.state_data.shape[0]): # lines = state_axis.plot(self.state_data[i, 0], "g+-") # self.state_lines.append(lines[0]) # Action plot. # action_axis = fig.add_subplot(3, 1, 2) # action_axis.title = 'Action' # action_axis.xlabel = 'Time (hours)' # action_axis.ylabel = 'Price ($/MWh)' # action_axis.grid = True # for i in range(self.action_data.shape[0]): # lines = action_axis.plot(self.action_data[i, 0], "ro-") # self.action_lines.append(lines[0]) # Reward plot. reward_axis = fig . add_subplot ( 3 , 1 , 3 ) # reward_axis.title = 'Reward' # reward_axis.xlabel = 'Time (hours)' # reward_axis.ylabel = 'Earnings ($)' # reward_axis.grid(True) reward_lines = reward_axis . plot ( self . reward_data [ 0 , 0 ] , [ 0 ] , "mx-" ) self . reward_line = reward_lines [ 0 ] pylab . draw ( )
Initialises plots of the environment .
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def write_case_data ( self , file ) : change_code = 0 s_base = self . case . base_mva timestr = time . strftime ( "%Y%m%d%H%M" , time . gmtime ( ) ) file . write ( "%d, %8.2f, 30 / PSS(tm)E-30 RAW created by Pylon (%s).\n" % ( change_code , s_base , timestr ) ) file . write ( "Modified by Hantao Cui, CURENT, UTK\n " ) file . write ( "%s, %d BUSES, %d BRANCHES\n" % ( self . case . name , len ( self . case . buses ) , len ( self . case . branches ) ) )
Writes case data to file .
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def plotGenCost ( generators ) : figure ( ) plots = [ ] for generator in generators : if generator . pcost_model == PW_LINEAR : x = [ x for x , _ in generator . p_cost ] y = [ y for _ , y in generator . p_cost ] elif generator . pcost_model == POLYNOMIAL : x = scipy . arange ( generator . p_min , generator . p_max , 5 ) y = scipy . polyval ( scipy . array ( generator . p_cost ) , x ) else : raise plots . append ( plot ( x , y ) ) xlabel ( "P (MW)" ) ylabel ( "Cost ($)" ) legend ( plots , [ g . name for g in generators ] ) show ( )
Plots the costs of the given generators .
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def write ( self , file ) : # Write environment state data. file . write ( "State\n" ) file . write ( ( "-" * 5 ) + "\n" ) self . writeDataTable ( file , type = "state" ) # Write action data. file . write ( "Action\n" ) file . write ( ( "-" * 6 ) + "\n" ) self . writeDataTable ( file , type = "action" ) # Write reward data. file . write ( "Reward\n" ) file . write ( ( "-" * 6 ) + "\n" ) self . writeDataTable ( file , type = "reward" )
Writes market experiment data to file in ReStructuredText format .
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def writeDataTable ( self , file , type ) : agents = self . experiment . agents numAgents = len ( self . experiment . agents ) colWidth = 8 idxColWidth = 3 sep = ( "=" * idxColWidth ) + " " + ( "=" * colWidth + " " ) * numAgents + "\n" file . write ( sep ) # Table column headers. file . write ( ".." . rjust ( idxColWidth ) + " " ) for agent in agents : # The end of the name is typically the unique part. file . write ( agent . name [ - colWidth : ] . center ( colWidth ) + " " ) file . write ( "\n" ) file . write ( sep ) # Table values. if agents : rows , _ = agents [ 0 ] . history . getField ( type ) . shape else : rows , _ = ( 0 , 0 ) for sequence in range ( min ( rows , 999 ) ) : file . write ( str ( sequence + 1 ) . rjust ( idxColWidth ) + " " ) for agent in agents : field = agent . history . getField ( type ) # FIXME: Handle multiple state values. file . write ( "%8.3f " % field [ sequence , 0 ] ) file . write ( "\n" ) file . write ( sep )
Writes agent data to an ReST table . The type argument may be state action or reward .
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def performAction ( self , action ) : # print "ACTION:", action self . t += 1 Task . performAction ( self , action ) # self.addReward() self . samples += 1
Execute one action .
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def split_dae_alg ( eqs : SYM , dx : SYM ) -> Dict [ str , SYM ] : dae = [ ] alg = [ ] for eq in ca . vertsplit ( eqs ) : if ca . depends_on ( eq , dx ) : dae . append ( eq ) else : alg . append ( eq ) return { 'dae' : ca . vertcat ( * dae ) , 'alg' : ca . vertcat ( * alg ) }
Split equations into differential algebraic and algebraic only
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def permute ( x : SYM , perm : List [ int ] ) -> SYM : x_s = [ ] for i in perm : x_s . append ( x [ i ] ) return ca . vertcat ( * x_s )
Perumute a vector
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def blt ( f : List [ SYM ] , x : List [ SYM ] ) -> Dict [ str , Any ] : J = ca . jacobian ( f , x ) nblock , rowperm , colperm , rowblock , colblock , coarserow , coarsecol = J . sparsity ( ) . btf ( ) return { 'J' : J , 'nblock' : nblock , 'rowperm' : rowperm , 'colperm' : colperm , 'rowblock' : rowblock , 'colblock' : colblock , 'coarserow' : coarserow , 'coarsecol' : coarsecol }
Sort equations by dependence
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def create_function_f_m ( self ) : return ca . Function ( 'f_m' , [ self . t , self . x , self . y , self . m , self . p , self . c , self . pre_c , self . ng , self . nu ] , [ self . f_m ] , [ 't' , 'x' , 'y' , 'm' , 'p' , 'c' , 'pre_c' , 'ng' , 'nu' ] , [ 'm' ] , self . func_opt )
Discrete state dynamics
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def create_function_f_J ( self ) : return ca . Function ( 'J' , [ self . t , self . x , self . y , self . m , self . p , self . c , self . ng , self . nu ] , [ ca . jacobian ( self . f_x_rhs , self . x ) ] , [ 't' , 'x' , 'y' , 'm' , 'p' , 'c' , 'ng' , 'nu' ] , [ 'J' ] , self . func_opt )
Jacobian for state integration
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def to_ode ( self ) -> HybridOde : res_split = split_dae_alg ( self . f_x , self . dx ) alg = res_split [ 'alg' ] dae = res_split [ 'dae' ] x_rhs = tangent_approx ( dae , self . dx , assert_linear = True ) y_rhs = tangent_approx ( alg , self . y , assert_linear = True ) return HybridOde ( c = self . c , dx = self . dx , f_c = self . f_c , f_i = self . f_i , f_m = self . f_m , f_x_rhs = x_rhs , y_rhs = y_rhs , m = self . m , ng = self . ng , nu = self . nu , p = self . p , pre_m = self . pre_m , pre_c = self . pre_c , prop = self . prop , sym = self . sym , t = self . t , x = self . x , y = self . y , )
Convert to a HybridOde
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def format_from_extension ( fname ) : _base , ext = os . path . splitext ( fname ) if not ext : return None try : format = known_extensions [ ext . replace ( '.' , '' ) ] except KeyError : format = None return format
Tries to infer a protocol from the file extension .
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def pickle_matpower_cases ( case_paths , case_format = 2 ) : import pylon . io if isinstance ( case_paths , basestring ) : case_paths = [ case_paths ] for case_path in case_paths : # Read the MATPOWER case file. case = pylon . io . MATPOWERReader ( case_format ) . read ( case_path ) # Give the new file the same name, but with a different extension. dir_path = os . path . dirname ( case_path ) case_basename = os . path . basename ( case_path ) root , _ = os . path . splitext ( case_basename ) pickled_case_path = os . path . join ( dir_path , root + '.pkl' ) # Pickle the resulting Pylon Case object. pylon . io . PickleWriter ( case ) . write ( pickled_case_path )
Parses the MATPOWER case files at the given paths and pickles the resulting Case objects to the same directory .
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def fair_max ( x ) : value = max ( x ) # List indexes of max value. i = [ x . index ( v ) for v in x if v == value ] # Select index randomly among occurances. idx = random . choice ( i ) return idx , value
Takes a single iterable as an argument and returns the same output as the built - in function max with two output parameters except that where the maximum value occurs at more than one position in the vector the index is chosen randomly from these positions as opposed to just choosing the first occurance .
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def factorial ( n ) : f = 1 while ( n > 0 ) : f = f * n n = n - 1 return f
Returns the factorial of n .
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def _get_name ( self ) : if self . _name is None : self . _name = self . _generate_name ( ) return self . _name
Returns the name which is generated if it has not been already .
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def save_to_file_object ( self , fd , format = None , * * kwargs ) : format = 'pickle' if format is None else format save = getattr ( self , "save_%s" % format , None ) if save is None : raise ValueError ( "Unknown format '%s'." % format ) save ( fd , * * kwargs )
Save the object to a given file like object in the given format .
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def load_from_file_object ( cls , fd , format = None ) : format = 'pickle' if format is None else format load = getattr ( cls , "load_%s" % format , None ) if load is None : raise ValueError ( "Unknown format '%s'." % format ) return load ( fd )
Load the object from a given file like object in the given format .
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def save ( self , filename , format = None , * * kwargs ) : if format is None : # try to derive protocol from file extension format = format_from_extension ( filename ) with file ( filename , 'wb' ) as fp : self . save_to_file_object ( fp , format , * * kwargs )
Save the object to file given by filename .
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def load ( cls , filename , format = None ) : if format is None : # try to derive protocol from file extension format = format_from_extension ( filename ) with file ( filename , 'rbU' ) as fp : obj = cls . load_from_file_object ( fp , format ) obj . filename = filename return obj
Return an instance of the class that is saved in the file with the given filename in the specified format .
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def solve ( self ) : case = self . case logger . info ( "Starting DC power flow [%s]." % case . name ) t0 = time . time ( ) # Update bus indexes. self . case . index_buses ( ) # Find the index of the refence bus. ref_idx = self . _get_reference_index ( case ) if ref_idx < 0 : return False # Build the susceptance matrices. B , Bsrc , p_businj , p_srcinj = case . Bdc # Get the vector of initial voltage angles. v_angle_guess = self . _get_v_angle_guess ( case ) # Calculate the new voltage phase angles. v_angle , p_ref = self . _get_v_angle ( case , B , v_angle_guess , p_businj , ref_idx ) logger . debug ( "Bus voltage phase angles: \n%s" % v_angle ) self . v_angle = v_angle # Push the results to the case. self . _update_model ( case , B , Bsrc , v_angle , p_srcinj , p_ref , ref_idx ) logger . info ( "DC power flow completed in %.3fs." % ( time . time ( ) - t0 ) ) return True
Solves a DC power flow .
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def _get_reference_index ( self , case ) : refs = [ bus . _i for bus in case . connected_buses if bus . type == REFERENCE ] if len ( refs ) == 1 : return refs [ 0 ] else : logger . error ( "Single swing bus required for DCPF." ) return - 1
Returns the index of the reference bus .
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def _get_v_angle_guess ( self , case ) : v_angle = array ( [ bus . v_angle * ( pi / 180.0 ) for bus in case . connected_buses ] ) return v_angle
Make the vector of voltage phase guesses .
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def _get_v_angle ( self , case , B , v_angle_guess , p_businj , iref ) : buses = case . connected_buses pv_idxs = [ bus . _i for bus in buses if bus . type == PV ] pq_idxs = [ bus . _i for bus in buses if bus . type == PQ ] pvpq_idxs = pv_idxs + pq_idxs pvpq_rows = [ [ i ] for i in pvpq_idxs ] # Get the susceptance matrix with the column and row corresponding to # the reference bus removed. Bpvpq = B [ pvpq_rows , pvpq_idxs ] Bref = B [ pvpq_rows , [ iref ] ] # Bus active power injections (generation - load) adjusted for phase # shifters and real shunts. p_surplus = array ( [ case . s_surplus ( v ) . real for v in buses ] ) g_shunt = array ( [ bus . g_shunt for bus in buses ] ) Pbus = ( p_surplus - p_businj - g_shunt ) / case . base_mva Pbus . shape = len ( Pbus ) , 1 A = Bpvpq b = Pbus [ pvpq_idxs ] - Bref * v_angle_guess [ iref ] # x, res, rank, s = linalg.lstsq(A.todense(), b) x = spsolve ( A , b ) # Insert the reference voltage angle of the slack bus. v_angle = r_ [ x [ : iref ] , v_angle_guess [ iref ] , x [ iref : ] ] return v_angle , Pbus [ iref ]
Calculates the voltage phase angles .
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def _update_model ( self , case , B , Bsrc , v_angle , p_srcinj , p_ref , ref_idx ) : iref = ref_idx base_mva = case . base_mva buses = case . connected_buses branches = case . online_branches p_from = ( Bsrc * v_angle + p_srcinj ) * base_mva p_to = - p_from for i , branch in enumerate ( branches ) : branch . p_from = p_from [ i ] branch . p_to = p_to [ i ] branch . q_from = 0.0 branch . q_to = 0.0 for j , bus in enumerate ( buses ) : bus . v_angle = v_angle [ j ] * ( 180 / pi ) bus . v_magnitude = 1.0 # Update Pg for swing generator. g_ref = [ g for g in case . generators if g . bus == buses [ iref ] ] [ 0 ] # Pg = Pinj + Pload + Gs # newPg = oldPg + newPinj - oldPinj p_inj = ( B [ iref , : ] * v_angle - p_ref ) * base_mva g_ref . p += p_inj [ 0 ]
Updates the case with values computed from the voltage phase angle solution .
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def getSbus ( self , buses = None ) : bs = self . buses if buses is None else buses s = array ( [ self . s_surplus ( v ) / self . base_mva for v in bs ] ) return s
Returns the net complex bus power injection vector in p . u .
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def sort_generators ( self ) : self . generators . sort ( key = lambda gn : gn . bus . _i )
Reorders the list of generators according to bus index .
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def index_buses ( self , buses = None , start = 0 ) : bs = self . connected_buses if buses is None else buses for i , b in enumerate ( bs ) : b . _i = start + i
Updates the indices of all buses .
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def index_branches ( self , branches = None , start = 0 ) : ln = self . online_branches if branches is None else branches for i , l in enumerate ( ln ) : l . _i = start + i
Updates the indices of all branches .
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def s_supply ( self , bus ) : Sg = array ( [ complex ( g . p , g . q ) for g in self . generators if ( g . bus == bus ) and not g . is_load ] , dtype = complex64 ) if len ( Sg ) : return sum ( Sg ) else : return 0 + 0j
Returns the total complex power generation capacity .
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def s_demand ( self , bus ) : Svl = array ( [ complex ( g . p , g . q ) for g in self . generators if ( g . bus == bus ) and g . is_load ] , dtype = complex64 ) Sd = complex ( bus . p_demand , bus . q_demand ) return - sum ( Svl ) + Sd
Returns the total complex power demand .
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def reset ( self ) : for bus in self . buses : bus . reset ( ) for branch in self . branches : branch . reset ( ) for generator in self . generators : generator . reset ( )
Resets the readonly variables for all of the case components .
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def save_matpower ( self , fd ) : from pylon . io import MATPOWERWriter MATPOWERWriter ( self ) . write ( fd )
Serialize the case as a MATPOWER data file .
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def load_psat ( cls , fd ) : from pylon . io . psat import PSATReader return PSATReader ( ) . read ( fd )
Returns a case object from the given PSAT data file .
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def save_rst ( self , fd ) : from pylon . io import ReSTWriter ReSTWriter ( self ) . write ( fd )
Save a reStructuredText representation of the case .
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def save_csv ( self , fd ) : from pylon . io . excel import CSVWriter CSVWriter ( self ) . write ( fd )
Saves the case as a series of Comma - Separated Values .
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def save_excel ( self , fd ) : from pylon . io . excel import ExcelWriter ExcelWriter ( self ) . write ( fd )
Saves the case as an Excel spreadsheet .
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def save_dot ( self , fd ) : from pylon . io import DotWriter DotWriter ( self ) . write ( fd )
Saves a representation of the case in the Graphviz DOT language .
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def solve ( self ) : # Zero result attributes. self . case . reset ( ) # Retrieve the contents of the case. b , l , g , _ , _ , _ , _ = self . _unpack_case ( self . case ) # Update bus indexes. self . case . index_buses ( b ) # Index buses accoding to type. # try: # _, pq, pv, pvpq = self._index_buses(b) # except SlackBusError: # logger.error("Swing bus required for DCPF.") # return {"converged": False} refs , pq , pv , pvpq = self . _index_buses ( b ) if len ( refs ) != 1 : logger . error ( "Swing bus required for DCPF." ) return { "converged" : False } # Start the clock. t0 = time ( ) # Build the vector of initial complex bus voltages. V0 = self . _initial_voltage ( b , g ) # Save index and angle of original reference bus. # if self.qlimit: # ref0 = ref # Varef0 = b[ref0].Va # # List of buses at Q limits. # limits = [] # # Qg of generators at Q limits. # fixedQg = matrix(0.0, (g.size[0], 1)) repeat = True while repeat : # Build admittance matrices. Ybus , Yf , Yt = self . case . getYbus ( b , l ) # Compute complex bus power injections (generation - load). Sbus = self . case . getSbus ( b ) # Run the power flow. V , converged , i = self . _run_power_flow ( Ybus , Sbus , V0 , pv , pq , pvpq ) # Update case with solution. self . case . pf_solution ( Ybus , Yf , Yt , V ) # Enforce generator Q limits. if self . qlimit : raise NotImplementedError else : repeat = False elapsed = time ( ) - t0 if converged and self . verbose : logger . info ( "AC power flow converged in %.3fs" % elapsed ) return { "converged" : converged , "elapsed" : elapsed , "iterations" : i , "V" : V }
Runs a power flow
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def _unpack_case ( self , case ) : base_mva = case . base_mva b = case . connected_buses l = case . online_branches g = case . online_generators nb = len ( b ) nl = len ( l ) ng = len ( g ) return b , l , g , nb , nl , ng , base_mva
Returns the contents of the case to be used in the OPF .
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def _index_buses ( self , buses ) : refs = [ bus . _i for bus in buses if bus . type == REFERENCE ] # if len(refs) != 1: # raise SlackBusError pv = [ bus . _i for bus in buses if bus . type == PV ] pq = [ bus . _i for bus in buses if bus . type == PQ ] pvpq = pv + pq return refs , pq , pv , pvpq
Set up indexing for updating v .
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def _initial_voltage ( self , buses , generators ) : Vm = array ( [ bus . v_magnitude for bus in buses ] ) # Initial bus voltage angles in radians. Va = array ( [ bus . v_angle * ( pi / 180.0 ) for bus in buses ] ) V = Vm * exp ( 1j * Va ) # Get generator set points. for g in generators : i = g . bus . _i V [ i ] = g . v_magnitude / abs ( V [ i ] ) * V [ i ] return V
Returns the initial vector of complex bus voltages .
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def _one_iteration ( self , F , Ybus , V , Vm , Va , pv , pq , pvpq ) : J = self . _build_jacobian ( Ybus , V , pv , pq , pvpq ) # Update step. dx = - 1 * spsolve ( J , F ) # dx = -1 * linalg.lstsq(J.todense(), F)[0] # Update voltage vector. npv = len ( pv ) npq = len ( pq ) if npv > 0 : Va [ pv ] = Va [ pv ] + dx [ range ( npv ) ] if npq > 0 : Va [ pq ] = Va [ pq ] + dx [ range ( npv , npv + npq ) ] Vm [ pq ] = Vm [ pq ] + dx [ range ( npv + npq , npv + npq + npq ) ] V = Vm * exp ( 1j * Va ) Vm = abs ( V ) # Avoid wrapped round negative Vm. Va = angle ( V ) return V , Vm , Va
Performs one Newton iteration .
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def _build_jacobian ( self , Ybus , V , pv , pq , pvpq ) : pq_col = [ [ i ] for i in pq ] pvpq_col = [ [ i ] for i in pvpq ] dS_dVm , dS_dVa = self . case . dSbus_dV ( Ybus , V ) J11 = dS_dVa [ pvpq_col , pvpq ] . real J12 = dS_dVm [ pvpq_col , pq ] . real J21 = dS_dVa [ pq_col , pvpq ] . imag J22 = dS_dVm [ pq_col , pq ] . imag J = vstack ( [ hstack ( [ J11 , J12 ] ) , hstack ( [ J21 , J22 ] ) ] , format = "csr" ) return J
Returns the Jacobian matrix .
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def _evaluate_mismatch ( self , Ybus , V , Sbus , pq , pvpq ) : mis = ( multiply ( V , conj ( Ybus * V ) ) - Sbus ) / abs ( V ) P = mis [ pvpq ] . real Q = mis [ pq ] . imag return P , Q
Evaluates the mismatch .
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def _p_iteration ( self , P , Bp_solver , Vm , Va , pvpq ) : dVa = - Bp_solver . solve ( P ) # Update voltage. Va [ pvpq ] = Va [ pvpq ] + dVa V = Vm * exp ( 1j * Va ) return V , Vm , Va
Performs a P iteration updates Va .
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