Disclosure of Invention
The invention aims to provide a typical load scene generation method and a typical load scene generation system for an ice and snow sports stadium, and aims to solve the problems of low speed and long calculation time when a scene generation method in the background technology is realized through a computer in the prior art.
In order to realize the purpose, the following technical scheme is adopted:
a typical load scene generation method for an ice and snow sport stadium comprises the following steps:
dividing the load types of the ice and snow sport stadium into an uncertain load and a basic load;
modeling the uncertain load, and simulating and generating an uncertain load daily scene set by a Monte Carlo method;
overlapping the power data time sequence of the basic load, constructing a daily scene set of the basic load, and performing clustering analysis on the daily scene set of the basic load by adopting a neighbor propagation clustering algorithm to obtain a typical daily scene set of the basic load;
combining and data superposition are carried out on the uncertain load daily scene set and the typical basic load daily scene set, and a combined superposition daily scene set covering the uncertain load and the basic load is constructed;
and performing clustering analysis on the combined overlapping day scene set by adopting a K-means clustering algorithm to generate a typical load day scene set, and constructing a typical load scene of the ice and snow sports stadium according to the typical load day scene set.
Further, the uncertain load comprises electric automobile load and snow and ice making equipment; the basic load comprises power for illumination of a venue, power for an air conditioner, power for a cableway cable car, power for a fresh air handling unit, power for security, power for an elevator and power for communication equipment.
Further, the electric vehicle load includes a small household electric vehicle charging load and a large electric bus charging load;
1) small-sized household electric automobile charging load modelIs denoted as PEV,car(t);
PEV,car(t)=Ncar,tpcarQcar(St=1)
In the formula: n is a radical ofcar,tRepresenting the number of small household electric vehicles in the time t; p is a radical ofcarCharging power for a single small household electric vehicle; qcar(St1) is the probability that the small household electric automobile is in a charging state;
2) the charge load model of a large electric bus is denoted as PEV,bus(t):
PEV,bus(t)=Nbus,tpbusQbus(St=1)
In the formula: n is a radical ofbus,tRepresenting the number of the electric buses within the time t; p is a radical ofbusThe charging power of a single electric bus; qbus(St1) is the probability that the electric bus is in a charging state.
Further, a Monte Carlo method is adopted to simulate sampling to generate a daily scene sc of the charging load of the small household electric vehicle
car,1=(p
EV,car(1),p
EV,car(2),L p
EV,car(96) And charging load daily scene sc of large electric bus
bus,1=(p
EV,bus(1),p
EV,bus(2),L p
EV,bus(96) ); and repeatedly simulating Nsc
,carSecondary construction daily scene set of charging load of small household electric automobile
Repetitive analog simulation of N
sc,busSecondary construction of charging load daily scene set of large electric bus
N
sc,carThe number of the charging load scenes of the small household electric vehicle is randomly sampled and generated according to the charging load model of the small household electric vehicle; n is a radical of
sc,busThe number of charging load scenes of the large electric bus generated by random sampling according to the charging load model of the large electric bus.
Further, the method comprisesSaid snow-making and ice-making equipment load model Pice(t) is expressed as:
in the formula Pice(t) is the total power of all snow making equipment in a period t, wherein t is 1, 2 and L96; pice,k(t) is the power of the kth group of snow making equipment during the time period t, k is 1, 2, L nice;niceThe load of the snow making and ice making in the same area is defined as a set of snow making devices for the total number of the snow making devices.
Further, a general probability distribution model f of each group of snow making equipment in different time periods is constructed by utilizing historical dataice(kt) On the basis, the power P of the kth group of snow making equipment in the t period is generated by adopting Monte Carlo sampling simulationice,k(t);
In the formula ktRepresenting the snow-making equipment k, alpha within time tice,k、βice,kAnd gammaice,kIs a probability distribution model fice(kt) Respectively has a value range of alphaice,k>0,βice,k>0,-∞<γice,k<∞;
Monte Carlo method is adopted to simulate sampling to generate charging load daily scene sc of snow-making and ice-making equipment
ice,1=(p
ice(1),p
ice(2),L p
ice(96) ); and repeatedly simulating N
sc,iceSecondary construction of load day scene set of snow-making and ice-making equipment
N
sc,iceThe number of the load scenes of the snow-making and ice-making equipment is randomly sampled and generated according to the load model of the snow-making and ice-making equipment.
Furthermore, all types of load daily scenes contained in the basic load are corresponding according to time sequenceOverlapping to generate a basic load daily scene scbase,1=(pbase(1),pbase(2),L pbase(96));
Constructing basic load daily scene into load daily scene set
N
sc,baseNumber of daily scenes representing base load;
basic load daily scene set SC (concentrated C) by adopting neighbor propagation clustering algorithm
basePerforming cluster analysis to obtain typical basic load daily scene
k
baseIs the optimal number automatically generated by the neighbor propagation clustering algorithm; obtaining a typical base load daily scene set
Further, the generated daily scene set of the electric automobile load
And a set of loading day scenes of the snow and ice making equipment
Typical base load daily scene set
Randomly combining, overlapping the load data according to time sequence, and constructing a combined overlapping day scene set SC (SC) covering all power consumption types of the ice and snow sports stadium, the snow and ice making equipment and the basic load
1,sc
2,L,sc
i,L sc
n) i belongs to N, and N represents the number N of the combined superposition daily scenes
sc,ice×N
sc,car×N
sc,bus×k
base。
Further, a K-means clustering algorithm is adopted to superpose a combined daily scene set SC ═ of the electric automobile, the snow-making and ice-making equipment and the basic load (SC)1,sc2,L,sci,L scn) Performing cluster analysis, dividing the cluster analysis into K types, and extracting a representative typical load day scene set of the ice and snow sports stadium:
SCtypical=(sc1,sc2,L,scK)1<K<n
k is a preset value.
The invention provides another technical scheme that:
a system for the typical load scenario generation method, comprising:
the load classification module is used for classifying the load types of the ice and snow sports stadium into uncertain loads and basic loads;
the load daily scene set generating module is used for respectively generating daily scene sets of uncertain loads and basic loads; modeling the uncertain load, and simulating and generating an uncertain load daily scene set by a Monte Carlo method;
the basic load daily scene set generating module is used for overlapping the power data time sequence of the basic load, constructing a basic load daily scene set, and performing clustering analysis on the basic load daily scene set by adopting a neighbor propagation clustering algorithm to obtain a typical basic load daily scene set;
the daily scene set superposition module is used for combining and data superposition of the uncertain load daily scene set and the typical basic load daily scene set to construct a combined superposition daily scene set covering the uncertain load and the basic load;
and the typical load day scene set module is used for performing clustering analysis on the combined overlapping day scene set by adopting a K-means clustering algorithm to generate a typical load day scene set, and constructing a typical load scene of the ice and snow sports stadium according to the typical load day scene set.
The technical scheme of the invention has the following beneficial effects:
the method combines two methods of scene reduction and scene generation. And constructing a large number of uncertain load scenes by adopting a scene generation method aiming at the uncertain loads. And (4) screening a representative regular typical load scene by adopting a clustering algorithm aiming at the basic load. The two scenes are combined and superposed to construct a scene set which can cover all possibilities of the ice and snow sports stadium, and finally, a representative ice and snow sports stadium typical load scene is extracted through a clustering algorithm, so that the computer calculation efficiency is improved, the time is saved, and a reference basis is provided for scheduling and operation and maintenance personnel to formulate an emergency plan, thereby ensuring the safe and stable operation of electric equipment during important events. And no similar typical scene generation method of multi-type load scene combination superposition clustering exists in the research field so far.
Detailed Description
The present invention will be described in detail below with reference to the embodiments with reference to the attached drawings. It should be noted that the embodiments and features of the embodiments in the present application may be combined with each other without conflict.
The following detailed description is exemplary in nature and is intended to provide further details of the invention. Unless otherwise defined, all technical terms used herein have the same meaning as commonly understood by one of ordinary skill in the art to which this application belongs. The terminology used herein is for the purpose of describing particular embodiments only and is not intended to be limiting of exemplary embodiments according to the invention.
The embodiment of the invention provides a typical load scene generation method and a typical load scene generation system for an ice and snow sports stadium, and mainly comprises four parts as shown in fig. 1. The first part is to classify the load types collected by different loops and classify the load types into an uncertain load and a basic load. And the second part is respectively generating daily scene sets of two types of loads, modeling the electric automobile load and the snow-making and ice-making equipment load contained in the uncertain load, and simulating and generating the electric automobile load daily scene set and the snow-making and ice-making equipment load daily scene set by a Monte Carlo method. The power data of the common service power consumption with a certain use rule, such as the power consumption for illumination in a venue, the power consumption for an air conditioner, the power consumption for a cableway, the power consumption for a fresh air handling unit, the power consumption for security, the power consumption for an elevator, the power consumption for communication equipment and the like, contained in the basic load is called as the basic load, and the power data can be acquired through corresponding loop information. And overlapping the time sequences of all the acquired power data of the basic load to construct a daily scene set of the basic load. On the basis, a basic load daily scene set is subjected to clustering analysis by adopting a neighbor propagation clustering algorithm to obtain a typical basic load daily scene set. And the third part is to combine and superpose data of the electric vehicle load day scene set, the snow-making and ice-making equipment load day scene set and the basic load day scene set. And constructing a combined superposition day scene set which covers all power consumption types of the ice and snow sports stadium, namely the electric automobile, the snow-making and ice-making equipment and the basic load. And the fourth part is to adopt a K-means clustering algorithm to perform clustering analysis on a large number of combined and superposed day scenes of the electric vehicles, the snow-making and ice-making equipment and the basic load to generate a typical load day scene set of the ice and snow sports stadium.
The following is further illustrated with reference to specific examples of implementation:
and S1, classifying the load types collected by different loops of the ice and snow sport stadium, and classifying the load types into an uncertain load and a basic load. The uncertain load is composed of electric automobile load and snow-making and ice-making equipment load, because the uncertain load is greatly influenced by personal use conditions and event arrangement, and because the uncertain load is mainly composed of athletes, audiences and support personnel during ice and snow sports stadium competition, the electric automobile load mainly considers small household electric automobiles and large electric buses. The load of the snow-making and ice-making equipment mainly takes the load of a water pump and the snow-making and ice-making equipment into consideration. The basic load comprises public service power utilization with a certain use rule, such as power utilization for illumination of a venue, power utilization for an air conditioner, power utilization for a cableway cable car, power utilization for a fresh air handling unit, power utilization for security, power utilization for an elevator, power utilization for communication equipment and the like.
And S2, respectively modeling the charging load of the small household electric automobile and the charging load of the large electric bus, which are contained in the uncertain load.
1) Modeling the charging load of the small household electric automobile:
the charging start time is an important influence factor for modeling the charging load of the small household electric automobile. The end time of the last journey every day is the earliest charging start time of the small household electric automobile,
in the modeling of the charging load of the small household electric automobile, when to start charging and when to finish charging are crucial to the establishment of the model. Generally, the end time of the last use of the electric vehicle every day is considered as the starting time of charging. Fitting to f by statistical annual data probability distribution functionend,car(tcar)
In the formula, tcarIndicating the end time of the electric vehicle. Mu.send,carAnd σend,carCan be obtained by fitting the end time data of a large number of small-sized home electric vehicles.
The charging duration is also an important factor for modeling the charging load of the small household electric automobile, the sum of the mileage of the small household electric automobile driving every day is taken as the mileage of the small household electric automobile driving every day under the common condition, and an exponential probability distribution model f of the mileage is built through research on a large number of empirical datacar(scar)
In the formula scarRepresents the mileage, mu, of the small household electric vehicle on the daycar,mileIs a model parameter formed by statistical data, the value of which is composed of historical dataAnd generating according to fitting.
The charging power is also influenced by the number of small household electric vehicles, but due to the randomness of the charging number, a probability distribution model f of the number of vehicles in each time period can be constructed by using historical datacar(ncar,t)
In the formula ncar,tRepresenting the distribution of the number of small household electric vehicles within the time t, alphacar、βcarAnd gammacarIs a probability distribution model fcar(ncar,t) Respectively has a value range of alphacar>0,βcar>0,-∞<γcar<And f, infinity. The specific values are generated by historical data fitting.
Establishing a charging load model P of the small-sized household electric automobile under the condition that the driving mileage and the charging starting time are mutually independentEV,car(t)
PEV,car(t)=Ncar,tpcarQcar(St=1)
In the formula Ncar,tRepresenting the number of small household electric vehicles in the moment t. p is a radical ofcarCharging power (kW) for a single small household electric vehicle; qcar(St1) is the probability that the small-sized household electric vehicle is in a charging state.
In the formula fendAnd fTProbability density functions of the end of the journey and the charging time of the small household electric automobile are respectively; t ismaxFor the integral upper limit of the charging time length T, take Tmax=10h,scarDaily mileage (km); c. CcarFor small household electric cars, the power consumption per kilometer (kWh/km)
The number of small-sized home electric vehicles charged at the time t is random, so that the expected value of the small-sized home electric vehicles at the time t is used as the number Ncar,t
2) Charging load model of large electric bus:
the modeling flow of the large electric bus is basically the same as that of the small household electric vehicle, but since the large electric bus belongs to a commercial vehicle, there is a difference between the parameters of the probability distribution model at the charging start time and the parameters of the probability distribution model of the mileage.
Fitting the probability distribution function of the charging starting time of the large electric bus to be fend,bus(tbus)
In the formula, tbusIndicating the end time of the electric bus. Mu.send,busAnd σend,busCan be obtained by fitting the end time data of a large number of electric buses.
Probability distribution model f of electric bus mileagebus(sbus) Obey a normal distribution:
in the formula sbusRepresents the driving mileage of the electric bus on the day, sigmasAnd musAre model parameters formed by statistical data, and the numerical values of the model parameters are generated by historical data fitting.
Charging power is also affected by the number of electric buses, but since the number of charges is random, i amHistorical data can be utilized to construct a probability distribution model f of the number of automobiles in each time periodbus(nbus,t)
In the formula nbus,tRepresenting the number distribution, alpha, of electric buses during time tbus、βbusAnd gammabusIs a probability distribution model fbus(nbus,t) Respectively has a value range of alphabus>0,βbus>0,-∞<γbus<And f, infinity. The specific values are generated by historical data fitting.
Establishing electric bus charging load model P under the condition that driving range and charging starting time are mutually independentEV,bus(t)
PEV,bus(t)=Nbus,tpbusQbus(St=1)
In the formula Nbus,tRepresenting the number of the electric buses in the time t. p is a radical ofbusCharging power (kW) for a single electric bus; qbus(St1) is the probability that the electric bus is in a charging state.
In the formula fendAnd fTProbability density functions of the end of the journey and the charging time of the electric bus are respectively; t ismaxFor the integral upper limit of the charging time length T, take Tmax=16h,sbusDaily mileage (km); c. CbusFor electric bus, the power consumption per kilometer (kWh/km) is realized
The number of the electric buses charged at the time t is random, so thatThe expected value of the electric buses in the moment t is used as the number Nbus,t
Typically, the frequency of historical data acquisition is 15min once, with 96 data being included in a day. Therefore, Monte Carlo method is adopted to simulate sampling to generate daily scene sc of charging load of small household electric vehicle
car,1=(p
EV,car(1),p
EV,car(2),L p
EV,car(96) And charging load daily scene sc of large electric bus
bus,1=(p
EV,bus(1),p
EV,bus(2),L p
EV,bus(96)). And repeatedly simulating N
sc,carSecondary construction daily scene set of charging load of small household electric automobile
And simulation N
sc,busCharging load daily scene set of sub-large electric bus
N
sc,carThe number of the charging load scenes of the small household electric vehicle is randomly sampled and generated according to the charging load model of the small household electric vehicle. N is a radical of
sc,busThe number of charging load scenes of the large electric bus generated by random sampling according to the charging load model of the large electric bus.
And S3, modeling the load of the snow-making and ice-making equipment contained in the uncertain load. The load of the snow and ice making equipment mainly comprises a water pump, a snow making machine and an ammonia refrigerator. The load of the snow and ice making equipment is greatly influenced by the event arrangement, the event arrangement is artificially established, the uncertainty is high, and probabilistic modeling is required. The total charging load curve can be obtained by accumulating the load curves of each group of snow making equipment:
in the formula PiceAnd (t) is the total power of all the snow making equipment in the period t, and t is 1, 2 and L96. Pice,k(t) is the power of the kth group of snow making equipment during the time period t, k is 1, 2, L nice。niceFor the total number of snow making apparatuses, we define the load of snow making and ice making in the same area as a set of snow making apparatuses. The historical data can be utilized to construct a general probability distribution model f of the load of each group of snow making equipment in different time periodsice(kt) On the basis, the Monte Carlo method is adopted to sample and simulate to generate Pice,k(t)。
In the formula ktRepresenting the snow-making equipment k, alpha within time tice,k、βice,kAnd gammaice,kIs a probability distribution model fice(kt) Respectively has a value range of alphaice,k>0,βice,k>0,-∞<γice,k<And f, infinity. The specific values are generated by historical data fitting.
Monte Carlo method is adopted to simulate sampling to generate charging load daily scene sc of snow-making and ice-making equipment
ice,1=(p
ice(1),p
ice(2),L p
ice(96)). And repeatedly simulating N
sc,iceSecondary construction of load day scene set of snow-making and ice-making equipment
N
sc,iceThe number of the load scenes of the snow-making and ice-making equipment is randomly sampled and generated according to the load model of the snow-making and ice-making equipment.
And S4, acquiring power data of power consumption of stadium lighting, air conditioner, cableway cable car, fresh air handling unit, security, elevator and communication equipment contained in the basic load through corresponding loop information. Correspondingly overlapping all types of load daily scenes contained in the basic load according to time sequence to generate a daily scene sc of the basic load
base,1=(p
base(1),p
base(2),L p
base(96)). A large number of basic load daily scenes are constructed into a load daily scene set
N
sc,baseRepresenting the number of base load daily scenes. And adopting a neighbor propagation clustering algorithm to carry out SC (service condition) on the daily scene set of the basic load
basePerforming cluster analysis to obtain typical basic load daily scene
k
baseIs the optimal number automatically generated by the neighbor propagation clustering algorithm. Obtaining a typical base load daily scene set
S5, generating a daily scene set of electric vehicle loads
Load day scene set of snow-making and ice-making equipment
And typical base load daily scene set
And carrying out random combination and overlapping the load data according to time sequence. Constructing a combined superposition day scene set SC (SC) of all power consumption types of electric vehicles, snow-making and ice-making equipment and basic loads in an ice and snow sport venue
1,sc
2,L,sc
i,L sc
n) i belongs to N, and N represents the number N of the combined superposition daily scenes
sc,ice×N
sc,car×N
sc,bus×k
base。
S6, adopting a K-means clustering algorithm to superpose the combination of the electric automobile, the snow-making ice-making equipment and the basic load with a daily scene set SC (SC) because the daily scene number is larger1,sc2,L,sci,L scn) Performing cluster analysis, dividing into K classes, and extracting typical load day scene set SC of representative ice and snow sports stadiumtypical=(sc1,sc2,L,scK)1<K<n and K can be set manually according to task requirements.
It will be appreciated by those skilled in the art that the invention may be embodied in other specific forms without departing from the spirit or essential characteristics thereof. The embodiments disclosed above are therefore to be considered in all respects as illustrative and not restrictive. All changes which come within the scope of or equivalence to the invention are intended to be embraced therein.