CN109408895A - Fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state - Google Patents

Fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state Download PDF

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CN109408895A
CN109408895A CN201811127869.7A CN201811127869A CN109408895A CN 109408895 A CN109408895 A CN 109408895A CN 201811127869 A CN201811127869 A CN 201811127869A CN 109408895 A CN109408895 A CN 109408895A
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丁建良
于国强
雷震
管诗骈
徐春雷
胡尊民
高远
周挺
殳建军
高爱民
张天海
杨小龙
史毅越
张卫庆
汤可怡
黄郑
刘娜娜
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State Grid Corp of China SGCC
State Grid Jiangsu Electric Power Co Ltd
Jiangsu Fangtian Power Technology Co Ltd
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State Grid Jiangsu Electric Power Co Ltd
Jiangsu Fangtian Power Technology Co Ltd
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Abstract

Coordinate system the invention discloses fired power generating unit under depth peak regulation state and mix optimizing modeling method, the nonlinear model structure of system is established according to law of conservation, identification of Model Parameters is carried out by hybrid algorithm for optimization.Nonlinear Modeling can preferably reflect operational process of the extra-supercritical unit under depth peak regulation state when dynamic characteristic acute variation, hybrid algorithm for optimization combines limited teaching particle swarm algorithm, generation set searching algorithm, Polygon Algorithm, the area of space of set of feasible solution is quickly determined by limited teaching particle swarm algorithm, again using generation set searching algorithm, with relatively large step length searching optimal solution, if search failure uses Polygon Algorithm again.The problem of generating set based algorithm Premature Convergence, both can avoid using hybrid algorithm for optimization, also can solve the problem of Polygon Algorithm is not suitable for the optimization aim with noise, reduce the number of iterations of Polygon Algorithm, accelerate calculating speed.

Description

Fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state
Technical field
The invention belongs to Thermal power engneerings and automatic control technology field, and in particular to thermal motor under depth peak regulation state Group coordination system mixes optimizing modeling method.
Background technique
For fired power generating unit, traditional modeling pattern is that basis does step response experiment acquisition input and output number at the scene According to the structure of model being determined according to step response characteristic, then by certain method, such as least square method, area-method, population Algorithm etc. recognizes the parameter of model, obtains the transfer function model of object.The model being fitted by this method belongs to line Property model, there is good precision in certain condition range, but unit is in Wide Range, especially in depth peak regulation Under state, when underload section is run, violent variation often occurs unit for the dynamic characteristic of object, and linear model is difficult to standard At this moment really description real process needs to establish nonlinear model by the actual characteristic for analyzing object, how to establish model, and The parameter of accurate identification model is the key that solve the problems, such as.
Summary of the invention
The technical problem to be solved by the present invention is to solve the above shortcomings of the prior art and to provide fiery under depth peak regulation state Electric unit cooperative system mixes optimizing modeling method.
To realize the above-mentioned technical purpose, the technical scheme adopted by the invention is as follows:
Fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state, according to the conservation of mass, the conservation of energy Law establishes the differential equation of unit cooperative system, and is calculated by limited teaching particle swarm algorithm, generation set based algorithm, complex The hybrid algorithm for optimization that method combines recognizes model parameter, and the nonlinear model established can be well reflected the operation of unit Characteristic.
The modeling of the coordination system can be divided into pulverized coal preparation system modeling, boiler part modeling and steam turbine part modeling three Part.
Pulverized coal preparation system can be described with delay and inertial element, pure delay link are as follows:
In formula, uB(kg/s) is instructed for fuel quantity;r′BEnter coal amount (kg/s) for coal pulverizer;τ is delay time (s);S is multiple Parameter.
It is available according to mass conservation law:
In formula, rBFor the coal amount (kg/s) for actually entering burner hearth;M is coal amount (kg) in coal pulverizer.
According to coal pulverizer characteristic, the coal amount for actually entering burner hearth be can be written as:
In formula, cBFor the basic power factor of coal pulverizer;fHFor coal grindability correction factor;fWFor moisture content of coal correction factor;fR For fineness of pulverized coal correction factor;c0Represent the inertia time (s) of powder processed.
Simultaneous (1) (2) (3), the transmission function of pulverized coal preparation system are as follows:
Boiler part modeling is according to Boiler of Ultra-supercritical Unit feature, when unit dry state is run, by economizer, water-cooling wall, The heating surfaces such as steam-water separator and superheater regard an entirety as.
Fluid properties are as lumped parameter at selection steam-water separator, because separator temperature (enthalpy) and coal-water ratio are close Correlation, while the variation of separator pressure reflection unit load.
When set steady is safely operated, ignore the influence of desuperheating water, available:
qM, sm=qM, fw (5)
In formula, qM, smFor the confluent (kg/s) for entering economizer;qM, fwFor total confluent (kg/s).
Related simplify and hypothesis is made to entire boiler heat-transfer process:
Fume side: (1) ignore the axial heat conduction between working medium, flue gas and tube wall;(2) boiler absorbs heat and fuel heat release It measures directly proportional;(3) ignore the dynamic changing process of fume side operating condition;(4) flue gas heat release is uniform.
Boiler side: (1) fluid behaviour on heat pipe cross section is uniform;(2) pressure p of steam-water separator is chosenmAnd vapour Separator steam enthalpy hmIt is approximately the p in modelmAnd hm
According to mass-conservation equation and energy conservation equation, have:
Q1=k1rB (8)
In formula, s1、s2For dynamic parameter;ρmFor separator outlet vapour density (kg/m3);qM, stFor main steam mass flow (kg/s);hmFor steam-water separator steam enthalpy (kJ/kg);cjFor heating section metal specific heat [kJ/ (kgK)];mjFor heating section gold Belong to quality (kg);TjFor heating section metal temperature (DEG C);hfwFor water supply enthalpy (kJ/kg);hstFor main steam enthalpy (kJ/kg);Q1For Boiler recepts the caloric (kJ/s);k1Gain (kJ/kg) is absorbed heat for working medium.
According to fume side assume (4) it is found thatT in formulajmFor tube wall temperature (DEG C) at steam-water separator, and Tjm≈Tm, T in formulamFor steam-water separator Temperature of Working (DEG C).
By formula (6) and formula (7) to pm、hmPartial differential calculating is done, available:
Wherein,
Joint type (9) and (10), can obtain:
Wherein,
According to pressure difference and flow equation:
In formula,For the initial volume flow (m of steam in superheater pipeline3/s);Q0The heat absorbed for steam through piping It measures (kJ);Δ p=pm-pstThe pressure difference (MPa) generated for steam through piping, pstFor main vapour pressure (MPa);z1, z2For coefficient, It is related with the resistance of ducting, the specific heats of gases.
According toWherein v0It is steam initially than volume (m3/ kg),For steam initial mass stream in superheater It measures (kg/s), formula (13) can be converted into
Wherein,Reflect coal-water ratio, hmIts variation can be well reflected;pmN can be reacted welleVariation, Q0With Unit load NeIt is directly proportional;v0=v (pm, hm).For simplified model, ignore hmInfluence, have:
Δ p=g (pm) (15)
Wherein, g () is a kind of functional relation.
Main steam flow equation is as follows:
In formula, ρstFor steam turbine inlet steam density (kg/m3);μtFor steam turbine pitch aperture (%);α is steam condition ginseng Number.
Again because of ρst=ρ (pst, hst), so formula (16) can be write as:
qM, st=utf(pst, hst) (17)
Ignore hstInfluence, therefore have:
qM, st=utf(pst) (18)
Wherein, f () is a kind of functional relation.
The hypothesis of steam turbine part: heat regenerative system (1) is regarded to a part of turbine system as;(2) ignore oxygen-eliminating device and Working medium quality, energy loss in condenser;(3) regard high, medium and low cylinder pressure Steam Turbine as an entirety;(4) it is used to ignore steam turbine Property and delay;(5) heat absorption of reheated steam is incorporated to steam turbine gain k2Middle amendment;(6) steam turbine efficiency is considered as when unit operates normally It is constant.
Power expression:
Ne=k2(qM, sthst-qM, sthfw) (19)
Wherein,
hfw=h (pm) (20)
L=l (rB) (21)
k2=k (rB) (22)
Wherein, h (), l (), k () are a kind of functional relation.
It is as follows by above available ultra-supercritical once-through boiler unit nonlinear model of analysis:
Wherein,
Further, the static parameter coordinated in mission nonlinear model structure can be by steady state data and non-linear Regression analysis is sought:
Wherein, subscript * represents variable and is in stable state.
Further, the Identifying Dynamical Parameters coordinated in mission nonlinear model structure use hybrid algorithm for optimization, I.e. comprehensive limited teaching particle swarm algorithm generates the advantages of set searching algorithm, Polygon Algorithm, carries out optimizing to model parameter Identification, optimization problem can be expressed as following formula:
In formula, f () is objective function, and A, b are respectively the coefficient matrix and constant vector of linear inequality constraint, and x is Optimized variable, g () are nonlinear complementary problem function, l1, l2Respectively superior vector up-and-down boundary constraint condition vector.
Further, the limited teaching particle swarm algorithm in the hybrid algorithm for optimization includes that tutorial section is mutually learned with particle Part is practised, process is as follows:
(1) initialization population makes it meet boundary constraint and linear restriction
(2) tutorial section
Calculate entire population average particleIt finds out optimal adaptation angle value particle and marks it for teacher's particleCalculating speed vectorRandom number r ∈ [0,1], T 'FIt is taken as 1 or 2 at random.
(3) the maximum feasible speed for not violating constraint is calculated
Renewal speed vector according to the following formula
Coefficient φjCalculation method it is as follows:
Determination may violate the velocity vector of linear restriction:
Wherein akFor the row k of matrix A.
It calculates along velocity vectorThe maximum coefficient of reduction in directionTo ensure not violate linear restriction:
Final speed vector value is as follows:
Update current particle position:
Particle mutually learns part are as follows:
For particle each in populationRandomly choose another particle
It repeats step (3) and determines maximum feasible velocity vectorIf update after particle fitness more preferably if receive, otherwise Keep original position constant.
Generation set searching algorithm basic thought in the hybrid algorithm for optimization is to pass through xttdtUpdate current iteration X in stept。αtFor step-length, dtFor direction vector, Gt, HtFor direction set.Direction vector dtBelong to two different set Gt, Ht, GtDirection vector comprising solution space can be expanded, to guarantee ability of searching optimum, HtComprising according to certain rule Other search direction vectors of selection, to acceleration figure of merit convergence rate.
Key step is as follows:
(1)GtGeneration
If a. for optimal particle ygNormal linear constrains non-ε active constraint, then Gt=D, D are coordinate direction set (mark Quasi- base vector and its opposite direction vector).ε active constraint is defined as:
I (x, ε)={ k ∈ { 1,2 ..., m }: bk-akx≤ε} (33)
Wherein ε=αt
If b. for optimal particle ygOnly there are ε active constraints for normal linear constraint, then define matrix Y, column vector For the row vector of the positive linear restriction of ε in corresponding linear constraint matrix A, to YTQR decomposition is carried out, orthogonal matrix Q is obtained, is solved Matrix YTRight inverse matrix J, Q and J column form Gt
If c. for optimal particle ygThere is ε active constraint with boundary constraint in normal linear constraint, by calculating Q in b, and Increase corresponding positive and negative unit norm base vector ej(eJ, k=0, k ≠ j).
(2)HtGeneration
If a. for optimal particle ygNormal linear constrains non-ε active constraint, then Ht=DTPPSO∪DCOM, wherein DTPPSO The direction vector of optimal solution, D are successfully updated for the limited teaching particle swarm algorithm of last timeCOMFor final step Polygon Algorithm Determining possibility descent direction.
B. if normal linear constraint is there are ε active constraint, except both direction set in a, also need to consider ε actively it is linear about The outer normal direction U of beamtAnd their sum
Ht=DTPPSO∪DCOM∪Ut∪{dc}。
C. every step generates set based algorithm, need to be to solution space PtCalculate extreme barrier function:
Pt={ x ∈ Rn: x=ygtD, d ∈ Gt∪Ht, Ax≤b, l1≤x≤l2, g (x)≤0 } and (34)
Polygon Algorithm basic thought in the hybrid algorithm for optimization is with NsIn the set of feasible solution S of a solution, than Compared with solution x worst in solution each in Sw, utilize the center x of remaining solutioncTo xwCarry out reflection calculating, formula xr=xc+ρ(xc- xw),ρ is reflection coefficient, is usually taken to be 1.3.If new reflection solution
xrIt is that simultaneously target function value is better than x to feasible solutionw, then xrSubstitute xwIf xrIt is that infeasible solution or target function value be not excellent Change, then xrTo center xcMovement, above-mentioned reflection and contraction process can be repeated up to worst solution improvement or set S is punctured into a bit.
Further, the calculation method of the hybrid algorithm for optimization is as follows:
Step a: initialization, including population initialization and generation set searching algorithm initialization;
The population initialization includes: that N is randomly generatedPA feasible solution particleInitial velocityInitialize each The optimum solution of particleAnd population optimal particle yg, initialize limited teaching particle swarm algorithm continuously unsuccessful iteration time Numerical value nuiP
The generation set searching algorithm initialization includes: by disaggregation P0It is set as empty set, set DTPPSOIt is initialized as last The successful solution of the limited teaching particle swarm algorithm of one step, DCOMThe feasible direction of search is determined by Polygon Algorithm, initialization generates set The continuous unsuccessful the number of iterations nui of algorithmG
Step b: mixing optimizing successively includes particle group hunting, generates Set-search and complex search;
The particle group hunting are as follows:
Based on current solution particleCalculate extreme barrier function fnh:(35);
1. updating single particle optimal solution value: ifThen
2. if population optimal value reduces, evenEnable nuiP=0;
3. calculatingAnd it is stored in DTPPSOIn;
4. updating step-length
5. emptying set S in Polygon Algorithmt
6. Population Regeneration optimum particle position:
7. otherwise population search step fails, nui is enabledP=nuiP+1;
The generation Set-search are as follows:
If nuiP≥nuiPm, while αt≥αmin, execute and generate Set-search, if xGSSFor direction of search disaggregation PtIn it is optimal Solution,
1. if fnh(xGSS) < fnh(yg), i.e. spanning set step search success updates optimal solution value yg=xGSS, enable nuiG= 0;
2. emptying set S in Polygon Algorithmt
3. increasing step-size in search αt+1=min { 2 αt, αmax};
4. otherwise spanning set search failure, enables nuiG=nuiG+1;
5. reducing step-size in search
The complex search are as follows:
If nuiG≥nuiGmOr αt< αmin, then complex search is executed, comprising:
1. initializing set of feasible solution St=Pt∪{yg};
2. if set of feasible solution StThe number N of middle solutionS< 2n, then in StIt is middle that 2n-N best in population search process is addedS A solution;
3. otherwise showing that population step and spanning set step are failed, disaggregation S is sett=Zt-1, Zt-1For back The disaggregation of complex search process;
4. from StStart using Polygon Algorithm NCOMIteration reflection, ZtIndicate the disaggregation that Polygon Algorithm returns, xrIt is multiple Close the solution that shape search last time reflection generates, xCOM, xwRespectively disaggregation ZtMiddle optimal solution and worst solution;To standardize direction xCOM-xw, xCOM-xrWith meet fnh(xCOM) < fnh(yg) direction vector xCOM-ygIt is added to DCOMIn;
5. if fnh(xCOM) < fnh(yg) then update optimal solution yg=xCOMWith step-size in search αt+1=min | | xCOM-yg| |, max{αt, αmin}}。
Step c: particle rapidity and current disaggregation are updated.
The update particle rapidity and current disaggregation are as follows:
1. generating new velocity vector to each particleAnd update each particle position
2. the number of iterations becomes t+1 from t and return step b is computed repeatedly.
The present invention has the advantage that compared with existing modeling method
1, the characteristic of analysis unit operation, establishing nonlinear model can more accurately reflect unit under depth peak regulation state The virtual condition of operation;
2, by reasonably assuming that and simplifying, it is easy to establish model;
3, more accurate to the identification of model parameter by hybrid algorithm for optimization.
Detailed description of the invention
Fig. 1 is the structural schematic diagram that the embodiment of the present invention controlled device simplifies.
Specific embodiment
The embodiment of the present invention is described in further detail below in conjunction with attached drawing.
Fig. 1 is the boiler-turbine structure chart that certain extra-supercritical unit simplifies, according to law of conservation, by reasonably false If establishing the nonlinear model of unit cooperative system with simplification:
Wherein,
According to the steady-state equation of system:
In conjunction with steam turbine power formula, can obtain:
Construct Optimization goal function:
Wherein, Δ pst, Δ Ne, Δ TsepRespectively main vapour pressure, unit in fact hair power, separator temperature actual value with The difference of model calculation value, pst0, Ne0, Tsep0The respectively real stable state initial value for sending out power, separator temperature of main vapour pressure, unit.
By hybrid algorithm for optimization, optimization algorithm parameter is as follows:
1 hybrid optimization algorithm parameter of table
It is as follows that identification obtains dynamic parameter:
c0=247, c1=293760, c2=53477, d1=529, d2=1835, τ=15
f(pst)=41.2pst+9.8
The model established is verified, the results showed that, error is up to 3.1%, minimum 0.5%, can be accurate The operation characteristic of description system.
The above is only the preferred embodiment of the present invention, protection scope of the present invention is not limited merely to above-described embodiment, All technical solutions belonged under thinking of the present invention all belong to the scope of protection of the present invention.It should be pointed out that for the art For those of ordinary skill, several improvements and modifications without departing from the principles of the present invention should be regarded as protection of the invention Range.

Claims (8)

1. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state, it is characterised in that: the following steps are included:
Step 1: according to law of conservation and machine unit characteristic, the nonlinear model structure of coordination system is established;
Step 2: by hybrid algorithm for optimization, model parameter is recognized.
2. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state according to claim 1, special Sign is: the nonlinear model structure for coordinating system described in step 1 is to pass through vacation according to the laws such as the conservation of mass, the conservation of energy If structure is as follows with foundation is simplified:
Wherein,
In above-mentioned formula: X,Respectively the state variable matrix of system and the differential matrix of state variable, rB,pm,hmIt is respectively real Border enters the coal amount (kg/s) of burner hearth, the pressure (MPa) of steam-water separator, steam-water separator steam enthalpy (kJ/kg);U, Y difference For the input variable matrix and output variable matrix of system, uB,qm,fw,utRespectively fuel quantity instructs (kg/s), total confluent (kg/s), steam turbine pitch aperture (%), pst,hm,NeRespectively main vapour pressure (MPa), steam-water separator steam enthalpy (kJ/kg), Unit sends out power (MW) in fact;A, B (X), C (X), D (X) are respectively sytem matrix, input matrix, output matrix, transition matrix, k1,k2,l,hfwFor static parameter, hfwFor water supply enthalpy (kJ/kg), τ, c0,c1,c2,d1,d2For dynamic parameter, τ prolongs for pulverized coal preparation system Slow time (s), e-τsDelay link is represented, f (), g () are functional relation.
3. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state according to claim 2, special Sign is: the static parameter in the nonlinear model structure of the coordination system is asked by steady state data and nonlinear regression analysis It takes:
Wherein, subscript * represents variable and is in stable state, hstFor main steam enthalpy (kJ/kg).
4. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state according to claim 2, special Sign is: Identifying Dynamical Parameters in the nonlinear model structure of the coordination system use hybrid algorithm for optimization, that is, integrate by Limit teaching particle swarm algorithm generates set searching algorithm, Polygon Algorithm to model parameter progress optimizing identification, and optimization problem can To be expressed as following formula:
In formula, f () is objective function, and A, b are respectively the coefficient matrix and constant vector of linear inequality constraint, and x is optimization Variable, g () are nonlinear complementary problem function, l1,l2Respectively superior vector up-and-down boundary constraint condition vector.
5. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state according to claim 4, special Sign is: the calculation method of the hybrid algorithm for optimization is as follows:
Step a: initialization, including population initialization and generation set searching algorithm initialization;
Step b: mixing optimizing successively includes particle group hunting, generates Set-search and complex search;
Step c: particle rapidity and current disaggregation are updated.
6. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state according to claim 5, special Sign is: the initialization of population described in step a includes: that N is randomly generatedPA feasible solution particleInitial velocityInitialization is every The optimum solution of one particleAnd population optimal particle yg, it is continuously unsuccessful to initialize limited teaching particle swarm algorithm The number of iterations value nuiP
The generation set searching algorithm initialization includes: by disaggregation P0It is set as empty set, set DTPPSOIt is initialized as final step The successful solution of limited teaching particle swarm algorithm, DCOMThe feasible direction of search is determined by Polygon Algorithm, initialization generates set based algorithm Continuous unsuccessful the number of iterations nuiG
7. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state according to claim 5, special Sign is: particle group hunting described in step b are as follows:
Based on current solution particleCalculate extreme barrier function fnh:(35);
1. updating single particle optimal solution value: ifThen
2. if population optimal value reduces, evenEnable nuiP=0;
3. calculatingAnd it is stored in DTPPSOIn;
4. updating step-length
5. emptying set S in Polygon Algorithmt
6. Population Regeneration optimum particle position:
7. otherwise population search step fails, nui is enabledP=nuiP+1;
The generation Set-search are as follows:
If nuiP≥nuiPm, while αt≥αmin, execute and generate Set-search, if xGSSFor direction of search disaggregation PtMiddle optimal solution,
1. if fnh(xGSS) < fnh(yg), i.e. spanning set step search success updates optimal solution value yg=xGSS, enable nuiG=0;
2. emptying set S in Polygon Algorithmt
3. increasing step-size in search αt+1=min { 2 αtmax};
4. otherwise spanning set search failure, enables nuiG=nuiG+1;
5. reducing step-size in search
The complex search are as follows:
If nuiG≥nuiGmOr αt< αmin, then complex search is executed, comprising:
1. initializing set of feasible solution St=Pt∪{yg};
2. if set of feasible solution StThe number N of middle solutionS< 2n, then in StIt is middle that 2n-N best in population search process is addedSA solution;
3. otherwise showing that population step and spanning set step are failed, disaggregation S is sett=Zt-1, Zt-1For back complex The disaggregation of search process;
4. from StStart using Polygon Algorithm NCOMIteration reflection, ZtIndicate the disaggregation that Polygon Algorithm returns, xrFor complex The solution that search last time reflection generates, xCOM,xwRespectively disaggregation ZtMiddle optimal solution and worst solution;To standardize direction xCOM- xw,xCOM-xrWith meet fnh(xCOM) < fnh(yg) direction vector xCOM-ygIt is added to DCOMIn;
5. if fnh(xCOM) < fnh(yg) then update optimal solution yg=xCOMWith step-size in search αt+1=min | | xCOM-yg||,max {αtmin}}。
8. fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state according to claim 5, special Sign is: update particle rapidity and current disaggregation described in step c are as follows:
1. generating new velocity vector to each particleAnd update each particle position
2. the number of iterations becomes t+1 from t and return step b is computed repeatedly.
CN201811127869.7A 2018-09-26 2018-09-26 Fired power generating unit coordinates system mixing optimizing modeling method under depth peak regulation state Withdrawn CN109408895A (en)

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CN109932909A (en) * 2019-03-27 2019-06-25 江苏方天电力技术有限公司 The big system of fired power generating unit desulphurization system couples Multi-variables optimum design match control method

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Application publication date: 20190301