Optimal scheduling method for integrated energy systems considering dynamic multi-energy demand response

Abstract

The application discloses a kind of comprehensive energy system optimization scheduling methods considering dynamic multi-energy demand response.Flexible resources are divided into four kinds of multi-state comprehensive flexible resources, construct the multi-state model of comprehensive flexible resources considering timing characteristics, respectively establish the multi-state model of comprehensive flexible resources reduction, transfer, alternative response considering timing characteristics, the multi-state model of total demand response is established by fusing three kinds of multi-state model, the multi-state supply-side operating reserve model of supply-side equipment is established, the multi-state optimization scheduling model of supply-side and demand-side interactive providing reserve is comprehensively constructed, and scheduling parameter is obtained by processing to implement scheduling.The application can more accurately represent the dynamic characteristics of comprehensive flexible resources using multi-state model, accurately obtain the demand-side operating reserve provided by comprehensive flexible resources and the supply-side operating reserve provided by multi-energy conversion equipment, and realize the multi-state operating reserve optimization of supply and demand sides.

Description

Technical Field

[0001] The present invention relates to a scheduling method in the field of energy systems, and specifically to an optimized scheduling method for an integrated energy system taking into account dynamic multi-energy demand responses. Background Art

[0002] The increasing depletion of traditional fossil energy and its high environmental pollution have led to the rapid development of integrated energy systems. However, with the large-scale integration of intermittent renewable energy, integrated energy systems require a large amount of operational reserve to maintain safe and reliable system operation. Traditional operational reserve is typically provided by energy production equipment, that is, on the power generation side. However, providing operational reserve on the power generation side may lead to increased operating and maintenance costs. Demand-side response, as an important way for demand-side loads to participate in flexible power interaction, can, to a certain extent, maintain stable system operation, promote the consumption of renewable energy, reduce peak and valley load differences, and reduce system operating costs. With the development of integrated energy systems and the deepening of the coupling between different energy sources, demand response is no longer limited to the reduction or transfer of electricity load, but also includes the complementary demand substitution between multiple energy types. The concept of comprehensive demand response considering multiple energy sources has been proposed.

[0003] Comprehensive demand response refers to the diverse, large, and widely distributed presence of comprehensive flexible resources on the demand side. Through flexible control and regulation, it can provide demand-side operating reserve capacity for the integrated energy system, achieving the goal of two-way collaborative interaction between the main grid and the distribution network. Comprehensive flexible resources refer to multi-energy load devices, including electric vehicles, air conditioners, heat pumps, and energy storage, whose multi-energy load demand can be shifted between different time periods or varied within a certain range through certain control and regulation methods. Changes in the multi-energy load demand of comprehensive flexible resources can effectively provide demand-side operating reserve capacity for these devices to the power grid.

[0004] As the intelligentization of power grids progresses, the high proportion of intermittent energy sources (such as wind and solar) leads to increasing peak-to-valley differences in grid load. Integrated energy systems urgently require a method that can optimally dispatch supply-side output and allocate operating reserve capacity on both the supply and demand sides. Therefore, an optimized dispatching method for integrated energy systems that considers multi-energy demand response is crucial.

[0005] Current optimization and dispatch methods primarily focus on analyzing power system optimization and dispatch. However, with the introduction of multiple coupled energy sources, optimization and dispatch analysis that only evaluates electrical energy is no longer applicable to comprehensive flexible resource optimization and dispatch analysis involving multiple coupled energy sources. Multiple energy sources, such as gas, heat, cooling, and electricity, need to be simultaneously reflected in the dispatch model. Therefore, this paper proposes a new optimization and dispatch method that can be used to calculate the output and reserve operation of a comprehensive energy system that considers multiple coupled energy sources.

[0006] In traditional demand response models that consider integrated flexible resources, the upper limit of the integrated demand response of integrated flexible resources is often represented by the same scalar or only by 0-1 parameters at any time. However, the integrated demand response process of integrated flexible resources will have different upper limits due to the influence of timing characteristics and operating characteristics. A single fixed upper limit of integrated demand response cannot accurately represent the timing dispatchable potential of integrated flexible resources, nor can it accurately model and represent the demand-side operating reserve that integrated flexible resources can provide. Therefore, the present invention proposes a new demand response model for integrated flexible resources, which can be used to quantify the demand-side operating reserve that can be provided by integrated flexible resources that consider dynamic multi-energy demand response, and take into account the multiple intermediate states generated by the dynamic timing characteristics of integrated flexible resources in the integrated demand response model.

[0007] Current optimization scheduling methods mainly focus on two-state optimization scheduling analysis. However, due to the complexity of system timing characteristics, optimization scheduling analysis that can only evaluate two states is no longer applicable to the optimization scheduling analysis of integrated energy systems containing multiple states. The multi-state characteristics of gas, heat, cooling, electricity and other energy sources providing output and backup need to be reflected in the scheduling model at the same time.

[0008] The shortcomings of the prior art are summarized as follows:

[0009] Disadvantage 1 of existing technology: Traditional optimization and scheduling methods mainly focus on power system optimization and scheduling analysis. However, with the introduction of multiple coupled energy sources, power system optimization and scheduling analysis that can only evaluate electric energy is no longer applicable to comprehensive energy system optimization and scheduling analysis involving multi-energy conversion.

[0010] Disadvantage 2 of existing technology: Existing optimization scheduling technology regards the comprehensive demand response process of comprehensive flexible resources as two states, namely complete failure or perfect operation. The demand response upper limit at any time is often represented by the same scalar or only by 0-1 parameters, and does not consider the dynamic timing characteristics of the comprehensive demand response process. Therefore, due to insufficient modeling of comprehensive flexible resources, the obtained demand response model cannot accurately reflect the dynamic demand response timing characteristics of comprehensive flexible resources.

[0011] Disadvantage 3 of Existing Technology: Existing optimization scheduling technology views the system operation process as two states, namely complete failure or perfect operation, and does not consider the dynamic timing characteristics of the system operation. As a result, due to insufficient modeling of the interaction between supply and demand, the resulting optimization model cannot accurately reflect the multi-state characteristics of the system. Summary of the Invention

[0012] In view of the shortcomings of the existing technology, the present invention proposes an integrated energy system optimization scheduling method considering dynamic multi-energy demand response.

[0013] likeFigure 1 As shown, the technical solution of the present invention is as follows:

[0014] Step 1: Classify the integrated flexible resources into four types of multi-state integrated flexible resources, and construct a multi-state model of integrated flexible resources that considers time series characteristics to obtain the multi-energy load demand of each integrated flexible resource in different states;

[0015] Step 2: Establish a multi-state model of the curtailment response of integrated flexible resources considering the time series characteristics, which is used to obtain the load amount that the integrated flexible resources can participate in the curtailment response in each state and the multi-energy load demand of the integrated flexible resources after the curtailment response ends;

[0016] Step 3: Establish a multi-state model of the integrated flexible resource transfer response that takes into account the timing characteristics, in order to obtain the load that the integrated flexible resource can participate in the transfer response in each state and the multi-energy load demand of the integrated flexible resource after the transfer response is completed;

[0017] Step 4: Establish a multi-state model of the substitution response of integrated flexible resources considering the time series characteristics, which is used to obtain the load amount that the integrated flexible resources can participate in the substitution response in each state and the multi-energy load demand of the integrated flexible resources after the substitution response ends;

[0018] Step 5: Integrate the three multi-state models of the integrated flexible resource response to establish a multi-state model of the total demand response of the integrated flexible resource, which is used to obtain the demand-side operating reserve provided by the integrated flexible resource in multiple states;

[0019] Step 6: Establish a multi-state supply-side operating reserve capacity model for the supply-side equipment of the integrated energy system, and solve it to obtain the output and supply-side operating reserve capacity provided by the supply-side equipment of the integrated energy system;

[0020] Step 7: Integrate the multi-state model of the total demand response of integrated flexible resources and the multi-state supply-side operating reserve model of the supply-side equipment of the integrated energy system, build a multi-state optimization scheduling model for the interactive provision of reserve by the supply and demand sides of the integrated energy system, process and obtain scheduling parameters such as the demand-side operating reserve, supply-side output, supply-side operating reserve, load shedding, etc. provided by the integrated flexible resources, and then implement scheduling.

[0021] The integrated flexible resource exhibits multiple multi-energy load demands, each of which represents a multi-state state. By accounting for multiple energy sources, the multi-energy load demands and the output of multi-energy conversion equipment from integrated flexible resources have expanded from a single dimension to a multi-dimensional state.

[0022] The present invention takes into account energy forms such as electricity, natural gas, and thermal energy. The multi-energy loads of comprehensive flexible resources are expanded from one-dimensional loads to multi-dimensional multi-energy loads, so that multiple energy sources can be universally represented by one load form.

[0023] The energy forms of the integrated energy system include electricity, natural gas, thermal energy, etc.

[0024] An integrated energy system is divided into a supply side and a demand side. The supply side generates and transmits energy to the demand side, which in turn provides the required multi-energy load. An integrated energy system has many nodes, each of which contains multiple supply-side devices and multiple integrated flexible resources on the demand side.

[0025] The equipment on the supply side of the integrated energy system is multi-energy conversion equipment (the most common multi-energy conversion equipment is various types of multi-energy conversion units, such as cogeneration units, natural gas units, combined heat and power units, etc.).

[0026] On the demand side of the integrated energy system, multi-energy load equipment such as air conditioners and heat pumps can actively participate in the two-way interaction of the power grid as integrated flexible resources. Integrated flexible resources provide demand-side operating reserve to the system in the form of demand-side response through aggregation.

[0027] The present invention takes into account the different operating characteristics of different types of loads, and provides demand-side operating reserve through three main demand response strategies of integrated flexible resources: integrated flexible resource reduction response, integrated flexible resource transfer response and integrated flexible resource substitution response: Integrated flexible resource reduction response refers to changing the size of integrated flexible resources to provide system reserve; integrated flexible resource transfer response refers to changing the energy consumption time of integrated flexible resources to provide system reserve; integrated flexible resource substitution response refers to changing the energy carrier of integrated flexible resources to provide equivalent system reserve, for example, the heat load can be provided by a cogeneration unit, or a gas boiler, or a heat pump.

[0028] In the first step, the integrated flexible resources are divided into four types of multi-state integrated flexible resources, namely, fixed integrated flexible resources, transferable integrated flexible resources, curtailable integrated flexible resources, and replaceable integrated flexible resources, according to the multi-energy load demand of the integrated flexible resources;

[0029] The fixed comprehensive flexible resources refer to comprehensive flexible resources that cannot be changed, such as industrial loads; the transferable comprehensive flexible resources refer to comprehensive flexible resources whose usage time can be changed, such as the gas load required for gas kitchen appliances; the reducible comprehensive flexible resources refer to comprehensive flexible resources whose energy consumption can be changed, such as the electrical load required for air conditioning; the replaceable comprehensive flexible resources refer to comprehensive flexible resources whose energy source can be changed, such as water heaters require electrical loads. However, if the comprehensive energy system is equipped with a natural gas unit, the electrical load required for the water heater can be equivalently replaced by a gas load.

[0030] The relationship between the loads of different multi-state integrated flexible resources is:

[0031] F=FS+FC+FT+FR

[0032] Where F represents the multi-energy load demand of integrated flexible resources, FS represents the load of fixed integrated flexible resources, FC represents the load of curtailable integrated flexible resources, FT represents the load of transferable integrated flexible resources, and FR represents the load of replaceable integrated flexible resources.

[0033] The load, demand and reserve mentioned in the present invention are all power quantities.

[0034] Fixed integrated flexible resources, transferable integrated flexible resources, curtailable integrated flexible resources and replaceable integrated flexible resources have different load demands due to their dynamic timing characteristics. Within the required period, the four types of integrated flexible resources have M states, that is, the four types of integrated flexible resources all have M multi-energy load demands, and thus the demand-side operating reserve that can be provided by the four types of integrated flexible resources also has M states.

[0035] Comprehensive flexible resources include V types of energy. Comprehensive flexible resources i can be represented by a V-dimensional energy vector. Comprehensive flexible resources may have different multi-energy load demands. The following comprehensive flexible resource multi-state model considering the timing characteristics is established:

[0036]

[0037]

[0038]

[0039]

[0040] Among them, F i represents the multi-energy load demand set of comprehensive flexible resource i, i represents the type number of comprehensive flexible resource, F i j represents the multi-energy load demand of the integrated flexible resource i in state j, j∈(1,2,...,M), M represents the total number of states of the integrated flexible resource; represents the multi-energy load demand of the comprehensive flexible resource i when considering energy form v in state j, v∈(1,2,...,V), V represents the total sequence number of the energy form; represents the fixed integrated flexible resource load of integrated flexible resource i at state j, represents the load of the fixed comprehensive flexible resource i when considering energy form v in state j, v∈(1,2,...,V), V represents the total sequence number of the energy form; represents the amount of load that can be reduced for the comprehensive flexible resource i at state j, represents the load of comprehensive flexible resources that can be reduced by comprehensive flexible resources i when considering energy form v in state j; represents the load of the transferable comprehensive flexible resource of comprehensive flexible resource i at state j, represents the load of the transferable comprehensive flexible resource i when considering energy form v in state j; represents the load of the alternative comprehensive flexible resource i at state j, represents the load of the alternative comprehensive flexible resource i when considering energy form v in state j; T represents the matrix transpose.

[0041] in, and Known in advance.

[0042] The multi-energy load demand of each comprehensive flexible resource i in state j is obtained according to the multi-state model of comprehensive flexible resources.

[0043] The second step is specifically as follows:

[0044] Based on the comprehensive flexible resource multi-state model, the following comprehensive flexible resource reduction response multi-state model is established:

[0045]

[0046]

[0047] in, represents the multi-energy load demand of the comprehensive flexible resource i after curtailment response at state j, represents the load of the integrated flexible resource i in response to the reduction in state j, represents the load reduction response of the integrated flexible resource i in state j and considering energy form v;

[0048] At the same time, in state j, the maximum load that can be reduced by the integrated flexible resource i is less than or equal to its integrated demand response upper limit, that is, the total load that can be reduced contained in the integrated flexible resource i in state j The constraints for the integrated flexible resource reduction response of the following model are established:

[0049]

[0050] The load of the comprehensive flexible resource i in each state related to the reduction response Calculated by the optimization scheduling model in step 7, combined with the previously known and The multi-state model processing input to the comprehensive flexible resource reduction response can obtain the multi-energy load demand of the comprehensive flexible resource after the reduction response in each state.

[0051] The third step is specifically as follows:

[0052] Based on the multi-state model of integrated flexible resources, integrated flexible resources can be transferred out of state j or transferred in from other states. The following multi-state model of integrated flexible resource transfer response is established:

[0053]

[0054]

[0055]

[0056]

[0057]

[0058] in, represents the multi-energy load demand of the integrated flexible resource i after the transfer response at state j; represents the load that is transferred out of the comprehensive flexible resource i in state j, In state j, the integrated flexible resource i undergoes a comprehensive demand response related to the transfer, and the load is transferred from state j to state j'. represents the load amount of the integrated flexible resource i transferred from state j to state j' when considering the energy form v, l∈(1,2,...,M); represents the total load transferred from the integrated flexible resource i in state j, Indicates the load amount of the integrated flexible resource i that has undergone the integrated demand response about the transfer from state j' back to state j, represents the load amount of the integrated flexible resource i when state j' is transferred back to state j when energy form v is considered;

[0059] At the same time, in state j, the maximum transferable comprehensive flexible resource of comprehensive flexible resource i is less than or equal to its comprehensive demand response upper limit, that is, all transferable loads contained in comprehensive flexible resource i in state j satisfy the principle of energy conservation, and the transfer load of comprehensive flexible resources in state j is equal to the sum of transfer loads transferred to other states. The constraints of the comprehensive flexible resource transfer response of the following model are established:

[0060]

[0061]

[0062] Among them, D j represents the load duration of the integrated flexible resource in state j, D j' represents the load duration of the integrated flexible resource in state j'.

[0063] The load of the transfer response generated by the comprehensive flexible resource i in each state and Calculated by the optimization scheduling model in step 7, combined with the previously known and The multi-state model processing input to the comprehensive flexible resource reduction response can obtain the multi-energy load demand of the comprehensive flexible resource after the transfer response in each state.

[0064] The fourth step is specifically as follows:

[0065] Based on the comprehensive flexible resource multi-state model, the following comprehensive flexible resource substitution response multi-state model is established:

[0066]

[0067]

[0068]

[0069] in, represents the multi-energy load demand of comprehensive flexible resource i after alternative response at state j; represents the load of the comprehensive flexible resource i participating in the alternative response, It represents the load of flexible resource i participating in the alternative response in state j and considering energy form v; represents the load obtained by the comprehensive flexible resource i after alternative response, It represents the load obtained by the comprehensive flexible resource i after the alternative response in state j and considering the energy form v. Represents the multi-performance conversion matrix of the multi-energy conversion device s connected to the integrated flexible resource i at state j; the alternative response needs to be completed through the multi-energy conversion device.

[0070] At the same time, in state j, the initial comprehensive flexible resource of the most participating in the substitution response process of comprehensive flexible resource i is less than or equal to its comprehensive demand response upper limit, that is, all the substitutable loads contained in comprehensive flexible resource i in state j. The constraint conditions of the comprehensive flexible resource substitution response of the following model are established:

[0071]

[0072] The load of the comprehensive flexible resource i in each state on the alternative response and the loadings obtained after surrogate responses Calculated by the optimization scheduling model in step 7, combined with the previously known and The multi-state model processing input to the comprehensive flexible resource reduction response can obtain the multi-energy load demand of the comprehensive flexible resource after the alternative response in each state.

[0073] The fifth step is specifically as follows:

[0074] Based on the multi-state model of comprehensive flexible resource reduction response, transfer response and substitution response, a multi-state model of comprehensive flexible resource demand response is constructed to obtain the demand-side operating reserve that can be provided by the comprehensive flexible resource demand response in each state.

[0075] Considering the reduction, transfer, and substitution response processes of integrated flexible resources, the demand-side operating reserve provided by integrated flexible resource i presents a multi-state trend due to the different states of the integrated flexible resource. The following multi-state model of the total demand response of integrated flexible resources is established:

[0076]

[0077]

[0078]

[0079] Among them, DRR i represents the set of demand-side operating reserves provided by the comprehensive flexible resources participating in demand response in M ​​states, represents the demand-side operating reserve provided by comprehensive flexible resource i in state j after three types of demand response, represents the demand-side operating reserve provided by the integrated flexible resource i under the consideration of energy form v; represents the multi-energy load demand of the integrated flexible resource i after the three types of demand response at state j;

[0080] The multi-energy load demand quantity of the comprehensive flexible resource i after the three types of demand response is obtained by inputting into the multi-state model of the comprehensive flexible resource total demand response and the multi-energy load demand quantity after the reduction, transfer and substitution response The multi-energy load demand quantity of the comprehensive flexible resource i after the three types of demand response is obtained by inputting into the multi-state model of the comprehensive flexible resource total demand response, and the multi-energy load demand quantity of the comprehensive flexible resource is combined The demand side operation reserve quantity provided by the comprehensive flexible resource i is obtained

[0081] The sixth step is specifically:

[0082] In addition to providing output, the multi-energy conversion device in the operating state will also reserve a part as the supply side operation reserve quantity provided in the accident state.

[0083] The following multi-state supply side operation reserve quantity model of the multi-energy conversion device s is established and expressed as:

[0084]

[0085]

[0086] In the formula, GR s represents the supply side operation reserve quantity of the multi-energy conversion device s, GR s,j represents the supply side operation reserve quantity of the multi-energy conversion device s in state j, represents the supply side operation reserve quantity of the multi-energy conversion device s in the operating state j considering the energy form v, represents the proportion of the up-regulation reserve of the multi-energy conversion device in state j to the overall output, represents the proportion of the down-regulation reserve of the multi-energy conversion device in state j to the overall output, w s represents the multi-state multi-energy output of the multi-energy conversion device s, the multi-energy conversion device s has M states, w s,j represents the multi-energy output of the multi-energy conversion device s in state j, represents the output of the multi-energy conversion device s in state j considering the energy form v;

[0087] The multi-energy conversion device s in state j considering the energy form v provides at most up-regulation reserve and down-regulation reserve, that is, the supply side operation reserve quantity provided by the multi-energy conversion device s satisfies the constraint:

[0088]

[0089] The supply side operation reserve quantity GR sand multi-power output s Obtained according to the optimized scheduling calculation in step seven.

[0090] The seventh step is specifically as follows:

[0091] Based on the multi-state model for the total demand response of integrated flexible resources and the multi-state supply-side operating reserve model for supply-side equipment constructed above, the multi-energy load demand of integrated flexible resources, the fixed load of integrated flexible resources, the load that can be curtailed, the upper limit of the load that can be curtailed, and the upper limit of the load that can be shifted are obtained for each state. Combined with the known upper limits for the multi-energy output and load shedding of multi-energy conversion equipment, these are substituted into the integrated energy system optimal scheduling model to calculate the multi-energy output of the multi-energy conversion equipment, the supply-side operating reserve of the multi-energy conversion equipment, and the demand-side operating reserve of the integrated flexible resources.

[0092] The required time period is T, during which the multi-energy conversion equipment and integrated flexible resources have M states, and the duration of each state is D j ,Right now The states of the supply and demand sides of the integrated energy system are represented by V-dimensional vectors, and the costs involved in the objective function are also V-dimensional vectors.

[0093] The following multi-state optimization scheduling model is established:

[0094]

[0095]

[0096]

[0097]

[0098]

[0099] Where C represents the operating cost of the comprehensive energy system, C v represents the operating cost of the integrated energy system considering the energy form v, is the multi-energy output of the s-th multi-energy conversion device on the integrated energy system node l when it is in state j, represents the output of the multi-energy conversion device s at state j when considering the energy form v; The supply side operating reserve provided when the s-th multi-energy conversion device on the integrated energy system node l is in state j, It represents the supply-side operating reserve of the multi-energy conversion equipment s in operating state j considering the energy form v; The demand-side operating reserve provided by the i-th integrated flexible resource on the integrated energy system node l when it is in state j, It represents the demand-side operating reserve of the i-th integrated flexible resource in state j considering energy form v; is the load shedding amount when the i-th integrated flexible resource on the integrated energy system node l is in state j, represents the load shedding of the i-th integrated flexible resource in state j considering energy form v; V represents the state dimension of the supply side and demand side of the integrated energy system;

[0100] M, N, ns, nsr, ndr, and nc are the number of time periods, the number of nodes, the number of multi-energy conversion devices on node l, the number of multi-energy conversion devices providing backup on node l, the number of comprehensive flexible resources providing backup on node l, and the number of comprehensive flexible resources for load shedding on node l, respectively. are the supply-side energy output cost, the cost of providing operating reserve on the supply side, the cost of providing operating reserve on the demand side, and the load shedding cost when the s-th multi-energy conversion device or the i-th integrated flexible resource on node l is in state j;

[0101] The integrated energy system includes three energy forms: electricity, gas, and heat. The constraints for establishing optimal scheduling are:

[0102] (1) Power balance constraints:

[0103] (1.1) Electric balance power:

[0104]

[0105] Where, represents the power output generated by ns multi-energy conversion devices at node l and state j, represents the amount of power reserve provided by nsr multi-energy conversion devices that provide backup operation at node l in state j, represents the electric energy load demand of ndr integrated flexible resources at node l and state j after the demand side response, represents the amount of electric energy shedding of nc comprehensive flexible resources that need to shed load at node l in state j. This constraint indicates that when the system is running, the generation and consumption of electric energy need to be balanced.

[0106] (1.2) Gas balance power:

[0107]

[0108] Where, represents the natural gas output generated by ns multi-energy conversion devices at node l and state j, represents the natural gas reserve provided by nsr multi-energy conversion devices providing operation backup at node l in state j, represents the natural gas load demand of ndr integrated flexible resources at node l and state j after demand-side response, represents the natural gas load shedding capacity of nc comprehensive flexible resources that need to be shelved at node l in state j. This constraint indicates that natural gas production and consumption must be balanced during system operation.

[0109] 3) Thermal balance power:

[0110]

[0111] Where, represents the thermal energy output generated by ns multi-energy conversion devices at node l and state j, represents the thermal energy reserve provided by nsr multi-energy conversion devices providing operation backup at node l in state j, represents the heat load demand of ndr integrated flexible resources at node l and state j after the demand side response, represents the thermal energy load shedding amount of nc comprehensive flexible resources that need to be shed at node l and state j; this constraint indicates that when the system is running, the thermal energy generation and consumption need to be balanced.

[0112] (2) Equipment output constraints:

[0113]

[0114] v=(gas,elec,heat)

[0115] Where, represents the output of the multi-energy conversion device s regarding energy form v at node l and state j, and The upper and lower limits of its output are shown in Figure 2. This constraint indicates that when the system is running, each energy source needs to meet the upper and lower limits of the equipment's output.

[0116] (3) Supply-side operating reserve constraints:

[0117]

[0118] v=(gas,elec,heat)

[0119] Where, It represents the supply-side operating reserve of the multi-energy conversion equipment s in energy form v at node l and state j, is the maximum adjustable reserve ratio of multi-energy conversion equipment s in state j, is the maximum adjustable lower reserve ratio of the multi-energy conversion equipment s in state j; this constraint indicates that when the system is running, each energy source needs to meet the upper and lower limits of the maximum reserve that can be provided by the equipment.

[0120] (4) Demand-side response constraints:

[0121]

[0122]

[0123]

[0124]

[0125]

[0126] Where, represents the multi-energy load demand of comprehensive flexible resource i after considering demand response at node l and state j, is the fixed comprehensive flexible resource amount of comprehensive flexible resource i at node l and state j, represents the upper limit of the multi-energy load demand of the comprehensive flexible resource i at node l and state j; represents the maximum reducible comprehensive flexible resource load contained in comprehensive flexible resource i at node l and state j, represents the maximum transferable comprehensive flexible resource load contained in comprehensive flexible resource i at node l and state j, represents the maximum replaceable comprehensive flexible resource load contained in comprehensive flexible resource i at node l and state j; represents the load reduction after the comprehensive flexible resource i participates in the reduction response at node l and state j, represents the load transferred out after the comprehensive flexible resource i participates in the transfer response at node l and state j, represents the load replaced by the comprehensive flexible resource i at node l and state j after participating in the replacement response, represents the load of the integrated flexible resource i at node l transferred from state j to state j', D j represents the duration of state j, D j' Represents the duration of state j'; this constraint indicates that when integrating flexible resource demand response, the demand response of each energy source needs to meet the upper and lower limit constraints of the maximum participating demand response amount.

[0127] (5) Load shedding constraints:

[0128]

[0129] v=(gas,elec,heat)

[0130] Where, represents the load shedding of the i-th integrated flexible resource in energy form v at node l and state j, It represents the upper limit of the load shedding of the i-th comprehensive flexible resource with respect to energy form v at node l and state j. This constraint indicates that when the system is running, each energy source needs to meet the upper and lower limits of the maximum load that can be shelved.

[0131] For the multi-state optimization scheduling model, the discrete linear programming method is used to solve the output of multiple energy conversion equipment on the supply side. Supply-side operating reserve Demand-side operating reserve provided by comprehensive flexible resources and load shedding capacity of integrated flexible resources Finally, it is applied to the integrated energy system for scheduling.

[0132] The present invention constructs an optimized scheduling method for an integrated energy system that takes into account the expected dynamic multi-energy demand response, which can allocate operation and standby for the integrated energy system more accurately and effectively.

[0133] In the present invention, bold letters represent vectors.

[0134] The present invention is applied to the scheduling of providing backup in the interaction between supply and demand of an integrated energy system that considers the dynamic time series characteristics of the demand response of integrated flexible resources. First, a multi-state model of the response to reduction of integrated flexible resources that considers time series characteristics is proposed. Then, a multi-state model of the response to transfer of integrated flexible resources that considers time series characteristics is proposed. Next, a multi-state model of the response to substitution of integrated flexible resources that considers time series characteristics is proposed. Finally, the three multi-state models of demand response of integrated flexible resources are comprehensively coordinated to establish a multi-state model of the demand response of integrated flexible resources. The demand-side operating reserve that can be provided by the integrated flexible resources in multiple states and its corresponding probability are evaluated. Then, a multi-state multi-energy output model and a multi-state supply-side operating reserve model of the supply side of the integrated energy system are constructed. Finally, the optimized scheduling result of the integrated energy system that interacts with supply and demand is calculated.

[0135] The present invention adopts a multi-state model to more accurately characterize the dynamic characteristics of comprehensive flexible resources, accurately calculate the demand-side operating reserve provided by comprehensive flexible resources and the supply-side operating reserve provided by multi-energy conversion equipment, and realize multi-state operating reserve optimization on both the supply and demand sides.

[0136] The beneficial effects of the present invention are as follows:

[0137] With the introduction of multi-energy coupling, the peak-valley difference of integrated energy system gradually increases, and the balance problem of supply and demand sides becomes more prominent, and the integrated energy system urgently needs a method that can optimally dispatch the output of the supply side and the allocation of the operation standby capacity of the demand side. The method can accurately and effectively dispatch the multi-state output of the supply side and allocate the multi-state operation standby capacity of the supply and demand sides on the premise of ensuring the balance of the supply and demand sides.

[0138] Compared with the traditional scheduling method, the dynamic timing characteristics of the integrated demand response process are considered, the multi-state demand side operation standby capacity provided by different types of integrated flexible resources is evaluated, the demand side operation standby capacity provided by the integrated flexible resources is more accurately represented, and the traditional unit operation standby and environmental pollution are reduced. The application can also construct the output and standby of the supply side as a multi-state model in the same dimension as the demand side, realize the multi-state operation standby optimization of the supply and demand sides, and realize the use of less operation standby capacity to reduce the system operation cost. BRIEF DESCRIPTION OF DRAWINGS

[0139] Figure 1 is a flowchart of the application.

[0140] Figure 2 is a load change schematic diagram of the embodiment.

[0141] Figure 3 is a standby scheduling change schematic diagram of the embodiment. DETAILED DESCRIPTION

[0142] The application will be further described below in combination with the drawings and embodiments.

[0143] As Figure 1 shown, the embodiment according to the application content and the implementation process are as follows:

[0144] The application adopts IEEE30 node system and Belgium 20 node natural gas system and corresponding parameters to form a test system. The time period is 24 hours, and the local time period is 1 hour. The load demand change of any power and natural gas node at each time is as shown in Figure 2 According to the actual power and natural gas load demand of each node, the power and natural gas load demand of each node at each time period is obtained by scaling in proportion. According to the power and natural gas load demand at each time, the integrated flexible resource is constructed as 24 states. The supply side equipment of the integrated energy system adopts a three-state model, and the transition rate between each state is as shown in Table 1.

[0145] Table 1 State transition rate of each device

[0146] Transfer rate / h 100% output cap 50% output cap 0 100% output cap -0.004 0.002 0.002 50% output cap 0.012 -0.022 0.012 0 0.018 0.018 -0.036

[0147] The standby cost of the power and natural gas unit is 10% of the energy output cost, the upper limit of the supply side up and down standby capacity is 20% of the current period output. The upper limit of the load shedding amount is the load amount of the system, that is, all loads can be cut off in an emergency. The upper limit of the power, natural gas load transfer, reduction and alternative demand response capacity is 10%, 20% and 10% of the current period load respectively. And it is assumed that the load can only be transferred to the next three local periods. In the initial operation stage of the system, it is assumed that all devices are in perfect operation.

[0148] According to the method provided by the application, the output and standby allocation values of the supply side and the demand side in each time period of the next day are calculated, and the results are shown in the following table: Figure 3 Figure 3 It can be seen that, with the construction of the multi-state model of the output, operation standby model of the supply side and the multi-energy load demand, operation standby model of the demand side, the operation standby of the demand side can more accurately follow the output change of the supply side.

[0149] Without considering the demand response process of the comprehensive flexible resource, when the output of the supply side changes, the demand side can only cut the load to ensure the balance between supply and demand, the operation cost of the optimal scheduling considering the comprehensive demand response is 5.6295*10 5 $, and the operation cost of the optimal scheduling without considering the comprehensive demand response is 10.7840*10 5 $, so it can be seen that the optimal scheduling considering the comprehensive demand response can greatly reduce the system operation cost.

[0150] As shown in the above example, the method of the application can accurately and effectively schedule the multi-state output of the supply side and allocate the multi-state operation standby capacity of the supply and demand sides under the premise of ensuring the balance between supply and demand, and reduce the system operation cost.​

Claims

1. A method for optimizing the scheduling of an integrated energy system considering dynamic multi-energy demand response, characterized by: Step 1: Classify the integrated flexible resources into four types of multi-state integrated flexible resources, and construct a multi-state model of integrated flexible resources that considers the timing characteristics to obtain the multi-energy load demand of each integrated flexible resource; Step 2: Establish a multi-state model of comprehensive flexible resource curtailment response considering the time series characteristics, so as to obtain the multi-energy load demand of comprehensive flexible resources after the curtailment response ends in each state; Step 3: Establish a multi-state model of the integrated flexible resource transfer response considering the timing characteristics, so as to obtain the multi-energy load demand of the integrated flexible resource after the transfer response is completed in each state; Step 4: Establish a multi-state model of the substitution response of comprehensive flexible resources considering the time series characteristics, so as to obtain the multi-energy load demand of comprehensive flexible resources after the substitution response ends in each state; Step 5: Integrate the three multi-state models of the integrated flexible resource response to establish a multi-state model of the total demand response of the integrated flexible resource, which is used to obtain the demand-side operating reserve provided by the integrated flexible resource in multiple states; Step 6: Establish a multi-state supply-side operating reserve capacity model for the supply-side equipment of the integrated energy system, and solve it to obtain the output and supply-side operating reserve capacity provided by the supply-side equipment of the integrated energy system; Step 7: Integrate the multi-state model of the total demand response of the integrated flexible resources and the multi-state supply-side operating reserve model of the supply-side equipment of the integrated energy system to build a multi-state optimal scheduling model for the interactive provision of reserve by the supply and demand sides of the integrated energy system. Process the demand-side operating reserve, supply-side output, supply-side operating reserve, and load shedding provided by the integrated flexible resources, and then implement scheduling; In the first step, the integrated flexible resources are divided into four types of multi-state integrated flexible resources, namely, fixed integrated flexible resources, transferable integrated flexible resources, curtailable integrated flexible resources, and replaceable integrated flexible resources, according to the multi-energy load demand of the integrated flexible resources; Comprehensive flexible resources include V types of energy forms. The following comprehensive flexible resource multi-state model considering the timing characteristics is established: F i =(F i 1 ,F i 2 ,...,F i M ) Among them, F i represents the multi-energy load demand set of comprehensive flexible resource i, i represents the type number of comprehensive flexible resource, F i j represents the multi-energy load demand of the integrated flexible resource i in state j, j∈(1,2,...,M), M represents the total number of states of the integrated flexible resource; represents the fixed integrated flexible resource load of integrated flexible resource i at state j, represents the load of the fixed integrated flexible resource i when considering energy form v in state j; represents the amount of load that can be reduced for the comprehensive flexible resource i at state j, represents the load that can be reduced by the comprehensive flexible resource i when considering energy form v in state j; FT i j represents the load of the transferable comprehensive flexible resource of comprehensive flexible resource i at state j, represents the load of the transferable comprehensive flexible resource i when considering energy form v in state j; represents the load of the alternative comprehensive flexible resource i at state j, represents the load of the alternative comprehensive flexible resource i when considering energy form v in state j; T represents the matrix transpose; The third step is specifically as follows: The following multi-state model of comprehensive and flexible resource transfer response is established: in, represents the multi-energy load demand of the integrated flexible resource i after the transfer response at state j; ΔFT i j represents the load that is transferred out of the comprehensive flexible resource i in state j, ΔFT i j→j' In state j, the integrated flexible resource i undergoes a comprehensive demand response related to the transfer, and the load is transferred from state j to state j'. represents the load of the integrated flexible resource i transferred from state j to state j' when considering energy form v, l∈(1,2,...,M); Δ'FT i j represents the total load transferred from the integrated flexible resource i in state j, ΔFT i j'→j Indicates the load amount of the integrated flexible resource i that has undergone the integrated demand response about the transfer from state j' back to state j, represents the load amount of the integrated flexible resource i when state j' is transferred back to state j when energy form v is considered; At the same time, the constraints of the comprehensive flexible resource transfer response of the following models are established: ΔFT i j ≤FT i j Among them, D j represents the load duration of the integrated flexible resource in state j, D j' represents the load duration of the integrated flexible resource in state j'; The fourth step is specifically as follows: The following multi-state model of comprehensive flexible resource substitution response is established: in, represents the multi-energy load demand of comprehensive flexible resource i after alternative response at state j; represents the load of the comprehensive flexible resource i participating in the alternative response, It represents the load of flexible resource i participating in the alternative response in state j and considering energy form v; represents the load obtained by the comprehensive flexible resource i after alternative response, It represents the load obtained after the replacement response of the comprehensive flexible resource i in state j and considering the energy form v; represents the multi-performance conversion matrix of the multi-energy conversion device s connected to the integrated flexible resource i at state j; At the same time, the constraints of the comprehensive flexible resource substitution response of the following models are established: The fifth step is specifically as follows: The following multi-state model of aggregate demand response for integrated flexible resources is established: Among them, DRR i represents the set of demand-side operating reserves provided by the comprehensive flexible resources participating in demand response in M ​​states, represents the demand-side operating reserve provided by comprehensive flexible resource i in state j after three types of demand response, represents the demand-side operating reserve provided by the integrated flexible resource i under the consideration of energy form v; represents the multi-energy load demand of the integrated flexible resource i after the three types of demand response at state j; According to the optimized scheduling calculation in step 7, F i j and the multi-energy load demand after reduction, transfer, and substitution response Input into the multi-state model of the total demand response of the integrated flexible resource to obtain the multi-energy load demand of the integrated flexible resource i after the three types of demand response, and then combine it with the multi-energy load demand F of the integrated flexible resource i j Obtain demand-side operating reserve capacity provided by comprehensive flexible resources i The sixth step is specifically as follows: The following multi-state supply-side operation reserve model of multiple energy conversion equipment s is established and expressed as: GR s =(GR s,1 ,GR s,2 ,...,GR s,M ) T In s =(in s,1 ,In i,2 ,...,In s,M ) T Where GR s represents the supply-side operating reserve of the multi-energy conversion equipment s, GR s,j represents the supply side operating reserve of the multi-energy conversion device s in state j, represents the supply-side operating reserve of the multi-energy conversion device s in operating state j considering the energy form v, Indicates the proportion of the maximum reserve of multi-energy conversion equipment to the overall output in state j, represents the proportion of the maximum reserve of multi-energy conversion equipment to the overall output in state j, w s Indicates the multi-state and multi-energy output of the multi-energy conversion device s, w s,j represents the multi-energy output of the multi-energy conversion device s in state j, It represents the output of multi-energy conversion device s at state j when considering energy form v; The multi-energy conversion device s can provide at most The reserve and The downward reserve, that is, the supply-side operating reserve provided by the multi-energy conversion equipment s meets the constraint: Supply-side operating reserve capacity GR of multi-energy conversion equipment s s and multi-power output s Obtained according to the optimized scheduling calculation in step seven.

2. The method for optimizing and scheduling an integrated energy system considering dynamic multi-energy demand response according to claim 1, characterized in that: The second step is specifically as follows: Develop the following multi-state model for comprehensive and flexible resource reduction responses: in, represents the multi-energy load demand of the comprehensive flexible resource i after curtailment response at state j, represents the load of the integrated flexible resource i in response to the reduction in state j, represents the load reduction response of the integrated flexible resource i in state j and considering energy form v; At the same time, the constraints of the comprehensive flexible resource reduction response of the following models are established:

3. The method for optimizing and scheduling an integrated energy system considering dynamic multi-energy demand response according to claim 1, characterized in that: The seventh step is specifically as follows: The following multi-state optimization scheduling model is established: Where C represents the operating cost of the comprehensive energy system, C v represents the operating cost of the integrated energy system considering the energy form v, is the multi-energy output of the s-th multi-energy conversion device on the integrated energy system node l when it is in state j, represents the output of the multi-energy conversion device s at state j when considering the energy form v; The supply side operating reserve provided when the s-th multi-energy conversion device on the integrated energy system node l is in state j, It represents the supply-side operating reserve of the multi-energy conversion equipment s in operating state j considering the energy form v; The demand-side operating reserve provided by the i-th integrated flexible resource on the integrated energy system node l when it is in state j, It represents the demand-side operating reserve of the i-th integrated flexible resource in state j considering energy form v; is the load shedding amount when the i-th integrated flexible resource on the integrated energy system node l is in state j, represents the load shedding of the i-th integrated flexible resource in state j considering energy form v; V represents the state dimension of the supply side and demand side of the integrated energy system; M, N, ns, nsr, ndr, and nc are the number of time periods, the number of nodes, the number of multi-energy conversion devices on node l, the number of multi-energy conversion devices providing backup on node l, the number of comprehensive flexible resources providing backup on node l, and the number of comprehensive flexible resources for load shedding on node l, respectively. are the supply-side energy output cost, the cost of providing operating reserve on the supply side, the cost of providing operating reserve on the demand side, and the load shedding cost when the s-th multi-energy conversion device or the i-th integrated flexible resource on node l is in state j; The integrated energy system includes three energy forms: electricity, gas, and heat. The constraints for establishing optimal scheduling are: (1) Power balance constraints: (1.1) Electric balance power: Where, represents the power output generated by ns multi-energy conversion devices at node l and state j, represents the amount of power reserve provided by nsr multi-energy conversion devices that provide backup operation at node l in state j, represents the electric energy load demand of ndr integrated flexible resources at node l and state j after the demand side response, represents the electric energy load shedding amount of nc comprehensive flexible resources that need to shed load at node l in state j; (1.2) Gas balance power: Where, represents the natural gas output generated by ns multi-energy conversion devices at node l and state j, represents the natural gas reserve provided by nsr multi-energy conversion devices providing operation backup at node l in state j, represents the natural gas load demand of ndr integrated flexible resources at node l and state j after demand-side response, represents the natural gas load shedding amount of nc comprehensive flexible resources that need to be shelved at node l in state j; 3) Thermal balance power: Where, represents the thermal energy output generated by ns multi-energy conversion devices at node l and state j, represents the thermal energy reserve provided by nsr multi-energy conversion devices providing operation backup at node l in state j, represents the heat load demand of ndr integrated flexible resources at node l and state j after the demand side response, represents the thermal energy load shedding amount of nc comprehensive flexible resources that need to be shedded at node l in state j; (2) Equipment output constraints: v=(gas,elec,heat) Where, represents the output of the multi-energy conversion device s regarding energy form v at node l and state j, and The upper and lower limits of its output; (3) Supply-side operating reserve constraints: v=(gas,elec,heat) Where, It represents the supply-side operating reserve of the multi-energy conversion equipment s in energy form v at node l and state j, is the maximum adjustable reserve ratio of multi-energy conversion equipment s in state j, is the maximum reserve ratio that can be adjusted downward for the multi-energy conversion equipment s in state j; (4) Demand-side response constraints: Where, represents the multi-energy load demand of comprehensive flexible resource i after considering demand response at node l and state j, is the fixed comprehensive flexible resource amount of comprehensive flexible resource i at node l and state j, represents the upper limit of the multi-energy load demand of the comprehensive flexible resource i at node l and state j; represents the maximum reducible comprehensive flexible resource load contained in comprehensive flexible resource i at node l and state j, represents the maximum transferable comprehensive flexible resource load contained in comprehensive flexible resource i at node l and state j, represents the maximum replaceable comprehensive flexible resource load contained in comprehensive flexible resource i at node l and state j; represents the load reduction after the comprehensive flexible resource i participates in the reduction response at node l and state j, represents the load transferred out after the comprehensive flexible resource i participates in the transfer response at node l and state j, represents the load replaced by the comprehensive flexible resource i at node l and state j after participating in the replacement response, represents the load of the integrated flexible resource i at node l transferred from state j to state j', D j represents the duration of state j, D j' represents the duration of state j'; (5) Load shedding constraints: v=(gas,elec,heat) Where, represents the load shedding of the i-th integrated flexible resource in energy form v at node l and state j, represents the upper limit of the load shedding capacity of the i-th integrated flexible resource with respect to energy type v at node l and state j; For the multi-state optimization scheduling model, the discrete linear programming method is used to solve the output of multiple energy conversion equipment on the supply side. Supply-side operating reserve Demand-side operating reserve provided by comprehensive flexible resources and load shedding capacity of integrated flexible resources Finally, it is applied to the integrated energy system for scheduling.

Images