Drilling framework
US-2024419867-A1 · Dec 19, 2024 · US
US2025094663A1 · US · A1
| Field | Value |
|---|---|
| Publication number | US-2025094663-A1 |
| Application number | US-202318559292-A |
| Country | US |
| Kind code | A1 |
| Filing date | Mar 13, 2023 |
| Priority date | Feb 9, 2023 |
| Publication date | Mar 20, 2025 |
| Grant date | — |
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A static voltage stability margin evaluation method and system, and a terminal device are related to the field of integrated energy system operation. The method includes the following steps: establishing a thermal dynamic model of a heating system; establishing a thermoelectric coupling device model; establishing a static voltage stability margin model of an electric power system that considers thermal dynamics of the heating system; and solving the model to obtain a voltage stability margin. In the present invention, a static voltage stability margin that considers thermal dynamics of a heating system can be obtained, and a Pareto boundary of the static voltage stability margin that considers the thermal dynamics can be obtained through a dual-objective nonlinear optimization method, so that an impact of thermoelectric coupling on voltage stability and an impact of thermal inertia of the heating system on a voltage stability margin can be revealed.
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1 . A static voltage stability margin evaluation method, comprising: establishing a thermal dynamic model of a heating system based on temperature transmission of a heating network pipe and thermal dynamics of a building; establishing a thermoelectric coupling device model based on operation and a coupling constraint of a thermoelectric coupling device; establishing, based on an electric load growth mode and a thermal load growth mode, a static voltage stability margin model: max(λ E ,λ H ) s.t. g E ( P,Q,V,θ,λ E )≤0 g H ( H,T,m,λ H )≤0 g EH ( P,H )≤0 wherein λ E and λ H are respectively an electric load coefficient and a thermal load coefficient; P and Q are respectively active/reactive power of an electric generator or a branch; V and θ are respectively a voltage and a phase of a bus; H is thermal energy; T is a water temperature or a room temperature; m is a mass flow rate; and g E (⋅)≤0, g H (⋅)≤0, and g EH (⋅)≤0 are respectively constraints of an electric power system, the heating system, and a thermoelectric coupling relationship; and solving the static voltage stability margin model to obtain a voltage stability margin. 2 . The static voltage stability margin evaluation method according to claim 1 , wherein the establishing, based on an electric load growth mode and a thermal load growth mode, a static voltage stability margin model further comprises the following steps: establishing an electric load growth mode model: P L , c 1 i , t = ( 1 + λ E ) P L · c 0 i , t , Q L , c 1 i , t = ( 1 + λ E ) Q L · c 0 i , t wherein P L,c 0 i,t and P L,c 1 i,t are respectively active power of a current operating point and a safety limit point; Q L,c 0 i,t and Q L,c 1 i,t are respectively reactive power of the current operating point and the safety limit point; and λ E is the electric load coefficient; establishing a thermal load growth mode model: H L , c 1 k , t = ( 1 + λ H ) H L · c 0 k , t wherein H L,c 0 k,t and H L,c 1 k,t are respectively thermal loads at the current operating point and the safety limit point; and λ H is the thermal load coefficient; establishing a hydraulic regulation strategy model: m p , c 1 j = { ( 1 + λ H ) m p , c 0 j , if ( 1 + λ H ) m p ,
Simulating, planning, modelling, reliability check or computer assisted design [CAD] of electric power networks · CPC title
Thermal analysis or thermal optimisation · CPC title
Circuit arrangements for AC mains or AC distribution networks · CPC title
Heating of spaces, e.g. rooms, wardrobes · CPC title
Design optimisation, verification or simulation (optimisation, verification or simulation of circuit designs G06F30/30) · CPC title
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