Methods and apparatus for controlling an inverter
US-2024421599-A1 · Dec 19, 2024 · US
US12119659B2 · US · B2
| Field | Value |
|---|---|
| Publication number | US-12119659-B2 |
| Application number | US-202418620141-A |
| Country | US |
| Kind code | B2 |
| Filing date | Mar 28, 2024 |
| Priority date | Oct 27, 2022 |
| Publication date | Oct 15, 2024 |
| Grant date | Oct 15, 2024 |
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A system and a method for controlling a hybrid microgrid system (HMS) is disclosed. The HMS includes a WTG, an RSC, a GSC, a DC-link connecting the RSC and the GSC, a PV system that outputs a DC current to the DC-link, a rechargeable battery, a bidirectional BBC connected between the DC-link and the rechargeable battery, and a controller. The method for controlling the HMS includes: preparing a definition set including a characteristic element c i and equations defining desired value c i *, a fractional order sliding mode surface ζ i , and a control law element u i cnt ; monitoring c i (t) and the HMS status; calculating the equations based on monitored information; and controlling the HMS based on the u i cnt (t) calculated and in accordance with a global sliding mode control with fractional order terms. The ζ i comprises a fractional time integral and fractional time derivative of e i (t), where e i (t)=c i (t)−c i *(t). The u i cnt (t) satisfies ζ i ( t ) d ζ i ( t ) dt < 0 , when ζ i (t)≠0.
Opening claim text (preview).
The invention claimed is: 1. A hybrid microgrid system (HMS) for wind power electrical generation comprising: a wind turbine (WT) and an electric generator; a grid side converter (GSC) configured to output a power to a point of common coupling (PCC); a DC-link configured to receive a power from the WT and the electric generator and to supply a power to the GSC; a rechargeable battery configured to exchange a power between the DC-link; a load configured to receive a power via the PCC; a utility grid configured to exchange power via the PCC; and a controller comprising: a processor; a memory; a bus-line; and I/O port, wherein, the controller is configured to control the HMS by executing a program installed in the memory and in accordance with a global sliding mode control with fractional order terms (GSMCFO) method, and wherein, the program comprises a definition set customized for the HMS and to be referred in applying the GSMCFO method to the HMS, wherein the definition set comprises: a characteristic element c i to be measured; and equations defining a desired value c i * of the characteristic element c i , a fractional order sliding mode (FOSM) surface (i of the characteristic element c i , and a control law element u i cnt of the characteristic element c i , and wherein the controller is further configured to monitor the characteristic element c i (t) and a related status of the HMS, calculate at least one of the equations defined in the definition set based on the characteristic element c i (t) monitored and the status of the HMS monitored, and control the HMS based on the control law element u i cnt (t) calculated, wherein the equation defining the FOSM surface ζ i (t) for the characteristic element c i (t) comprises a fractional time integral of a tracking error e i (t) and a fractional time derivative of the tracking error e i (t), wherein the tracking error e i (t) for the characteristic element c i (t) is defined as, e i ( t )= c i ( t )− c i *( t ), wherein the equation defining the control law element u i cnt (t) is configured to satisfy a condition ζ i ( t ) d ζ i ( t ) dt < 0 , so far as ζ i (t) is not zero. 2. The hybrid microgrid system of claim 1 , wherein the definition set further comprises: a minimum value SOC min in and a maximum value SOC max of the state of charge (SOC) of the rechargeable battery; and equations defining a power imbalance ΔP and a power balance condition of the HMS, given respectively as, Δ P=P re +P ug −P dem −P b Δ P= 0, wherein P re represents a total power generated by the WT and the electric generator, P ug , a grid power exchanged between the utility grid and the PCC, P dem , a load demand, P b , a battery power exchanged between the rechargeable battery and the DC-link, wherein the controller is further configured to monitor elements required to calculate a power imbalance ΔP and a SOC, calculate a power imbalance ΔP with the equation given in the definition set, and control the battery power P b and the grid power P ug to satisfy and maintain the power balance condition, under a restriction that the SOC of the rechargeable battery satisfies a condition, SOC min ≤SOC≤SOC max . 3. The hybrid microgrid system of claim 2 , wherein the WT comprises: a wind turbine generator and the electric generator comprises a rotor and a stator; a rotor side converter (RSC) configured to receive an AC power from the electric generator and output an RSC output DC current to the DC-link; a solar photovoltaic (PV) system configured to output a PV output DC current to the DC-link; and a bidirectional buck-boost converter (BBBC) connected between the DC-link and the rechargeable battery and configured to control a power exchanged between the rechargeable battery and the DC-link, and wherein, the definition set further comprises an equation defining an equivalent control law element u i eqv for the characteristic element c i , wherein the equivalent control law element u i eqv comprises a maximum disturbance term R t 1−μ δ i , representing a possible maximum value of a lumped external disturbances and parametric perturbations to the tracking error e i (t), wherein, R t 1−μ represents a Riemann-Liouville fractional integration, and δ i , a positive function, wherein, the equation defining the control law element u i cnt (t) comprises a function SG (ζ i (t)) given by a signum function sgn(ζ i (t)) or one of its smooth approximations including tan h ( ζ i ( t ) θ ) , wherein, θ(>0). 4. The hybrid microgrid system of claim 3 , wherein the characteristic element c 1 is an angular frequency ω r of the WT, and the characteristic element c 2 is a d-axis stator current I ds , wherein the desired value ω r * for the angular frequency ω r of the WT is defined as, c 1 * ( t ) = ω r * = λ * V w R , wherein λ* denotes a desired tip speed ratio, giving a maximum power coefficient for the turbine with a blade radius R, at a wind speed V w , wherein the desired value I ds * for the d-axis stator current I ds of the rotor is given as, c 2 *( t )= I ds =0 wherein the equations defining the FOSM surfaces ζ i (t) for the characteristic elements c 1 (i=1, 2) are given as, ζ 1 ( t )= k 1 R t μ e 1 ( t )+σ 1 R t 1-μ e 1 ( t )+ R t 2-μ e 1 ( t ), ζ 2 ( t )= k 2 R t μ e 2 ( t )+ R t 1-μ e 2 ( t ) wherein, 0<μ<1, k 1 , k 2 , and σ 1 are positive constants, R t μ denotes a Riemann-Liouville fractional
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