The rising penetration of renewable generation as a result of environmental concerns generates increased uncertainties in power systems. This necessitates probabilistic analyses of the system performance, which include probabilistic power flow (PPF). The PPF suffers from the curse of dimensionality due to a large number of random loads. To address this issue, a multivariate dimension-reduction (MDR) method is proposed for PPF studies in this paper. The MDR decomposes the PPF problem into lower dimensional PPF subproblems which are further solved with promising accuracy. The computation time of the proposed method is proportional to the number of wind farms, which noticeably facilitates computation. The proposed method is applied to the IEEE...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
This paper proposes a probabilistic power flow (PPF) method considering continuous and discrete vari...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
In this paper a framework based on the decomposition of the first-order optimality conditions is des...
In a power system with high penetration of variable Renewable Energy Sources (vRES), the high uncert...
In this paper, we propose a new scheme for probabilistic power flow in networks with renewable power...
The traditional cumulant method (CM) for probabilistic optimal power flow (P-OPF) needs to perform l...
The traditional cumulant method (CM) for probabilistic optimal power flow (P-OPF) needs to perform l...
The increasing penetration of renewable energy sources has introduced great uncertainties and challe...
Load flow is highly uncertain with the large-scale integration of wind power. It is unrealistic to a...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
This paper proposes a probabilistic power flow (PPF) method considering continuous and discrete vari...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
In this paper a framework based on the decomposition of the first-order optimality conditions is des...
In a power system with high penetration of variable Renewable Energy Sources (vRES), the high uncert...
In this paper, we propose a new scheme for probabilistic power flow in networks with renewable power...
The traditional cumulant method (CM) for probabilistic optimal power flow (P-OPF) needs to perform l...
The traditional cumulant method (CM) for probabilistic optimal power flow (P-OPF) needs to perform l...
The increasing penetration of renewable energy sources has introduced great uncertainties and challe...
Load flow is highly uncertain with the large-scale integration of wind power. It is unrealistic to a...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
A method for solving a probabilistic power flow that deals with the uncertainties of (i) wind genera...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...
In this paper, the authors firstly present the theoretical foundation of a state-of-the-art uncertai...