In this paper, a method for statistical analysis is developed to estimate patterns of behavior and their amplification from the observed system response to random variations. Spectral proper orthogonal decomposition (...
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This paper presents the rational approximation of a three-phase photovoltaic (PV) system via the time-domain vector fitting (TD-VF) and nonlinear vector fitting (NL-VF) techniques. A significant feature of both method...
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In this paper is analyzed the effect of winding type on the performance of three-phase radial-flux permanent magnet synchronous generators for applications in wind turbines. The winding types considered for designing ...
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In this paper, a new framework based on non-modal stability theory to study the forced system response to harmonic excitation. Using this approach, the amplification of forced oscillation can be studied as a function ...
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This paper presents the rational approximation of a three-phase photovoltaic (PV) system via the time-domain vector fitting (TD-VF) and nonlinear vector fitting (NL-VF) techniques. A significant feature of both method...
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This paper presents the rational approximation of a three-phase photovoltaic (PV) system via the time-domain vector fitting (TD-VF) and nonlinear vector fitting (NL-VF) techniques. A significant feature of both methods is that the transfer function is unknown, and input/output variables are sufficient data for the transfer function's dynamics characterization. The accuracy and robustness of both techniques are compared via an example. It is shown that NL-VF is an effective alternative to TD-VF for rationally identifying a system with nonlinear components, such as a PV generator.
In this paper, a method for statistical analysis is developed to estimate patterns of behavior and their amplification from the observed system response to random variations. Spectral proper orthogonal decomposition (...
In this paper, a method for statistical analysis is developed to estimate patterns of behavior and their amplification from the observed system response to random variations. Spectral proper orthogonal decomposition (SPOD) is utilized to examine gains and phase relationships between signals from simulated data. Based on frequency domain and Fourier analysis, SPOD is employed to decompose forced oscillations into a set of space-time orthogonal modes. By such an approach, the ability of Fourier analysis to study stochastically forced oscillations in complex power system models is improved. Analytical criteria for describing the energy relationships in the observed oscillations are derived, and a physical interpretation of the stochastic modes is suggested. The methodology is demonstrated using simulated random oscillations of a realistic test power system.
The demand for renewable energy solutions has become a global trend due to the current climate change scenario and the increased demand for electricity. Hence, in several countries, the share of renewable sources in t...
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In order to avoid the problems of low accuracy of wheel hub recognition and classification and excessive dependence on template image quality in the process of automatic production of the automobile wheel hub, a vehic...
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In this paper is analyzed the effect of winding type on the performance of three-phase radial-flux permanent magnet synchronous generators for applications in wind turbines. The winding types considered for designing ...
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ISBN:
(数字)9798350370607
ISBN:
(纸本)9798350370614
In this paper is analyzed the effect of winding type on the performance of three-phase radial-flux permanent magnet synchronous generators for applications in wind turbines. The winding types considered for designing these generators are the concentric, integer and distributed windings. Moreover, a generator virtual prototype is obtained from each winding in software CAD. Then, each virtual prototype is simulated through 2D and 3D finite element analysis of each winding type to test performance variables such as the copper mass, losses, the power quality and, cogging and ripple torques. Finally, the performance results for these generator designs are shown in a comparative table and also, the main winding features are described for the purpose of being used in wind turbines.
In this paper, a new framework based on non-modal stability theory to study the forced system response to harmonic excitation. Using this approach, the amplification of forced oscillation can be studied as a function ...
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ISBN:
(纸本)9781665499224
In this paper, a new framework based on non-modal stability theory to study the forced system response to harmonic excitation. Using this approach, the amplification of forced oscillation can be studied as a function of system location and excitation frequency. As a by-product, the technique enables comparing the output and the input sizes and is not limited to modal frequencies. In addition, the forcing and response modes give the dominant behavior of the forced oscillations. Applications to a two-area, four-machine test system are used to assess the applicability of the proposed framework.
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