Photovoltaic power generating assembly fault detection and identification method based on digital twinning
A photovoltaic power generation and fault detection technology, applied in the field of solar photovoltaic power generation, can solve the problems of many photovoltaic panels and DC-DC converters, and achieve the effects of high efficiency, high reliability and high flexibility
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example 1
[0090] Example 1: Calculation of fault characteristics when the fault type of solar cell module is i=1
[0091] This failure is due to the solar cell module being blocked (due to factors such as dust). it causes failure of the battery board's (light intensity is G ref =1000W / m 2 , the temperature is T ref = In the case of 25°C, when the maximum power is reached, the output current of the solar cell module) is in G ref (G ref =1000W / m 2 ) occurred in the case of changes (at this time changes are negligible). Therefore, it is concluded that the characteristic quantity y(t) in the physical entity of the photovoltaic power generation module to be detected in the steady state is:
[0092]
[0093] In formula (10), i o (t) is the DC-DC converter output current; D 3 、D 1 are switching devices S 3 , S 1 The duty cycle; R is Figure 4 resistance in the physical entity shown; The light intensity in the digital twin is G ref =1000W / m 2 , the temperature is T ref...
example 2
[0098] Example 2: Calculation of fault characteristics when DC-DC converter fault type i=4
[0099] refer to image 3 As shown, if the switching device S 1 An open-circuit fault occurs, and the fault event will cause the output of the solar cell module to open-circuit. At this time, in this case, the residual vector γ(t)=z(t)-y(t), that is, the formula (9) minus the formula (10), the residual vector γ(t) is y(t )=E[0,0,0,V oc ] T . The residual γ(t) is generated and analyzed to obtain the fault characteristic value f 4 and Similarly, the eigenvalues of other fault types of DC-DC converters listed in the table below can be obtained by calculation.
[0100] Table 2 DC-DC converter faults
[0101]
[0102]
[0103] table, I sc is the short-circuit current of the solar cell module; V oc is the open circuit voltage of the solar cell module; D 1 is the switching device S 1 duty cycle; D 3 is the switching device S 3 duty cycle.
example 3
[0104] Example 3: Eigenvalue calculation when the electrical sensor fault type is i=12
[0105] For measuring the inductor current i L (t) The sensor considers the drift of the gain Δc 12 (t) drift and the deviation between the measured value and the accurate value Δe 12 (t) deviation. In the measured physical system, the failure of such a sensor can be modeled as:
[0106]
[0107] In the formula (11), E is the identity matrix of the electrical sensor gain; ΔC(t) is the drift of the gain; i L (t) is the current flowing through the inductor L in the physical entity; v c (t) is the DC-DC converter output voltage in the physical entity; i pv (t) is the output current of the solar cell module in the physical entity, v pv (t) is the output voltage of the solar cell module in the physical entity; ΔE(t) is the deviation.
[0108] In this case, the residual γ(t)=z(t)-y(t), that is, γ(t)=[Δc 12 (t)i L (t)+Δe 12 (t),0,0,0] T . Therefore, the fault eigenvalue f 12 =[1,0,...
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