Análise de Observabilidade e Processamento de Erros Grosseiros ...
Análise de Observabilidade e Processamento de Erros Grosseiros ...
Análise de Observabilidade e Processamento de Erros Grosseiros ...
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72 Estimador <strong>de</strong> Estado Não-Linear<br />
Tabela 3.8: Fluxos estimados nos disjuntores e seções <strong>de</strong> barramento da subestação TQ1 -<br />
Sistema S1<br />
var P(MW) Q(MVAr) Ini-Fim<br />
69 0, 0025 0, 0031 6 − 3<br />
70 −27, 4550 −33, 3888 51 − 3<br />
71 −27, 4542 −33, 3883 7001 − 771<br />
72 −27, 4472 −33, 3813 50 − 51<br />
73 −27, 4394 −33, 3738 5 − 50<br />
74 −34, 0641 −12, 9642 49 − 4<br />
75 −34, 0563 −12, 9566 5 − 49<br />
76 0, 0078 0, 0075 35 − 36<br />
77 0, 0156 0, 0151 4 − 35<br />
78 −0, 0325 −0, 0413 6 − 34<br />
79 0, 0327 0, 0416 33 − 34<br />
80 0, 0368 0, 0447 32 − 33<br />
81 0, 0446 0, 0522 5 − 32<br />
82 0, 0086 0, 0033 6 − 31<br />
83 −8, 0717 15, 0124 30 − 31<br />
84 −8, 0966 15, 3140 7002 − 772<br />
85 −8, 0639 15, 0199 29 − 30<br />
86 −8, 0561 15, 0274 5 − 29<br />
87 0, 0083 0, 0043 6 − 28<br />
88 −8, 7019 10, 0839 27 − 28<br />
89 −8, 7139 10, 4189 7003 − 772<br />
90 −8, 6941 10, 0914 26 − 27<br />
91 −8, 6863 10, 0989 5 − 26<br />
92 −0, 0048 0, 0010 6 − 25<br />
93 28, 9384 8, 7983 24 − 25<br />
94 28, 8578 9, 1522 7004 − 772<br />
95 28, 9462 8, 8058 23 − 24<br />
96 28, 9540 8, 8133 5 − 23<br />
97 −0, 0049 0, 0009 6 − 22<br />
98 29, 4056 8, 7979 21 − 22<br />
99 29, 3225 9, 1414 7005 − 772<br />
100 29, 4134 8, 8055 20 − 21<br />
101 29, 4211 8, 8130 5 − 20<br />
102 0, 0025 0, 0031 6 − 2<br />
103 −25, 5790 −10, 4088 13 − 2<br />
104 −25, 5772 −10, 4035 7006 − 771<br />
105 −25, 5712 −10, 4013 12 − 13<br />
106 −25, 5634 −10, 3938 5 − 12<br />
107 −24, 5392 −10, 7763 4 − 11<br />
var P(MW) Q(MVAr) Ini-Fim<br />
108 −24, 5470 −10, 7838 11 − 10<br />
109 −24, 5470 −10, 7838 10 − 1<br />
110 0, 0025 0, 0031 6 − 1<br />
111 −24, 5451 −10, 7783 7007 − 771<br />
112 23, 9777 6, 0921 4 − 53<br />
113 23, 9699 6, 0846 53 − 52<br />
114 23, 9692 6, 0844 52 − 186<br />
115 23, 8793 6, 3366 7008 − 773<br />
116 −0, 0044 0, 0016 6 − 186<br />
117 21, 8291 6, 8434 4 − 56<br />
118 21, 8213 6, 8359 56 − 55<br />
119 21, 8207 6, 8357 55 − 234<br />
120 21, 7439 7, 1181 7009 − 773<br />
121 −0, 0036 0, 0016 6 − 234<br />
122 −13, 6797 10, 6325 4 − 15<br />
123 −13, 6875 10, 6249 15 − 14<br />
124 −13, 6868 10, 6251 14 − 148<br />
125 −13, 7193 10, 9841 7010 − 773<br />
126 0, 0091 0, 0047 6 − 148<br />
127 −12, 1651 11, 9169 4 − 17<br />
128 −12, 1729 11, 9093 17 − 18<br />
129 −12, 1723 11, 9094 18 − 149<br />
130 0, 0088 0, 0042 6 − 149<br />
131 −12, 2038 12, 2713 7011 − 773<br />
132 24, 1398 6, 4868 5 − 16<br />
133 24, 1320 6, 4793 16 − 146<br />
134 24, 1320 6, 4793 146 − 1782<br />
135 0, 0024 0, 0035 6 − 1782<br />
136 24, 0928 6, 6004 7012 − 772<br />
137 21, 2344 7, 4249 5 − 147<br />
138 21, 2266 7, 4174 147 − 150<br />
139 21, 2266 7, 4175 150 − 1784<br />
140 21, 1956 7, 5580 7013 − 772<br />
141 0, 0027 0, 0035 6 − 1784<br />
142 −29, 5102 −37, 6953 4 − 2991<br />
143 −29, 5180 −37, 7028 2991 − 2992<br />
144 −29, 5180 −37, 7028 2992 − 2993<br />
145 −29, 5175 −37, 7046 7014 − 771<br />
146 0, 0025 0, 0031 6 − 2993