(* Content-type: application/vnd.wolfram.mathematica *) (*** Wolfram Notebook File ***) (* http://www.wolfram.com/nb *) (* CreatedBy='Mathematica 10.0' *) (*CacheID: 234*) (* Internal cache information: NotebookFileLineBreakTest NotebookFileLineBreakTest NotebookDataPosition[ 158, 7] NotebookDataLength[ 610543, 12708] NotebookOptionsPosition[ 608271, 12641] NotebookOutlinePosition[ 608629, 12657] CellTagsIndexPosition[ 608586, 12654] WindowFrame->Normal*) (* Beginning of Notebook Content *) Notebook[{ Cell[TextData[{ StyleBox["Lokalizace poruch v s\[IAcute]ti VN ", "Title"], "\n", StyleBox["pomoc\[IAcute] indik\[AAcute]tor\[URing] poruch a lok\[AAcute]toru \ poruchy", "Chapter"] }], "Text", CellGroupingRules->{GroupTogetherGrouping, 10001.}, CellChangeTimes->{{3.69769918472346*^9, 3.6976991978595247`*^9}, { 3.697699249715382*^9, 3.697699251562861*^9}, 3.6977001123589573`*^9, 3.6977007094661417`*^9, {3.697701790116782*^9, 3.697701801858095*^9}, { 3.697953370321877*^9, 3.6979533732247543`*^9}, 3.702537838744555*^9}], Cell[CellGroupData[{ Cell[TextData[{ CounterBox["Section"], " Vstupn\[IAcute] data s\[IAcute]t\[EHacek] VN" }], "Section", CellFrame->{{0, 0}, {0, 2}}, CellGroupingRules->{GroupTogetherGrouping, 10002.}, InitializationCell->True, CellChangeTimes->{ 3.697698603213024*^9, {3.6976986425989017`*^9, 3.697698655272485*^9}, { 3.6976987632871017`*^9, 3.69769882010289*^9}, 3.69769885802886*^9, { 3.697699066096154*^9, 3.697699094446012*^9}, 3.6976992091095247`*^9, 3.697699292075795*^9, {3.697699514007827*^9, 3.697699516329224*^9}, { 3.697699558020239*^9, 3.6976995642686653`*^9}, {3.6977001123592176`*^9, 3.697700134069721*^9}, 3.6977002760655403`*^9, {3.697700317354829*^9, 3.697700319519361*^9}, {3.697700484907158*^9, 3.69770052009059*^9}, { 3.697700562220854*^9, 3.697700580096634*^9}, 3.6977007094665127`*^9, 3.697701278927919*^9}, FontFamily->"Palatino Linotype", FontWeight->"Bold"], Cell["\<\ Z\[AAcute]kladn\[IAcute] vstupn\[IAcute] data o s\[IAcute]ti jsou \ ulo\[ZHacek]ena v matici \[OpenCurlyDoubleQuote]maticeSiteVstup\ \[CloseCurlyDoubleQuote] dle n\[AAcute]sleduj\[IAcute]c\[IAcute]ho \ kl\[IAcute]\[CHacek]e: \t1. Ka\[ZHacek]d\[YAcute] \[RHacek]\[AAcute]dek reprezentuje jeden \ \[UAcute]sek s\[IAcute]t\[EHacek] (\[UAcute]sekem se mysl\[IAcute] veden\ \[IAcute], vyp\[IAcute]na\[CHacek], odp\[IAcute]na\[CHacek], atd.) \t2.1 Prvn\[IAcute] sloupec reprezentuje po\[CHacek]\[AAcute]te\[CHacek]n\ \[IAcute] uzel z n\[EHacek]ho\[ZHacek] \[UAcute]sek vych\[AAcute]z\[IAcute] \t2.2 Druh\[YAcute] sloupec reprezentuje koncov\[YAcute] uzel do n\[EHacek]ho\ \[ZHacek] \[UAcute]sek \[UAcute]st\[IAcute] \t2.3 T\[RHacek]et\[IAcute] sloupec reprezentuje d\[EAcute]lku \[UAcute]seku \ [m] \t2.4 \[CapitalCHacek]tvrt\[YAcute] sloupec reprezentuje jednotkov\[YAcute] \ odpor \[UAcute]seku [Ohm/kilometr] \t2.5 P\[AAcute]t\[YAcute] sloupec reprezentuje popis \[UAcute]seku \[CapitalUAcute]daje o zapnut\[IAcute]/vypnut\[IAcute] \[UAcute]se\[CHacek]n\ \[IAcute]k\[URing] a vyp\[IAcute]na\[CHacek]\[URing] jsou ulo\[ZHacek]eny v \ matici \[OpenCurlyDoubleQuote]maticeUSZapVyp\[CloseCurlyDoubleQuote]: \t1. Ka\[ZHacek]d\[YAcute] \[RHacek]\[AAcute]dek reprezentuje jeden sp\ \[IAcute]nac\[IAcute] prvkek s\[IAcute]t\[EHacek] \t2.1 Prvn\[IAcute] sloupec obsahuje n\[AAcute]zev prvku \t2.2 Druh\[YAcute] sloupec reprezentuje stav prvku (1-zapnuto, 0-vypnuto) \t D\[AAcute]le jsou pak zad\[AAcute]ny informace z aktivovan\[YAcute]ch indik\ \[AAcute]tor\[URing] poruch (s aktivn\[IAcute] signalizac\[IAcute] poruchy) v \ matici \[OpenCurlyDoubleQuote]maticeIndikatoruVstup\[CloseCurlyDoubleQuote] \ ve form\[AAcute]tu: \t1. Ka\[ZHacek]d\[YAcute] \[RHacek]\[AAcute]dek reprezentuje jeden indik\ \[AAcute]tor poruchy \t2.1 Prvn\[IAcute] sloupec reprezentuje po\[CHacek]\[AAcute]te\[CHacek]n\ \[IAcute] uzel z n\[EHacek]ho\[ZHacek] indik\[AAcute]tor vych\[AAcute]z\ \[IAcute] (pro nesm\[EHacek]rov\[YAcute] se porucha vztahuje pouze k tomuto \ uzlu) \t2.2 Druh\[YAcute] sloupec reprezentuje koncov\[YAcute] uzel do n\[EHacek]ho\ \[ZHacek] indik\[AAcute]tor \[UAcute]st\[IAcute] (t\[IAcute]m je d\[AAcute]na \ v\[YAcute]choz\[IAcute] orientace indik\[AAcute]toru poruchy) \t2.3 T\[RHacek]et\[IAcute] sloupec reprezentuje aktu\[AAcute]ln\[IAcute] sm\ \[EHacek]r indikace (1 = v\[YAcute]choz\[IAcute] sm\[EHacek]r, -1 = opa\ \[CHacek]n\[YAcute] ne\[ZHacek] v\[YAcute]choz\[IAcute] sm\[EHacek]r, 0 = \ nesm\[EHacek]rov\[YAcute] indik\[AAcute]tor) \t2.4 \[CapitalCHacek]tvrt\[YAcute] sloupec ud\[AAcute]v\[AAcute] stav indik\ \[AAcute]toru (1 = aktivn\[IAcute] signalizace poruchy, 0 = bez poruchy) Nakonec jsou vlo\[ZHacek]eny tyto \[UAcute]daje: \t1. Uzel, do n\[EHacek]j\[ZHacek] je p\[RHacek]ipojen lok\[AAcute]tor poruch \ \[OpenCurlyDoubleQuote]poziceLokatoru\[CloseCurlyDoubleQuote] \t2. Nap\[AAcute]jec\[IAcute] uzel s\[IAcute]t\[EHacek] \t3. 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