Vereinfachtes SystemMit Hilfe von Singular wurde das System wie folgt vereinfacht: ei[1]=a(1)-a(2)-a(4)-y(1) ei[2]=a(1) ei[3]=-a(4) ei[4]=a(2) ei[5]=-a(5) ei[6]=a(6) j[3]=E(5)+6.139612348573647*E(6)+0.00000552273361227336*a(6) -0.00502058967929035 j[4]=E(4)-56.223386514948267*E(6)-0.000125118252962962*a(1) -0.00023259433828459*a(2)-0.000232594338278334*a(4) -0.000357712591247551*a(5)-0.000402079523748217*a(6) -0.000125118252962962*y(1)+0.00481224049857545*s(1)+0.31103065103192 j[5]=E(3)-48.295667040195254*E(6)-0.00010747608531449*a(1) -0.00021537216315217*a(2)-0.000215372163146796*a(4) -0.000322848248466659*a(5)-0.000360959268319177*a(6) -0.00010747608531449*y(1)+0.00413369558901884*s(1)+0.281550604213517 j[6]=E(2)+0.000000000396385973737651*E(6)+0.000125118252957588*a(1) +0.000017642167650236*a(2)+0.0000176421676493539*a(4) +0.000142760420607824*a(5)+0.000142760420608137*a(6) +0.0000176421676484718*y(1)-0.00481224049836876*s(1) -0.0722803082698808 j[7]=E(1)-0.00000000000943643357565333*E(6)+0.000107476085309095*a(1) -0.000000419992517878992*a(2)-0.000000419992517857993*a(4) +0.000107056092791216*a(5)+0.000107056092791209*a(6) -0.000000419992517836993*y(1)-0.00413369558881135*s(1)-0.047711996470303 j[20]=d(1)-449.361985052676957*E(6)-0.00100000000005*a(1) -0.00300000000015*a(2)-0.0020000000001*a(4)-0.0040000000002*a(5) -0.00435460000021773*a(6)-0.00100000000005*y(1)+0.0384615384634615*s(1) +3.063589446311515 |
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Karlsruhe | http://www.singular.uni-kl.de/ |