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cosolver/FM/FMsamples/EigenSystemFM.chk
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EigenSystemFM.chk
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ZM_ROOTS. Function 1 Root 1 =
-2.063457670282727339471021753464384935793M+1 - 3.424622566871759076088376959901696413139M+1 i
ZM_ROOTS. Function 1 Root 2 =
-2.063457670282727339471021753464384935793M+1 + 3.424622566871759076088376959901696413139M+1 i
ZM_ROOTS. Function 1 Root 3 =
3.056060740916863837140426694545715711936M+1 + 8.336053526571951931432412238872069342683M+1 i
ZM_ROOTS. Function 1 Root 4 =
3.056060740916863837140426694545715711936M+1 - 8.336053526571951931432412238872069342683M+1 i
ZM_ROOTS. Function 1 Root 5 =
1.733044222015961071927087335380438257128M+1 + 1.896658842686711026868862416847018724628M+2 i
ZM_ROOTS. Function 1 Root 6 =
1.733044222015961071927087335380438257128M+1 - 1.896658842686711026868862416847018724628M+2 i
ZM_ROOTS. Function 1 Root 7 =
1.917506134471317207494265983075685672240M+2 - 2.702162066688715967796025667696820270795M+0 i
ZM_ROOTS. Function 1 Root 8 =
1.917506134471317207494265983075685672240M+2 + 2.702162066688715967796025667696820270795M+0 i
ZM_ROOTS. Function 1 Root 9 =
-6.783016710321075959438438020539242794089M+1 + 7.462533876846489949809897861385343953274M+1 i
ZM_ROOTS. Function 1 Root 10 =
-6.783016710321075959438438020539242794089M+1 - 7.462533876846489949809897861385343953274M+1 i
ZM_ROOTS. Function 1 Root 11 =
-1.291358012506813331147719074609996201502M+2 + 6.672366153489515693408095454622995352048M+1 i
ZM_ROOTS. Function 1 Root 12 =
-1.291358012506813331147719074609996201502M+2 - 6.672366153489515693408095454622995352048M+1 i
ZM_ROOTS. Function 1 Root 13 =
1.463918480314701729094519704621607150195M+2 + 1.147940770867415991803267869952663800724M+2 i
ZM_ROOTS. Function 1 Root 14 =
1.463918480314701729094519704621607150195M+2 - 1.147940770867415991803267869952663800724M+2 i
ZM_ROOTS. Function 1 Root 15 =
5.539287055262763052216673501217572892975M+1 - 1.481778482945263333150647111719042174157M+2 i
ZM_ROOTS. Function 1 Root 16 =
5.539287055262763052216673501217572892975M+1 + 1.481778482945263333150647111719042174157M+2 i
ZM_ROOTS. Function 1 Root 17 =
-2.898696304526468073522732195519567478580M+2 + 0.000000000000000000000000000000000000000M 0 i
ZM_ROOTS. Function 1 Root 18 =
-6.607619528736878039009416361465008792534M+1 + 2.213403239944865084309358862537281136271M+2 i
ZM_ROOTS. Function 1 Root 19 =
-6.607619528736878039009416361465008792534M+1 - 2.213403239944865084309358862537281136271M+2 i
ZM_ROOTS. Function 1 Root 20 =
4.093703478197075537967536690209956234083M+2 + 0.000000000000000000000000000000000000000M 0 i
In FM_EIGENSYSTEM inverse iteration did not converge for I = 1.
Error = 7.6502799E-33 was not less than Tol = 1.0000000E-56
Increase precision and try again.
ZM_ROOTS. Function 1 Root 1 =
-2.063457670282727339471021753464384935793M+1 - 3.424622566871759076088376959901696413139M+1 i
ZM_ROOTS. Function 1 Root 2 =
-2.063457670282727339471021753464384935793M+1 + 3.424622566871759076088376959901696413139M+1 i
ZM_ROOTS. Function 1 Root 3 =
3.056060740916863837140426694545715711936M+1 + 8.336053526571951931432412238872069342682M+1 i
ZM_ROOTS. Function 1 Root 4 =
3.056060740916863837140426694545715711936M+1 - 8.336053526571951931432412238872069342682M+1 i
ZM_ROOTS. Function 1 Root 5 =
-6.783016710321075959438438020539242794073M+1 - 7.462533876846489949809897861385343953254M+1 i
ZM_ROOTS. Function 1 Root 6 =
-6.783016710321075959438438020539242794073M+1 + 7.462533876846489949809897861385343953254M+1 i
ZM_ROOTS. Function 1 Root 7 =
1.917506134471317207494265983075685674297M+2 + 2.702162066688715967796025667696818988508M+0 i
ZM_ROOTS. Function 1 Root 8 =
1.917506134471317207494265983075685674297M+2 - 2.702162066688715967796025667696818988508M+0 i
ZM_ROOTS. Function 1 Root 9 =
5.539287055262763052216673501217572896407M+1 - 1.481778482945263333150647111719042173911M+2 i
ZM_ROOTS. Function 1 Root 10 =
5.539287055262763052216673501217572896407M+1 + 1.481778482945263333150647111719042173911M+2 i
ZM_ROOTS. Function 1 Root 11 =
-1.291358012506813331147719074609996201322M+2 - 6.672366153489515693408095454622995352160M+1 i
ZM_ROOTS. Function 1 Root 12 =
-1.291358012506813331147719074609996201322M+2 + 6.672366153489515693408095454622995352160M+1 i
ZM_ROOTS. Function 1 Root 13 =
1.733044222015961071927087335380438262611M+1 + 1.896658842686711026868862416847018721275M+2 i
ZM_ROOTS. Function 1 Root 14 =
1.733044222015961071927087335380438262611M+1 - 1.896658842686711026868862416847018721275M+2 i
ZM_ROOTS. Function 1 Root 15 =
1.463918480314701729094519704621607149546M+2 - 1.147940770867415991803267869952663801160M+2 i
ZM_ROOTS. Function 1 Root 16 =
1.463918480314701729094519704621607149546M+2 + 1.147940770867415991803267869952663801160M+2 i
ZM_ROOTS. Function 1 Root 17 =
-2.898696304526468073522732195519567464547M+2 + 0.000000000000000000000000000000000000000M 0 i
ZM_ROOTS. Function 1 Root 18 =
-6.607619528736878039009416361465008831479M+1 + 2.213403239944865084309358862537281129109M+2 i
ZM_ROOTS. Function 1 Root 19 =
-6.607619528736878039009416361465008831479M+1 - 2.213403239944865084309358862537281129109M+2 i
ZM_ROOTS. Function 1 Root 20 =
4.093703478197075537967536690209956157580M+2 + 0.000000000000000000000000000000000000000M 0 i
Norm of the residual = 9.8004402E-51
Time to solve the system: 3.34 seconds.
The eigenvalues and eigenvectors are in file EigenSystem.out.
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