Dynamical matrix file
File generated with the CellConstructor by Lorenzo Monacelli
2 3 0     6.6893000000000002     0.0000000000000000     0.0000000000000000     0.0000000000000000     0.0000000000000000     0.0000000000000000
Basis vectors
    1.0000000002228242     0.0000000000000000     0.0000000000000000
   -0.5000000001114121     0.8660254039774100     0.0000000000000000
    0.0000000000000000     0.0000000000000000     3.3940000007562658
	1  'Ti '  43628.1015381454999442
	2  'Se '  71967.6373587642010534
    1     1     0.0000000000000000     0.0000000000000000     0.0000000000000000
    2     2    -0.0000000005000000     0.5773502695000000     0.4390447785000000
    3     2     0.5000000005000000     0.2886751343000000    -0.4390447785000000

     Dynamical Matrix in cartesian axes

     q = (    0.000000000000   0.192450090000   0.000000000000 )

    1    1
     0.0529852194594310    -0.0000000000000000        0.0001784580526733    -0.0000000000208455        0.0002398511644886    -0.0000000000140235
     0.0001784580526733     0.0000000000208455        0.1520342288261503    -0.0000000000000000       -0.0166163781870829     0.0000000000068961
     0.0002398511644886     0.0000000000140235       -0.0166163781870829    -0.0000000000068961        0.2129879376540914     0.0000000000000000
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     0.0000420670455688     0.0002073545096163       -0.0480214821870076     0.0289555662950509       -0.0174045951837517    -0.0325028519736479
    -0.0001289722485692    -0.0003487795798846       -0.0172844642988407    -0.0291777273604870       -0.0780961003479501     0.0666015179478389
    1    3
    -0.0250886182106351     0.0095078218768360       -0.0000213152971646    -0.0002641426796360       -0.0002786013250940    -0.0004313346602270
    -0.0001585407584592    -0.0001401083788952       -0.0490869971546805     0.0271100449107820        0.0194459975012259     0.0313242464249037
     0.0002375657421340     0.0002860830113855        0.0166264220992945     0.0295576491109587       -0.0967266597151825     0.0343324484649308
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    -0.0207783266304713    -0.0169734748121140        0.0000420670455688    -0.0002073545096163       -0.0001289722485692     0.0003487795798846
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     0.0002342460296243    -0.0004569432864623       -0.0174045951837517     0.0325028519736479       -0.0780961003479501    -0.0666015179478389
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     0.0002814812248688    -0.0002456049201185       -0.0052827334031022     0.0135216019446289       -0.0283464552027074    -0.0114414348309662
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    -0.0250886182106351    -0.0095078218768360       -0.0001585407584592     0.0001401083788952        0.0002375657421340    -0.0002860830113855
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    3    2
    -0.0188439039613756     0.0206780186855424        0.0001424509720225     0.0000003960501794        0.0002814812248688     0.0002456049201185
     0.0001424510649762     0.0000003961237194       -0.0030314802585203     0.0005490022244645       -0.0052827334031022    -0.0135216019446289
     0.0002814811244579     0.0002456051299894       -0.0052827334553213    -0.0135216019273069       -0.0283464552027074     0.0114414348309662
    3    3
     0.0700867244790566     0.0000000000000000       -0.0002399208500184     0.0000097400067035       -0.0000917010906713    -0.0001249070399729
    -0.0002399208500184    -0.0000097400067035        0.0986134325013614    -0.0000000000000000        0.0019381494342644     0.0000511627943609
    -0.0000917010906713     0.0001249070399729        0.0019381494342644    -0.0000511627943609        0.1548602010752288     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.166666667000   -0.096225045000   0.000000000000 )

    1    1
     0.1281398235948171    -0.0000000000000000        0.0425610154867796     0.0000000000455324        0.0146076648615995     0.0000000000724167
     0.0425610154867796    -0.0000000000455324        0.0761994540018672     0.0000000000000000        0.0075478867248622    -0.0000000000818741
     0.0146076648615995    -0.0000000000724167        0.0075478867248622     0.0000000000818741        0.2123411086671043    -0.0000000000000000
    1    2
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    1    3
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    2    3
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    3    1
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     0.0147224190003748     0.0274790011854308        0.0089495014652062     0.0161787975550848       -0.0782675004430830     0.0661007628159793
    3    2
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     0.0072705536788464    -0.0085750782348681       -0.0149808988711658     0.0153329753232751        0.0022055975972159     0.0065707682792459
     0.0034646537366911     0.0114524047562724        0.0022055976386727     0.0065707683372922       -0.0291359776174408     0.0120837593243015
    3    3
     0.0914388483711789     0.0000000000000000        0.0120494555804053    -0.0000262109562907       -0.0010856938544289    -0.0001206976116965
     0.0120494555804053     0.0000262109562907        0.0767924695302400     0.0000000000000000       -0.0007961208691937     0.0000637748362172
    -0.0010856938544289     0.0001206976116965       -0.0007961208691937    -0.0000637748362172        0.1555934341555501     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.166666667000   -0.096225045000   0.000000000000 )

    1    1
     0.1257286759798182    -0.0000000000000000       -0.0414845419760991    -0.0000000000016783       -0.0140869552974069     0.0000000000751655
    -0.0414845419760991     0.0000000000016783        0.0780022921006862     0.0000000000000000        0.0075951511788720     0.0000000000128782
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    1    3
    -0.0423246816837393     0.0225030946815753        0.0100930718800144    -0.0072562664729477        0.0168265458751248     0.0272371740263030
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    2    1
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    2    2
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    2    3
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    3    1
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    3    3
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     0.0012440089323651     0.0007525149250850       -0.0011771923374110    -0.0001963520872840        0.1566883814169358    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.166666667000   0.096225045000   0.000000000000 )

    1    1
     0.1257286759798182     0.0000000000000000       -0.0414845419760991     0.0000000000016783       -0.0140869552974069    -0.0000000000751655
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    3    3
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     0.0012440089323651    -0.0007525149250850       -0.0011771923374110     0.0001963520872840        0.1566883814169358     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.166666667000   0.096225045000   0.000000000000 )

    1    1
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    2    1
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    2    3
    -0.0070088887268629     0.0051733907060661        0.0072705536788464    -0.0085750782348681        0.0034646537366911     0.0114524047562724
     0.0072705536975633    -0.0085750781626624       -0.0149808988711658     0.0153329753232751        0.0022055976386727     0.0065707683372922
     0.0034646536937568     0.0114524047507188        0.0022055975972159     0.0065707682792459       -0.0291359776174408     0.0120837593243015
    3    1
    -0.0409295034152026    -0.0266210886050396       -0.0120630732103444    -0.0049242535784668        0.0150966331510420    -0.0254012886011998
    -0.0116807289715827    -0.0053046409603014       -0.0270831135755630    -0.0199725101765218        0.0086849368869560    -0.0144521239762281
     0.0147224190003748    -0.0274790011854308        0.0089495014652062    -0.0161787975550848       -0.0782675004430830    -0.0661007628159793
    3    2
    -0.0070088887268629    -0.0051733907060661        0.0072705536975633     0.0085750781626624        0.0034646536937568    -0.0114524047507188
     0.0072705536788464     0.0085750782348681       -0.0149808988711658    -0.0153329753232751        0.0022055975972159    -0.0065707682792459
     0.0034646537366911    -0.0114524047562724        0.0022055976386727    -0.0065707683372922       -0.0291359776174408    -0.0120837593243015
    3    3
     0.0914388483711789    -0.0000000000000000        0.0120494555804053     0.0000262109562907       -0.0010856938544289     0.0001206976116965
     0.0120494555804053    -0.0000262109562907        0.0767924695302400    -0.0000000000000000       -0.0007961208691937    -0.0000637748362172
    -0.0010856938544289    -0.0001206976116965       -0.0007961208691937     0.0000637748362172        0.1555934341555501    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.000000000000   -0.192450090000   0.000000000000 )

    1    1
     0.0529852194594310     0.0000000000000000        0.0001784580526733     0.0000000000208455        0.0002398511644886     0.0000000000140235
     0.0001784580526733    -0.0000000000208455        0.1520342288261503     0.0000000000000000       -0.0166163781870829    -0.0000000000068961
     0.0002398511644886    -0.0000000000140235       -0.0166163781870829     0.0000000000068961        0.2129879376540914    -0.0000000000000000
    1    2
    -0.0207783266304713    -0.0169734748121140        0.0002180966856574    -0.0001505309529317        0.0002342460296243    -0.0004569432864623
     0.0000420670455688    -0.0002073545096163       -0.0480214821870076    -0.0289555662950509       -0.0174045951837517     0.0325028519736479
    -0.0001289722485692     0.0003487795798846       -0.0172844642988407     0.0291777273604870       -0.0780961003479501    -0.0666015179478389
    1    3
    -0.0250886182106351    -0.0095078218768360       -0.0000213152971646     0.0002641426796360       -0.0002786013250940     0.0004313346602270
    -0.0001585407584592     0.0001401083788952       -0.0490869971546805    -0.0271100449107820        0.0194459975012259    -0.0313242464249037
     0.0002375657421340    -0.0002860830113855        0.0166264220992945    -0.0295576491109587       -0.0967266597151825    -0.0343324484649308
    2    1
    -0.0207783266304713     0.0169734748121140        0.0000420670455688     0.0002073545096163       -0.0001289722485692    -0.0003487795798846
     0.0002180966856574     0.0001505309529317       -0.0480214821870076     0.0289555662950509       -0.0172844642988407    -0.0291777273604870
     0.0002342460296243     0.0004569432864623       -0.0174045951837517    -0.0325028519736479       -0.0780961003479501     0.0666015179478389
    2    2
     0.0700867243038742     0.0000000000000000       -0.0002399209470439     0.0000097400095174       -0.0000917009472767    -0.0001249071172495
    -0.0002399209470439    -0.0000097400095174        0.0986134325585792    -0.0000000000000000        0.0019381494700247     0.0000511627520250
    -0.0000917009472767     0.0001249071172495        0.0019381494700247    -0.0000511627520250        0.1548602010260694     0.0000000000000000
    2    3
    -0.0188439039613756     0.0206780186855424        0.0001424510649762     0.0000003961237194        0.0002814811244579     0.0002456051299894
     0.0001424509720225     0.0000003960501794       -0.0030314802585203     0.0005490022244645       -0.0052827334553213    -0.0135216019273069
     0.0002814812248688     0.0002456049201185       -0.0052827334031022    -0.0135216019446289       -0.0283464552027074     0.0114414348309662
    3    1
    -0.0250886182106351     0.0095078218768360       -0.0001585407584592    -0.0001401083788952        0.0002375657421340     0.0002860830113855
    -0.0000213152971646    -0.0002641426796360       -0.0490869971546805     0.0271100449107820        0.0166264220992945     0.0295576491109587
    -0.0002786013250940    -0.0004313346602270        0.0194459975012259     0.0313242464249037       -0.0967266597151825     0.0343324484649308
    3    2
    -0.0188439039613756    -0.0206780186855424        0.0001424509720225    -0.0000003960501794        0.0002814812248688    -0.0002456049201185
     0.0001424510649762    -0.0000003961237194       -0.0030314802585203    -0.0005490022244645       -0.0052827334031022     0.0135216019446289
     0.0002814811244579    -0.0002456051299894       -0.0052827334553213     0.0135216019273069       -0.0283464552027074    -0.0114414348309662
    3    3
     0.0700867244790566    -0.0000000000000000       -0.0002399208500184    -0.0000097400067035       -0.0000917010906713     0.0001249070399729
    -0.0002399208500184     0.0000097400067035        0.0986134325013614     0.0000000000000000        0.0019381494342644    -0.0000511627943609
    -0.0000917010906713    -0.0001249070399729        0.0019381494342644     0.0000511627943609        0.1548602010752288    -0.0000000000000000

     Diagonalizing the dynamical matrix

     q = (    0.000000000000   0.192450090000   0.000000000000 )

***************************************************************************
   freq (    1) =     0.25441432 [THz] =     8.48634705 [cm-1]
(  -0.014472  0.000000   0.011986  0.000000   0.483763  0.000000 )
(  -0.009034 -0.013154   0.155581 -0.241565   0.413645 -0.241565 )
(  -0.015908 -0.001247  -0.131410  0.255520   0.517741  0.255520 )
   freq (    2) =     1.33983836 [THz] =    44.69219072 [cm-1]
(  -0.537164  0.000000   0.005847  0.000000  -0.012047  0.000000 )
(  -0.394053 -0.447208   0.002142  0.008477  -0.008246  0.008477 )
(  -0.584320 -0.117656   0.008412 -0.002383  -0.016967 -0.002383 )
   freq (    3) =     2.20993893 [THz] =    73.71561737 [cm-1]
(   0.001734  0.000000   0.476881  0.000000   0.022371  0.000000 )
(   0.005639  0.008370   0.500631  0.309121   0.114388  0.309121 )
(   0.010068  0.000699   0.518021  0.279000  -0.084229  0.279000 )
   freq (    4) =     3.75835521 [THz] =   125.36521749 [cm-1]
(   0.306549  0.000000   0.000671 -0.000000  -0.001017 -0.000000 )
(   0.402982 -0.539032   0.005312 -0.003350  -0.003282 -0.003350 )
(  -0.265325  0.618509  -0.000245  0.006275  -0.004698  0.006275 )
   freq (    5) =     4.14842220 [THz] =   138.37644996 [cm-1]
(   0.049499  0.000000  -0.010048 -0.000000   0.091770 -0.000000 )
(  -0.022797 -0.012303  -0.333049  0.543612   0.242869  0.543612 )
(  -0.022053 -0.013591   0.304258 -0.560235   0.267434 -0.560235 )
   freq (    6) =     4.27876169 [THz] =   142.72410682 [cm-1]
(   0.784047  0.000000   0.001509 -0.000000  -0.006034 -0.000000 )
(  -0.426253 -0.095137   0.025030 -0.030398  -0.016849 -0.030398 )
(  -0.295518 -0.321577  -0.013811  0.036876  -0.013842  0.036876 )
   freq (    7) =     5.15182675 [THz] =   171.84641840 [cm-1]
(   0.009455  0.000000   0.212706 -0.000000   0.023530 -0.000000 )
(  -0.001554  0.001113  -0.241907 -0.174054   0.392607 -0.174054 )
(   0.000187 -0.001902  -0.271689 -0.122470  -0.222712 -0.122470 )
   freq (    8) =     6.91224755 [THz] =   230.56772688 [cm-1]
(   0.000301 -0.000000  -0.835207  0.000001  -0.151560  0.000001 )
(  -0.000103  0.001063   0.234038  0.103036   0.216616  0.103036 )
(   0.000869 -0.000621   0.206251  0.151165  -0.035083  0.151165 )
   freq (    9) =     8.38510841 [THz] =   279.69706995 [cm-1]
(  -0.000951  0.000000   0.171720  0.000000  -0.856355  0.000000 )
(   0.000645 -0.001086   0.016997 -0.093050   0.235376 -0.093050 )
(  -0.000618  0.001101  -0.072086  0.061245   0.319367  0.061245 )
***************************************************************************
