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     0.4396153904000000
    3     2     0.5000000005000000     0.2886751343000000    -0.4396153904000000

     Dynamical Matrix in cartesian axes

     q = (    0.250000000000   0.433012702000   0.000000000000 )

    1    1
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     0.0135178415221509    -0.0096482363707272       -0.0184988051573053     0.0162828454254457       -0.0514082357923774    -0.0183139015278971
    -0.0203376990760454     0.0212855335431110       -0.0356241925732359    -0.0119979167448998       -0.0004113417522016     0.0326116346838094
    1    3
    -0.0183578375339240     0.0271368168960654       -0.0079996441273401    -0.0096331233245824        0.0296626826980489     0.0307380549986700
    -0.0135178415221509    -0.0096482363707272        0.0184988051573053     0.0162828454254457        0.0514082357923774    -0.0183139015278971
     0.0203376990760454     0.0212855335431110        0.0356241925732359    -0.0119979167448998        0.0004113417522016     0.0326116346838094
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     0.0183578375339240    -0.0271368168960654        0.0135178415221509     0.0096482363707272       -0.0203376990760454    -0.0212855335431110
     0.0079996441273401     0.0096331233245824       -0.0184988051573053    -0.0162828454254457       -0.0356241925732359     0.0119979167448998
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     0.0003763188529903     0.0083681914357854       -0.0000402221893163     0.0141174556367014       -0.0066437632816951    -0.0003289545863945
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     0.0296626826980489    -0.0307380549986700        0.0514082357923774     0.0183139015278971        0.0004113417522016    -0.0326116346838094
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     0.0131065477721824    -0.0057817473650137        0.0113425042568517     0.0105055105771747       -0.0000402221893163    -0.0141174556367014
     0.0003763188529903    -0.0083681914357854       -0.0000402221893163    -0.0141174556367014       -0.0066437632816951     0.0003289545863945
    3    3
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     0.0133650921928813     0.0097159949015531        0.1406454891483779     0.0000000000000000        0.0004195515502074    -0.0011728619775437
    -0.0003327012879541     0.0007725285651633        0.0004195515502074     0.0011728619775437        0.1514350741610350    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.500000000000   -0.000000000000   0.000000000000 )

    1    1
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     0.0001736659408764     0.0411948663232092       -0.0239124469950987     0.0000124255938356       -0.0326265437819969     0.0002021469359596
    1    3
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    3    2
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    3    3
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     0.0000345090049565    -0.0012776952600240       -0.0012727288853915     0.0000129856414220        0.1514655556112063     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.250000000000   -0.433012702000   0.000000000000 )

    1    1
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     0.0203769171265806     0.0212364883403535       -0.0355160477575170     0.0120410342279493        0.0002751379532502    -0.0327017581127624
    1    3
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    3    3
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     0.0006817941208460     0.0007807380893176        0.0006310243612194    -0.0010825827172681        0.1515215370237025     0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    -0.250000000000   -0.433012702000   0.000000000000 )

    1    1
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     Dynamical Matrix in cartesian axes

     q = (    -0.250000000000   0.433012702000   0.000000000000 )

    1    1
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     0.0083173157363390    -0.0002632369050452       -0.0142474492431182    -0.0001045327205454       -0.0002383662733615    -0.0064062119758509
    3    1
    -0.0264319158128984     0.0185335853733023       -0.0097057030134015    -0.0138762038831787        0.0212364883403535     0.0203769171265806
    -0.0094427215155862    -0.0078618899083423       -0.0162118347921508    -0.0187721442428539        0.0120410342279493    -0.0355160477575170
     0.0309848845895150     0.0300368594202557        0.0172278044907884    -0.0517188406610940       -0.0327017581127624     0.0002751379532502
    3    2
    -0.0106143746440365     0.0029949535275425        0.0063268699222289     0.0130054767964508        0.0083173157363390     0.0002632369050452
     0.0063268699222289     0.0130054767964508        0.0102050989712239    -0.0116076728086481       -0.0142474492431182     0.0001045327205454
     0.0083173157363390     0.0002632369050452       -0.0142474492431182     0.0001045327205454       -0.0002383662733615     0.0064062119758509
    3    3
     0.1248014175894856    -0.0000000000000000       -0.0133962927069890     0.0097147424930418        0.0006817941208460     0.0007807380893176
    -0.0133962927069890    -0.0097147424930418        0.1407937505061692     0.0000000000000000        0.0006310243612194    -0.0010825827172681
     0.0006817941208460    -0.0007807380893176        0.0006310243612194     0.0010825827172681        0.1515215370237025    -0.0000000000000000

     Dynamical Matrix in cartesian axes

     q = (    0.500000000000   0.000000000000   0.000000000000 )

    1    1
     0.2366356851579284     0.0000000000000000        0.0007055944827149    -0.0000000000000000       -0.0001824318392721    -0.0000000000000000
     0.0007055944827149     0.0000000000000000        0.1454115033118766     0.0000000000000000        0.0348637489500207    -0.0000000000000000
    -0.0001824318392721     0.0000000000000000        0.0348637489500207     0.0000000000000000        0.1058390802218712    -0.0000000000000000
    1    2
    -0.0107954833005928     0.0001106024872626       -0.0002456279488882     0.0238821441532923        0.0000395228865350    -0.0596726658692940
     0.0000498149577645     0.0186262926302960       -0.0324757066108164     0.0000084734805796       -0.0353510914492202    -0.0000465540442048
     0.0001736659408764    -0.0411948663232092       -0.0239124469950987    -0.0000124255938356       -0.0326265437819969    -0.0002021469359596
    1    3
    -0.0001106024872626     0.0107954833005928       -0.0238821441532923     0.0002456279488882        0.0596726658692940    -0.0000395228865350
    -0.0186262926302960    -0.0000498149577645       -0.0000084734805796     0.0324757066108164        0.0000465540442048     0.0353510914492202
     0.0411948663232092    -0.0001736659408764        0.0000124255938356     0.0239124469950987        0.0002021469359596     0.0326265437819969
    2    1
    -0.0107954833005928    -0.0001106024872626        0.0000498149577645    -0.0186262926302960        0.0001736659408764     0.0411948663232092
    -0.0002456279488882    -0.0238821441532923       -0.0324757066108164    -0.0000084734805796       -0.0239124469950987     0.0000124255938356
     0.0000395228865350     0.0596726658692940       -0.0353510914492202     0.0000465540442048       -0.0326265437819969     0.0002021469359596
    2    2
     0.1479518746872286     0.0000000000000000        0.0000695152066042    -0.0099035411748358        0.0000345090049565     0.0012776952600240
     0.0000695152066042     0.0099035411748358        0.1175714860454183     0.0000000000000000       -0.0012727288853915    -0.0000129856414220
     0.0000345090049565    -0.0012776952600240       -0.0012727288853915     0.0000129856414220        0.1514655556112063     0.0000000000000000
    2    3
    -0.0001936462984957    -0.0188403658535385        0.0122757760318779     0.0002127170090423        0.0164894962331762     0.0001133713420651
     0.0122757760318779     0.0002127170090423       -0.0000516450545890     0.0109020037196657       -0.0001482906426019    -0.0002927900195629
     0.0164894962331761     0.0001133713420651       -0.0001482906426019    -0.0002927900195629       -0.0003794301197455     0.0067318652562794
    3    1
    -0.0001106024872626    -0.0107954833005928       -0.0186262926302960     0.0000498149577645        0.0411948663232092     0.0001736659408764
    -0.0238821441532923    -0.0002456279488882       -0.0000084734805796    -0.0324757066108164        0.0000124255938356    -0.0239124469950987
     0.0596726658692940     0.0000395228865350        0.0000465540442048    -0.0353510914492202        0.0002021469359596    -0.0326265437819969
    3    2
    -0.0001936462984957     0.0188403658535385        0.0122757760318779    -0.0002127170090423        0.0164894962331761    -0.0001133713420651
     0.0122757760318779    -0.0002127170090423       -0.0000516450545890    -0.0109020037196657       -0.0001482906426019     0.0002927900195629
     0.0164894962331762    -0.0001133713420651       -0.0001482906426019     0.0002927900195629       -0.0003794301197455    -0.0067318652562794
    3    3
     0.1479518746872286     0.0000000000000000        0.0000695152066042     0.0099035411748358        0.0000345090049565    -0.0012776952600240
     0.0000695152066042    -0.0099035411748358        0.1175714860454183     0.0000000000000000       -0.0012727288853915     0.0000129856414220
     0.0000345090049565     0.0012776952600240       -0.0012727288853915    -0.0000129856414220        0.1514655556112063    -0.0000000000000000

     Diagonalizing the dynamical matrix

     q = (    0.250000000000   0.433012702000   0.000000000000 )

***************************************************************************
   freq (    1) =     2.28311206 [THz] =    76.15641007 [cm-1]
(  -0.032790  0.000000   0.017037  0.000000   0.609750  0.000000 )
(   0.205047  0.223910   0.352811 -0.129428   0.000918 -0.129428 )
(  -0.205047  0.223910  -0.352811 -0.129428  -0.000918 -0.129428 )
   freq (    2) =     3.38774902 [THz] =   113.00312750 [cm-1]
(  -0.424777  0.000000   0.243984 -0.000000   0.151771 -0.000000 )
(   0.144367 -0.437220   0.258126  0.253458   0.000036  0.253458 )
(  -0.144367 -0.437220  -0.258126  0.253458  -0.000036  0.253458 )
   freq (    3) =     3.94196964 [THz] =   131.48993488 [cm-1]
(  -0.185968  0.000000  -0.322784  0.000000  -0.004761  0.000000 )
(   0.322599 -0.044601  -0.185508 -0.065159  -0.534608 -0.065159 )
(  -0.322599 -0.044601   0.185508 -0.065159   0.534608 -0.065159 )
   freq (    4) =     4.21970731 [THz] =   140.75426504 [cm-1]
(   0.035666  0.000000   0.069834 -0.000000   0.001220 -0.000000 )
(   0.465318  0.176836  -0.266761  0.302088   0.294347  0.302088 )
(  -0.465318  0.176836   0.266761  0.302088  -0.294347  0.302088 )
   freq (    5) =     4.43686553 [THz] =   147.99788248 [cm-1]
(  -0.228246  0.000000   0.123912 -0.000000   0.053275 -0.000000 )
(   0.049455  0.319967   0.089728 -0.189470  -0.012123 -0.189470 )
(  -0.049455  0.319967  -0.089728 -0.189470   0.012123 -0.189470 )
   freq (    6) =     5.25258362 [THz] =   175.20730522 [cm-1]
(  -0.018945  0.000000  -0.025910  0.000000   0.008944  0.000000 )
(  -0.223997  0.304665   0.120443  0.526043  -0.255373  0.526043 )
(   0.223997  0.304665  -0.120443  0.526043   0.255373  0.526043 )
   freq (    7) =     5.69655735 [THz] =   190.01667247 [cm-1]
(   0.355068  0.000000  -0.199081 -0.000000  -0.601409 -0.000000 )
(   0.238876  0.009517   0.422137  0.004756  -0.003187  0.004756 )
(  -0.238876  0.009517  -0.422137  0.004756   0.003187  0.004756 )
   freq (    8) =     7.12262784 [THz] =   237.58525722 [cm-1]
(   0.633241 -0.000000  -0.352871 -0.000000   0.490437 -0.000000 )
(  -0.005559 -0.172691  -0.014202  0.097725  -0.006318  0.097725 )
(   0.005559 -0.172691   0.014202  0.097725   0.006318  0.097725 )
   freq (    9) =     8.12095272 [THz] =   270.88578572 [cm-1]
(  -0.450678  0.000000  -0.806807  0.000000   0.002576  0.000000 )
(  -0.082523  0.018198   0.048598  0.036223   0.249281  0.036223 )
(   0.082523  0.018198  -0.048598  0.036223  -0.249281  0.036223 )
***************************************************************************
