% Datensatz abklingende Schwingung
t= [0.140000000000000	1.49000000000000	2.01000000000000	2.04000000000000	3.08000000000000 ...
    3.53000000000000	4.23000000000000	4.43000000000000	4.95000000000000	5.91000000000000 ...
    6.84000000000000	8.78000000000000	8.89000000000000	10.2400000000000	10.5200000000000 ...
    11.2100000000000	11.5800000000000	11.6000000000000	11.8200000000000	12.4100000000000 ...
    12.9700000000000	12.9700000000000	13.2200000000000	13.6800000000000	16.2000000000000 ...
    16.4000000000000	17.4300000000000	19.3100000000000	20.3100000000000	20.6200000000000 ...
    21.6200000000000	21.9500000000000	22.1400000000000	22.4700000000000	22.7400000000000 ...
    23.1400000000000	23.5500000000000	25.1400000000000	26.4200000000000	26.9500000000000 ...
    27.1000000000000	27.2900000000000	27.7300000000000	27.9200000000000	28.0100000000000 ...
    28.4400000000000	28.6100000000000	28.9700000000000	29.0300000000000	29.7400000000000];

y= [0.0632037205912058	0.570419624741907	0.628249007866022	0.612636269516140	0.507914777464794 ...
    0.400386383674905	0.251030581847189	0.187676050341078	0.0343404403951017	-0.111257121833559 ...
    -0.191838081781860	-0.174136347114213	-0.156893329137013	-0.0322105578265835	-0.0555204953859594 ...
    0.0488136891413144	0.0747127586500730	0.0869098507296947	0.104072969428227	0.0605862324440822 ...
    0.0469694806717144	0.0609798029573789	0.0967536437038844	0.0692242050305119	-0.0245847387372640 ...
    -0.0464726197844191	-0.00931922686265283	-0.0226857853247944	-0.0288953048721378	0.00445410458758647 ...
    -0.00350936766499077	0.0161887113211639	-0.00915645849943353	0.0311650130449497	-0.00701263091781564 ...
    0.0117792841557460	-0.00228674955093623	0.0206292452486585	-0.00947721681651311	0.0246710402044426 ...
    -0.0233145315450079	0.0244767902527139	0.00218886879301573	0.00411181494195741	-0.0243654677413403	 ...
    0.00298712809869614	0.0324404045072545	0.0157960695467130	-0.0108948262870827	0.0121622261902171];