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Calculated using 2 exponentials Prompt data : Prompt Decay data : Decay The initial paramters are: Shift Value = 0 ch 0 sec Shift Limit = 40 ch 8.77915E-09 sec T1 Estimate = 11.57449 ch 2.540355E-09 sec T2 Estimate = 46.29797 ch 1.016142E-08 sec A Free B1 Free B2 Free Prompt and decay LO = 404 ch 8.866941E-08 sec Prompt and decay HI = 647 ch 1.420027E-07 sec Background on prompt = 3 Time calibration = 2.194787E-10 sec/ch --------------------------------------------- The fitted parameters are: Hi reduced to: 607 ch SHIFT = 0.8839028 ch 1.939979E-10 sec S.Dev = 3.790324E-12 sec T1 = 12.29505 ch 2.698503E-09 sec S.Dev = 1.407488E-10 sec T2 = 18.58244 ch 4.07845E-09 sec S.Dev = 1.984843E-11 sec A = 7.525081 S.Dev = 0.44061 B1 = -0.2825815 [-72.85 Rel.Ampl] S.Dev = 2.110813E-03 B2 = 0.4436326 [172.85 Rel.Ampl] S.Dev = 1.557658E-03 CHISQ = 1.186022 [ 198 degrees of freedom ] Chi-squared Probability = 3.752265% Durbin-Watson Parameter = 1.950561 Negative residuals = 48.52941% Residuals < 1 s.dev = 64.21568% Residuals < 2 s.dev = 93.13725% Residuals < 3 s.dev = 99.5098% Residuals < 4 s.dev = 99.5098% ˫ָÊýÊÇÁ½¸öÊÙÃü£¬Ôõô·ÖÎöÄØ£¬ÀïÃæµÄ²ÎÊýÔõô¿´ |
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