Fajhő program v2.2.1 Megnyitva: /u1/measures/V7D1XI/kalori_kalib Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: 9.39619491302676e-05 +/- 1.572567943063818e-05 (1.674e+01%) Param-1: 25.759155168356557 +/- 0.0011433845570129172 (4.439e-03%) Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: 11.067670652394758 +/- 0.004578357731328137 (4.137e-02%) Param-1: 0.0014349793504899585 +/- 1.2461495522598237e-06 (8.684e-02%) Param-2: 26.13855179303563 +/- 0.0021032311120395947 (8.046e-03%) Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: 0.027130238426002713 +/- 1.3903232107672458e-05 (5.125e-02%) Param-1: 21.84342031424772 +/- 0.0036033053611494933 (1.650e-02%) R = (7.02 +/- 0.01) Ohm U = (2.0151785714285713 +/- 0.0050281604945729115) V a = (0.027130238426002713 +/- 1.3903232107672458e-05) K/s Beta = (0.0014349793504899585 +/- 1.2461495522598237e-06) 1/s ======================= Cp = (21.322412959154736 +/- 0.14770572321193046) J/K Alfa = (0.03059722229900654 +/- 0.00023852557812045533) W/K Megnyitva: /u1/measures/V7D1XI/kalori_beejt Kaloriméter kalibrációs paraméterek: Cp = (21.322412959154736 +/- 0.14770572321193046) J/K Alfa = (0.03059722229900654 +/- 0.00023852557812045533) W/K Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: -4.6788560784438715e-05 +/- 1.282583958868445e-05 (2.741e+01%) Param-1: 26.019753066349395 +/- 0.0009219743703628604 (3.543e-03%) Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: 2.048184049326532 +/- 0.0008031632217078504 (3.921e-02%) Param-1: 0.0010900809960244743 +/- 2.331763624570501e-06 (2.139e-01%) Param-2: 26.071085392006662 +/- 0.0015867662795885494 (6.086e-03%) Tm = (31.959333333333333 +/- 0.002958978802823021) C T0 = (26.071085392006662 +/- 0.004029256711868076) C t0 = 105.27030322580646 s t = 1477.5966645161288 s T(t) = 26.479 C Integral = 1225.9577806727384 Cs ======================= Cm = (8.431718229088156 +/- 0.2525663812344597) J/K Tm = (31.959333333333333 +/- 0.002958978802823021) C T0 = (26.071085392006662 +/- 0.004029256711868076) C t0 = 105.27030322580646 s t = 1154.472729032258 s T(t) = 26.656 C Integral = 1066.7811451898865 Cs ======================= Cm = (8.506410558373304 +/- 0.23472062580350483) J/K Tm = (31.959333333333333 +/- 0.002958978802823021) C T0 = (26.071085392006662 +/- 0.004029256711868076) C t0 = 105.27030322580646 s t = 1641.0593612903224 s T(t) = 26.415 C Integral = 1287.0972372165945 Cs ======================= Cm = (8.425663965948363 +/- 0.25966299756136135) J/K Tm = (31.959333333333333 +/- 0.002958978802823021) C T0 = (26.071085392006662 +/- 0.004029256711868076) C t0 = 105.27030322580646 s t = 1363.552922580645 s T(t) = 26.533 C Integral = 1176.2513278330196 Cs ======================= Cm = (8.447538063893711 +/- 0.24691055205188017) J/K Megnyitva: /u1/measures/V7D1XI/kalori_egyutt Kaloriméter kalibrációs paraméterek: Cp = (21.322412959154736 +/- 0.14770572321193046) J/K Alfa = (0.03059722229900654 +/- 0.00023852557812045533) W/K Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: -6.464953391900114e-05 +/- 9.09515847794516e-06 (1.407e+01%) Param-1: 26.1150232361458 +/- 0.0005969613172409534 (2.286e-03%) Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: 9.585915272889764 +/- 0.003378142334145875 (3.524e-02%) Param-1: 0.0011647631989699073 +/- 1.1995569812427654e-06 (1.030e-01%) Param-2: 26.451796176925868 +/- 0.0025438872041381663 (9.617e-03%) Final set of parameters Asymptotic Standard Error: ======================= ========================== Param-0: 0.021865993474869887 +/- 7.246390422411306e-06 (3.314e-02%) Param-1: 23.2699504330983 +/- 0.0019466266261320662 (8.365e-03%) R = (7.02 +/- 0.01) Ohm Cm-hez szükséges adatok: R = (7.02 +/- 0.01) Ohm U = (2.0160030959752318 +/- 0.0013131826298240772) V a = (0.021865993474869887 +/- 7.246390422411306e-06) K/s ======================= Ck = (26.477444302805246 +/- 0.08098549920252406) J/K Cm = (5.15503134365051 +/- 0.2286912224144545) J/K