Param-0:   8.529630890264441e-05      +/-   1.2850897213342518e-05      (1.507e+01%)
Param-1:   25.693460989523114      +/-   0.0012200349879786152      (4.748e-03%)
Exception in Tkinter callback
Traceback (most recent call last):
  File "/usr/lib/python3.9/tkinter/__init__.py", line 1892, in __call__
    return self.func(*args)
  File "/u1/labor_progs/Fajho2/FHdisplay.py", line 1366, in rangeSelectorFinish
    self.evaltarget(self.active_measurement, self.aBounds[0], self.aBounds[1])
  File "/u1/labor_progs/Fajho2/FHeval.py", line 57, in fitexp
    params, covs = curve_fit(lambda t, a, b, c: a * np.exp(-b * t) + c, xf, yf, p0=(a_guess, b_guess, c_guess))
  File "/usr/lib/python3/dist-packages/scipy/optimize/minpack.py", line 789, in curve_fit
    raise RuntimeError("Optimal parameters not found: " + errmsg)
RuntimeError: Optimal parameters not found: Number of calls to function has reached maxfev = 800.
A magas határ nem lehet kisebb az alacsonynál!
A magas határ nem lehet kisebb az alacsonynál!
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   12.971865572130449      +/-   0.00781591013869927      (6.025e-02%)
Param-1:   0.001784450879474265      +/-   1.516872732049195e-06      (8.501e-02%)
Param-2:   25.965140375459324      +/-   0.0018074128184226849      (6.961e-03%)
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   0.03921117997630913      +/-   1.419247555609142e-05      (3.619e-02%)
Param-1:   19.03606379034824      +/-   0.0037565321983243846      (1.973e-02%)
R = (4.6 +/- 0.01) Ohm
U = (2.008403846153846 +/- 0.004806884547527053) V
a = (0.03921117997630913 +/- 1.419247555609142e-05) K/s
Beta = (0.001784450879474265 +/- 1.516872732049195e-06) 1/s
=======================
Cp = (22.36322047460123 +/- 0.16375767113687284) J/K
Alfa = (0.03990606844377906 +/- 0.0003261396796195771) W/K
Megnyitva: /u1/measures/H50LWW/fajho_beejteses
Kaloriméter kalibrációs paraméterek:
Cp = (22.36322047460123 +/- 0.16375767113687284) J/K
Alfa = (0.03990606844377906 +/- 0.0003261396796195771) W/K
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   -4.834115519392057e-05      +/-   2.1520187548299692e-05      (4.452e+01%)
Param-1:   25.889659670416457      +/-   0.0015666526834404195      (6.051e-03%)
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   1.8453196710533804      +/-   0.0011455667848063937      (6.208e-02%)
Param-1:   0.0013228064733134919      +/-   3.607130822195843e-06      (2.727e-01%)
Param-2:   25.96199896237193      +/-   0.0015559148467518007      (5.993e-03%)
Tm = (31.975933333333334 +/- 0.0072522793351857354) C
T0 = (25.96199896237193 +/- 0.0062265169489020365) C
t0 = 104.83515362903222 s
t = 661.9995622983872 s
T(t) = 26.723 C
Integral = 562.3616592241946 Cs
=======================
Cm = (7.512007928719449 +/- 0.26560008275158564) J/K
Tm = (31.975933333333334 +/- 0.0072522793351857354) C
T0 = (25.96199896237193 +/- 0.0062265169489020365) C
t0 = 104.83515362903222 s
t = 718.8530733870969 s
T(t) = 26.676 C
Integral = 604.7819660111496 Cs
=======================
Cm = (7.566478789564915 +/- 0.27599029558571286) J/K
Tm = (31.975933333333334 +/- 0.0072522793351857354) C
T0 = (25.96199896237193 +/- 0.0062265169489020365) C
t0 = 104.83515362903222 s
t = 752.9651800403226 s
T(t) = 26.643 C
Integral = 628.5418898787022 Cs
=======================
Cm = (7.559069184912088 +/- 0.2813624490527579) J/K
Tm = (31.975933333333334 +/- 0.0072522793351857354) C
T0 = (25.96199896237193 +/- 0.0062265169489020365) C
t0 = 104.83515362903222 s
t = 813.6089252016129 s
T(t) = 26.585 C
Integral = 668.0463897889174 Cs
=======================
Cm = (7.529570856299085 +/- 0.2901065559180526) J/K
Tm = (31.975933333333334 +/- 0.0072522793351857354) C
T0 = (25.96199896237193 +/- 0.0062265169489020365) C
t0 = 104.83515362903222 s
t = 881.8331385080646 s
T(t) = 26.532 C
Integral = 709.5738155440116 Cs
=======================
Cm = (7.542957933156321 +/- 0.2998504173528897) J/K
Tm = (31.975933333333334 +/- 0.0072522793351857354) C
T0 = (25.96199896237193 +/- 0.0062265169489020365) C
t0 = 104.83515362903222 s
t = 1003.120628830645 s
T(t) = 26.444 C
Integral = 774.035322392732 Cs
=======================
Cm = (7.532231412785772 +/- 0.31464131981767074) J/K

Megnyitva: /u1/measures/H50LWW/fajho_beejteses
Kaloriméter kalibrációs paraméterek:
Cp = (22.36322047460123 +/- 0.16375767113687284) J/K
Alfa = (0.03990606844377906 +/- 0.0003261396796195771) W/K
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   -3.361393296918389e-05      +/-   2.0770765955101668e-05      (6.179e+01%)
Param-1:   25.888476177910604      +/-   0.001415267520277131      (5.467e-03%)
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   1.8451526300977932      +/-   0.0011215807203343818      (6.079e-02%)
Param-1:   0.001323325980687536      +/-   3.6764935695934793e-06      (2.778e-01%)
Param-2:   25.962303808003632      +/-   0.0016189127916566473      (6.236e-03%)
Megnyitva: /u1/measures/H50LWW/fajho_egyuttmeres
Kaloriméter kalibrációs paraméterek:
Cp = (22.36322047460123 +/- 0.16375767113687284) J/K
Alfa = (0.03990606844377906 +/- 0.0003261396796195771) W/K
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   -2.4131651801484466e-05      +/-   2.3117496906386222e-05      (9.580e+01%)
Param-1:   25.997706613165704      +/-   0.0016947073363133528      (6.519e-03%)
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   11.526312422916053      +/-   0.005572455116136123      (4.835e-02%)
Param-1:   0.0013643210731913691      +/-   1.282645163723975e-06      (9.401e-02%)
Param-2:   26.28357405613764      +/-   0.0022676516419375386      (8.628e-03%)
Final set of parameters            Asymptotic Standard Error: 
=======================            ==========================
Param-0:   0.029667692373679378      +/-   8.248816910676575e-06      (2.780e-02%)
Param-1:   21.637157456597492      +/-   0.0023287026871875323      (1.076e-02%)
R = (4.6 +/- 0.01) Ohm

Cm-hez szükséges adatok:
R = (4.6 +/- 0.01) Ohm
U = (2.0093088235294116 +/- 0.003239268948667146) V
a = (0.029667692373679378 +/- 8.248816910676575e-06) K/s
=======================
Ck = (29.583651918764062 +/- 0.16792317897485518) J/K
Cm = (7.220431444162831 +/- 0.331680850111728) J/K
R = (4.6 +/- 0.01) Ohm

Cm-hez szükséges adatok:
R = (4.6 +/- 0.01) Ohm
U = (2.0093088235294116 +/- 0.003239268948667146) V
a = (0.029667692373679378 +/- 8.248816910676575e-06) K/s
=======================
Ck = (29.583651918764062 +/- 0.16792317897485518) J/K
Cm = (7.220431444162831 +/- 0.331680850111728) J/K