Goal: correct Vdep obtained from simulation; then compare to data
Why: two reasons:
     1) correct for annealing (done in reality, not in simulation)
     2) correct for temperature and frequence (scale to f=10kHz and t = 20 º C)

1) annealing correction
gc = 1.49e-2 1/cm
phi = 1e15 neq/cm^2
ga = 1.81e-2 1/cm
tau_a (60ºC) = 24.1 min
t = 80 min

 ga * phi * TMath::Exp(-t/tau_a)
(double)6.54692161401129150e+11

gc * phi 
(double)1.49000000000000000e+13

gc * phi - ga * phi * TMath::Exp(-t/tau_a)
(double)1.42453078385988711e+13

A_annealing~ 4 % effect

2) A_CV correction factor

data) t= -20 ºC, f = 1 kHz
simu) t= 300 K, f = 1kHz

scaling to f=10 kHz, t = 20 ºC:

data) A_CV^data = 0.93
simu) A_CV^simu = 0.85

A_CV ~ 9 % effect

so, Vdep^data = 340 V
    Vdep^simu = 621 V

corrected, Vdep^data = 316 V
           Vdep^simu = 486 V

diff [%] = 54

Errors? 
a) e_phi = 8%
b) e_CV_corr = ?
c) e_fit = ? (Expect HUGE)
d) e_annealing_correction = ?