Example #1
0
    k_vec=k_vec[0:nn]

    for tt in range(0,len(Ampli)):
        if Ampli[tt]<1/np.e:
            break
    decaytime=k_vec[tt]

    fig=plt.figure()
    ax=fig.gca()
    plt.plot(k_vec,Ampli,'k*')
    ax.set_ylabel('Amplitudes')


    #Plotting if time is longer than decaytime
    if t>2.*decaytime*dt:
        Aq1,Bq1=myftransform(initeta)
        Aq2,Bq2=myftransform(eta[:,decaytime])
        Aq3,Bq3=myftransform(eta[:,2*decaytime])
        Spectrum1=1./2*(Aq1**2 + Bq1**2)/(1./dx)
        Spectrum2=1./2*(Aq2**2 + Bq2**2)/(1./dx)
        Spectrum3=1./2*(Aq3**2 + Bq3**2)/(1./dx)
        freqs1=np.arange(1,len(Aq1))*(1./len(x))
        freqs2=np.arange(1,len(Aq2))*(1./len(x))
        freqs3=np.arange(1,len(Aq3))*(1./len(x))
        fig=plt.figure()
        ax=fig.gca()
        plt.loglog(freqs1,Spectrum1[1:],'k-')
        ax.set_ylabel('Energy density [m$^3$]')
        ax.set_xlabel('Wave number [m$^{-1}$]')
        plt.show()
        fig=plt.figure()
Example #2
0
ax=fig.gca()
ax.plot(time,temp_surf,label='T$_{surf}$')
ax.plot(time,temp_200,label='T$_{200}$')
ax.set_ylabel('Temperature [C]')
ax.set_xlabel('Time [year]')
ax.legend(bbox_to_anchor=(1.01, 1), loc=2, borderaxespad=0., prop={'size':18})
plt.show()

#This next section converts data from aray to dataframe so pandas can be used
#and values can be interpolated.
surfdata=pd.Series(temp_surf)
tsurf=surfdata.interpolate('linear').values#interpolated surface temperatures
data200=pd.Series(temp_200)
t200=data200.interpolate('linear').values#interpolated z=200 m temps

Asurf,Bsurf=myftransform(tsurf)#Coefficients of fourier series
Ssurffft=np.abs((np.fft.rfft(tsurf)))#Python's energy spectrum
Ssurf=1./2*(Asurf**2 + Bsurf**2)/(1./months)#Energy spectrum from coeff
A200,B200=myftransform(t200)#Coefficients for depth 200 m
S200=1./2*(A200**2 + B200**2)/(1./months)#Energy from coeffs
S200fft=np.abs((np.fft.rfft(t200)))#Pythons fft spectrum
qvals=np.arange(0,len(tsurf)/2+1,1)#Amount of q's in series
freqs=(1.*qvals/months)#frequency band of inspection
sigma=2.*np.pi*(1./months)#Characteristic frequency

#fig=plt.figure(2)#Interpolated temp profiles
#ax=fig.gca()
#ax.plot(time,tsurf,label='T$_{surf}$')
#ax.plot(time,t200,label='T$_{200}$')
#ax.set_ylabel('Temperature [C]')
#ax.set_xlabel('Time [year]')