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c******************************************************************************
c* AXITRA Version 3.0 *
c* PROGRAMME SOURCE *
c* *
c* Calcul de la reponse frequentielle due a une source particuliere *
c* *
c* Entree : Fonction de transfert Deplacement/Force ??
c* Sortie : sismogramme en vitesse (m/s) *
c* *
c******************************************************************************
subroutine source( )
parameter (ncp=15,nrp=3000,ntp=2048,nlsrc=100)
dimension hc(ncp),vp(ncp),vs(ncp),rho(ncp),xr(nrp),
& yr(nrp),zr(nrp),a(6),qp(ncp),qs(ncp)
complex*16 urs(ntp,nrp,6),uts(ntp,nrp,6),uzs(ntp,nrp,6),ai
complex*16 ux(ntp),uy(ntp),uz(ntp),uu,omega,us(ntp),shx
character filein*11,fileout*10
character filename*300
integer iwk(ntp)
real*8 lambda
real*8 uur,uui
namelist /input/nc,nfreq,tl,aw,nr,xl,ikmax,uconv,xs,ys,zs,nsrc
c added by Hugo, to compute several sub-faults
complex*16 unx(ntp), uny(ntp), unz(ntp)
real pr(nrp,3),xsr(1,3),d(nrp,3),teta(nrp)
complex*16 un(ntp), ue(ntp) !N-S and E-W components
real sca !scale factor, not sure is necessary
integer iforc, nforc
integer reclent
real vector_out(ntp)
pi=3.1415926535
pi2=2.*pi
ai=(0.,1.)
filein='axi.data'
fileout='axi.sis'
open (10,form='formatted',file=filein)
open (9,form='unformatted',file='axi.res')
open (11,form='unformatted',file=fileout)
rewind(11)
c++++++++++++
c Lecture de la fonction source
c++++++++++++
write(6,*) 'fonction source ?'
write(6,*) '1 : Ricker '
write(6,*) '2 : step '
write(6,*) '3 : fonction stockee sur fichier <axi.sou>'
write(6,*) '4 : triangle '
write(6,*) '5 : Gauss'
c read(5,*) ics
c fixed to Gaussian
ics = 5
write(6,*) 'Fixed to Gaussian shape ics: ', ics
write(6,*) 'Sismogramme ?'
write(6,*) '1: en deplacement (m)'
write(6,*) '2: en vitesse (m/s)'
write(6,*) '3: en acceleration (m/s/s)'
c read(5,*) icc
c fixed to deplacement
icc = 1
write(6,*) 'Fixed to displacement icc: ', icc
c Le parametre t0 permet d'introduire un offset dans la
c fonction source et le sismogramme. Il n'est pas utilise ici
write(6,*) 'dt0'
c read(5,*) dt0
c delay of 1. sec
dt0=1.
write(6,*) 'delay dt0: ', dt0
c++++++++++++
c Lecture des fonctions de transfert
c++++++++++++
read(10,input)
c read(10,*)
do 3 ic=1,nc
3 read(10,*) hc(ic),vp(ic),vs(ic),rho(ic),qp(ic),qs(ic)
do 4 ir=1,nr
read(10,*) xr(ir),yr(ir),zr(ir)
! THIS PART IS MODIFIED BY HUGO TO KNOW THE X Y Z components
pr(ir,1:3) = [xr(ir), yr(ir), zr(ir)]
xsr(1,1:3) = [xs, ys, zs]
d(ir,:) = pr(ir,:) - xsr(1,:)
teta(ir) = atan(d(ir,2)/d(ir,1))
if ( (d(ir,1) .gt. 0) .and. (d(ir,2) .gt. 0 ) ) then
!nothing to do, angle is in first quadrant
elseif ( (d(ir,1) .gt. 0) .and. (d(ir,2) .lt. 0 ) ) then
!second quadrant
teta(ir) = pi2 + teta(ir)
elseif ( (d(ir,1) .lt. 0) .and. (d(ir,2) .lt. 0 ) ) then
!third quadrant
teta(ir) = teta(ir) + pi
elseif ( (d(ir,1) .lt. 0) .and. (d(ir,2) .gt. 0 ) ) then
!fourht quadrant
teta(ir) = teta(ir) + pi
else
endif
4 print *, ir, pr(ir,:)!, d(ir,:), teta(ir)
!---------------------------------------------------------------
close(10)
close(11)
do 5 if=1,nfreq
read(9)((urs(if,ir,is),is=1,3),ir=1,nr)
read(9)((uts(if,ir,is),is=1,3),ir=1,nr)
read(9)((uzs(if,ir,is),is=1,3),ir=1,nr)
1000 format(3(2e14.8,1x))
5 continue
close(9)
c not usefull for computation I guess
c do 44 ir=1,nr
c filename = '';
c write(filename,1066) 'f_xr_yr_zr_xt_yt_zt_xz_yz_zz_R',ir,'r.txt'
c open (100000+ir+100,form='formatted',file=trim(filename))
c filename = '';
c write(filename,1066) 'f_xr_yr_zr_xt_yt_zt_xz_yz_zz_R',ir,'t.txt'
c open (100000+ir+200,form='formatted',file=trim(filename))
c filename = '';
c write(filename,1066) 'f_xr_yr_zr_xt_yt_zt_xz_yz_zz_R',ir,'z.txt'
c open (100000+ir+300,form='formatted',file=trim(filename))
c 1066 format(A,I0,A)
c do 55 if=1,nfreq
c write(100000+ir+100,'(i0)') if
c write(100000+ir+200,'(i0)') if
c write(100000+ir+300,'(i0)') if
c write(100000+ir+100,1055) (real(urs(if,ir,is)),is=1,3)
c write(100000+ir+200,1055) (real(uts(if,ir,is)),is=1,3)
c write(100000+ir+300,1055) (real(uzs(if,ir,is)),is=1,3)
c write(100000+ir+100,1055) (imag(urs(if,ir,is)),is=1,3)
c write(100000+ir+200,1055) (imag(uts(if,ir,is)),is=1,3)
c write(100000+ir+300,1055) (imag(uzs(if,ir,is)),is=1,3)
c 55 continue
c 1055 format(3(f23.18,2x))
c close(100000+ir+100)
c close(100000+ir+200)
c close(100000+ir+300)
c 44 continue
c end of useless writing stuff
c++++++++++++
c isc = indice de la couche contenant la source
c++++++++++++
hh=0.
isc=1
zsc=zs
do 9 ic=1,nc-1
hh=hc(ic)
if (zsc.gt.hh) then
zsc=zsc-hh
isc=ic+1
else
goto 91
endif
9 continue
91 continue
write(6,*) 'Source in layer= ',isc
c++++++++++++
c Parametres du sismogramme, nbre de points = 2**mm
c++++++++++++
write(6,*) 'nfreq= ',nfreq
xmm=log(real(nfreq))/log(2.)
mm=int(xmm)+2
mm=min(mm,11)
nt=2**mm
c write(6,*) 'xmm=',xmm
c write(6,*) 'mm=',mm
write(6,*) 'nt= ',nt
dfreq=1./tl
write(6,*) 'dfreq= ',dfreq
c write(11) nr,nt,tl/nt
aw=-pi*aw/tl
rmu=vs(isc)*vs(isc)*rho(isc)
rlambda=vp(isc)*vp(isc)*rho(isc)-2.*rmu
c++++++++++++
c Choix du type de source
c++++++++++++
c call system('clear')
c write (6,*) 'composante de la force ?'
c write (6,*)
c write(6,*) 'Fx ?'
c read(5,*) a(1)
c write(6,*) 'Fy ?'
c read(5,*) a(2)
c write(6,*) 'Fz ?'
c read(5,*) a(3)
c write(6,*)
write(6,*) 'Force 1:X 2:Y 3:Z '
c++++++++++++
c Fonction source et choix de la frequence de la source
c++++++++++++
if ((ics.eq.1).or.(ics.eq.2).or.(ics.eq.4)) t0=tl*3.5/nfreq
if (ics.eq.3) open (12,form='formatted',file='axi.sou')
if (ics.eq.1) then
write(6,*) "t0?"
read(5,*) t0
endif
if (ics.eq.5) then
c write(6,*) "tp"
c read(5,*) t0
t0 = 0.5
write(6,*) 'Period Gaussian tp: ', tp
endif
us = (0.,0.)
do if=1,nfreq
freq=float(if-1)/tl
omega=cmplx(pi2*freq,aw)
if (icc.eq.1) deriv=1.
if (icc.eq.2) deriv=ai*omega
if (icc.eq.3) deriv=(ai*omega)*(ai*omega)
c Source = Ricker en deplacement
if (ics.eq.1) then
uu=omega*t0
uu=uu*uu/pi2/pi2
uu=exp(-uu)
uu=omega*omega*uu*tl/nt
us(if)=exp(-ai*omega*dt0)*uu*deriv
endif
c Source = triangle en deplacement
if (ics.eq.4) then
t0=.5
uu=exp(ai*omega*t0/4.)
uu=(uu-1./uu)/2./ai
uu=uu/(omega*t0/2.)
us(if)=uu*uu**exp(-ai*omega*dt0)*deriv
endif
c Source = step en deplacement
if (ics.eq.2) then
shx=exp(omega*pi*t0/3.)
shx=1./(shx-1./shx)
uu=-ai*t0*pi*shx*tl/nt
us(if)=exp(-ai*omega*dt0)*uu*deriv
endif
c Source = fichier 'axi.sou'
c sismogramme dans l'unite choisie dans le fichier
if (ics.eq.3) then
read(12,*) uur,uui
us(if)=exp(-ai*omega*dt0)*cmplx(uur,uui)
endif
c gausiana
if (ics.eq.5) then
tp=t0 * pi/4
ts=dt0
fmax = (nt-1) * dfreq
c f = linspace(0,fmax,nf);
omega_p = 2*pi / tp
omega = 2*pi*freq
b = omega / omega_p;
c % factorDeEscala = (tp/pi^.5); % Factor de escala teÛrico
us(if) = exp(-b**2) * exp(-ai * omega * ts)
c write(6,*) us(if)
endif
enddo
if (ics.eq.3) close(12)
c graficar funciona de amplitud
open(5429321,form='formatted',file='funcAmp.txt')
do if=1,nfreq
write(5429321,1054) real(us(if)), imag(us(if))
enddo
close(5429321)
1054 format(2(f23.18,2x))
c++++++++++++
c Calcul des sismogrammes
c++++++++++++
c++++++++++++
c Opening output files
c++++++++++++
reclent = nt*4
open (20,form='unformatted',file='axi.x',
& access='DIRECT',recl=reclent)
open (21,form='unformatted',file='axi.y',
& access='DIRECT',recl=reclent)
open (22,form='unformatted',file='axi.z',
& access='DIRECT',recl=reclent)
open (23,form='unformatted',file='axi.n',
& access='DIRECT',recl=reclent)
open (24,form='unformatted',file='axi.e',
& access='DIRECT',recl=reclent)
c loop over three forces
iforcir = 1
nforc = 3
do 300 iforc = 1,nforc
if ( iforc .eq. 1 ) then
a(1:3) = [1., 0., 0.]
elseif ( iforc .eq. 2 ) then
a(1:3) = [0., 1., 0.]
else
a(1:3) = [0., 0., 1.]
endif
do 30 ir=1,nr
ux = (0.,0.); uy = (0.,0.); uz = (0.,0.)
c do if=1,nt
c ux(if)=(0.,0.)
c uz(if)=(0.,0.)
c uy(if)=(0.,0.)
c enddo
do is=1,3
c write(6,*) a(is)
do if=1,nfreq
c write(6,*) urs(if,ir,is), uts(if,ir,is), uzs(if,ir,is)
ux(if)=a(is)*urs(if,ir,is)+ux(if)
uy(if)=a(is)*uts(if,ir,is)+uy(if)
uz(if)=a(is)*uzs(if,ir,is)+uz(if)
enddo
enddo
c multiplication par la fonction source
do if=1,nfreq
c write(6,*) ir,if,us(if)
c write(6,*) ux(if),uy(if),uz(if)
ux(if)= us(if)*ux(if)
uy(if)= us(if)*uy(if)
uz(if)= us(if)*uz(if)
c write(6,*) ux(if)
enddo
c on complete le spectre pour les hautes frequences
c avec inversion du signe de la partie imaginaire pour
c la FFT inverse qui n'existe pas avec fft2cd
do if=nt+2-nfreq,nt
ux(if)=conjg(ux(nt+2-if))
uy(if)=conjg(uy(nt+2-if))
uz(if)=conjg(uz(nt+2-if))
enddo
call fft2cd(ux,mm,iwk)
call fft2cd(uy,mm,iwk)
call fft2cd(uz,mm,iwk)
!=====================================
C THIS IS NEEDED TO SCALE SISMOGRAMS
sca = (tl/(nt-1))/( real(nfreq))/sqrt(real(nt*2)) ! escala
!=====================================
do it=1,nt
ck=float(it-1)/nt
cc=exp(-aw*tl*ck)/tl
ux(it)=ux(it)*cc*sca
uy(it)=uy(it)*cc*sca
uz(it)=uz(it)*cc*sca
!------ ROTATION TO CARTESIAN COORDINATES
un(it) = sin(teta(ir))*ux(it)-cos(teta(ir))*uy(it);
ue(it) = cos(teta(ir))*ux(it)+sin(teta(ir))*uy(it);
!----------------------------------------------------------------
enddo
c do it=1,nt
c vector_out(1:nt) = ((sngl(dreal(ux(1:nt)))))
c write(20,rec=iforcir) vector_out
c vector_out(1:nt) = ((sngl(dreal(ux(1:nt)))))
c write(20,rec=iforcir) ((sngl(dreal(ux(it)))))
c vector_out(1:nt) = ((sngl(dreal(ux(1:nt)))))
c write(21,rec=iforcir) ((sngl(dreal(uy(it)))))
vector_out(1:nt) = ((sngl(dreal(uz(1:nt)))))
write(22,rec=iforcir) vector_out(1:nt)
vector_out(1:nt) = ((sngl(dreal(un(1:nt)))))
write(23,rec=iforcir) vector_out(1:nt)
vector_out(1:nt) = ((sngl(dreal(ue(1:nt)))))
write(24,rec=iforcir) vector_out(1:nt)
c enddo
iforcir = iforcir + 1
30 continue
300 continue
c close(20)
c close(21)
close(22)
close(23)
close(24)
return
endsubroutine source