229779492-metode-analisis-geofisika-doc.doc

  • June 2020
  • PDF

This document was uploaded by user and they confirmed that they have the permission to share it. If you are author or own the copyright of this book, please report to us by using this DMCA report form. Report DMCA


Overview

Download & View 229779492-metode-analisis-geofisika-doc.doc as PDF for free.

More details

  • Words: 1,080
  • Pages: 7
Punya dhee2 a=input('masukkan nilai a:'); fprintf('nilai a adalah %g',a); f=input('masukkan nilai f:'); fprintf('nilai f adalah %g',f); t=input('masukkan nilai t:'); fprintf('nilai t adalah %g',t) fase=input('masukkan nilai fase:'); phase=(fase*pi)/180; T=0:.1:t; y=a*(sin((2*pi*f*T)+phase)); n=t; for i=1:n s(i)=1 end subplot(311); plot(T,y); subplot(312); stem(s); subplot(313); stem(T,y);

subplot(3,1,1); plot(T,y); %penggambaran grafik fungsi sinus title('Grafik Fungsi Sinus'); xlabel('t'); ylabel('y(t)'); subplot(3,1,2); stem(s); subplot(3,1,3); stem(T,y); %penggambaran nilai fungsi waktu diskrit title('Grafik Hasil Digitalisasi'); xlabel('t'); ylabel('yi'); grid on

PROGRAM FILTER

punya astha

%---------------------------------%Program Digitalisasi Fungsi Sinus %Oleh : Astha Dandari (11792) %---------------------------------clear all; clc; disp('-------------------------------'); disp('Program Fungsi Sinus'); disp('-------------------------------'); a f t Q

= = = =

input('Nilai Amplitudo (a) = '); input('Nilai Frekuensi (f) = '); input('Time (t) = '); input('Fase (Q) = ');

phase=(Q*pi)/180; T = 0:.1:t; y = a*sin((2*pi*f*T)+phase); n=t; for i=1:n s(i)=1 end

%input %input %input %input

amplitudo frekuensi waktu fase

%waktu dari 0 sampai t %fungsi sinus

%FILTERING f1=20; a1=1.0; f2=35; a2=0.75; f3=15; a3=1.25; f4=40; a4=0.60; f5=50; a5=1.5; f6=25; a6=1.15; %waktu sampling, frek cut off, jumlah data sampling dt=0.001; n=512; FL=15; FH=45; %jumlahan fungsi sinus for i=1:n; s1(i)=a1*sin(2*pi*f1*dt*(i-1)); s2(i)=a2*sin(2*pi*f2*dt*(i-1)); s3(i)=a3*sin(2*pi*f3*dt*(i-1)); s4(i)=a4*sin(2*pi*f4*dt*(i-1)); s5(i)=a5*sin(2*pi*f5*dt*(i-1)); s6(i)=a6*sin(2*pi*f6*dt*(i-1)); s=s1+s2+s3+s4+s5+s6; end subplot (7,1,1); plot(s1); subplot (7,1,2); plot(s2); subplot (7,1,3); plot(s3); subplot (7,1,4); plot(s4); subplot (7,1,5); plot(s5); subplot (7,1,6); plot(s6); subplot (7,1,7); plot(s); title('Hasil Jumlahan Gelombang Sinus'); xlabel('Time (s)'); ylabel('Amplitudo');

%filtering FN=1/(2*dt); WN=2*pi*FN; WL=2*pi*FL; WH=2*pi*FH; m=512; %low pass filter %tanggap impulse wo=WL/WN; LP(1)=2*wo; for i=2:m; LP(i)=2*wo*sin(pi*wo*(i-1))/(pi*wo*(i-1)); end for i=1:m; HL(i)=LP(m-i+1); HL(m+i)=LP(i); end figure subplot(3,2,1); plot(HL,'b'); title('Tanggap Impulse Low Pass Filter'); xlabel('m'); ylabel('h(n)'); %zerophase response LPF=abs(fft(HL,128)); subplot(3,2,2); plot(LPF,'r'); title('Zero Phase Response'); xlabel('Frekuensi Hz'); ylabel('H(F)'); %Filtering dengan LPF L= conv(HL,s); subplot(3,2,3); plot(L,'r'); title('Filtering Gelombang dengan LPF'); xlabel('Time'); ylabel('Amplitudo'); %Band Pass w2=WH/WN; w3=WL/WN; BP(1)=(WH-WL)/WN; for i=2:m; BP(i)=2/(pi*i)*(sin((i-1)*pi*w2)-sin((i-1)*pi*w3)); end for i=1:m; hB(i)=BP(m-i+1); hB(m+i)=BP(i); end figure subplot (3,3,1); plot(hB,'b'); title('Tanggap Impulse BP Filter'); xlabel('n'); ylabel('h(n)'); %Zero Phase %zerophase response

LPF=abs(fft(hB,128)); subplot(3,3,2); plot(LPF,'r'); title('Zero Phase Response'); xlabel('Frekuensi Hz'); ylabel('H(F)'); %Filtering dengan LPF L= conv(hB,s); subplot(3,3,3); plot(L,'r'); title('Filtering Gelombang dengan LPF'); xlabel('Time'); ylabel('Amplitudo'); %HPF w1=WH/WN; HP(1)=(WN-WH)/WN; for i=2:m; HP(i)=-2*w1*(sin((i-1)*pi*w1)/((i-1)*pi*w1)); end for i=1:m; hH(i)=HP(m-i+1); hH(m+i)=HP(i); end figure subplot(1,1,1); plot(hH); title('High Pass Filter');

dst LPF

clear all; dt=0.001; fl=30; fn=1/(2*dt); wl=2*3.14*fl; wn=2*3.14*fn; w0=wl/wn; w(1)=2*(wl/wn); n=128; for i=2:n; w(i)=2*(wl/wn)*(sin((i-1)*3.14*(wl/wn))/((i-1)*3.14*(wl/wn))); end; for i=1:n; h(i)=w(n-i+1); h(n+i)=w(i); end; figure; %1 %subplot(1,3,1); plot(w); title('Tanggapan Impulse Satu Sisi LPF-FIR'); xlabel('Waktu (mSec)'); pause; figure; %2 %subplot(1,3,1); plot(h(1:256)); title('Tanggapan Impulse LPF-FIR'); xlabel('Waktu (mSec)'); pause; H = fft(h,256);

HH=abs(H); mx=max(HH); PH = H.*conj(H)/256; f = 1000/256*(0:127); %subplot(1,3,2); figure; %3 plot(f(1:25),PH(1:25)); title('Spektrum Amplitudo LPF-FIR'); xlabel('Frekuensi (Hz)'); pause; DB=20*log(HH/mx); %subplot(1,3,3); figure; %4 plot(f(1:25),DB(1:25)); title('Bode Plot LPF-FIR'); xlabel('Frekuensi (Hz)'); pause; m=1000; for i=1:m; x(i)=5*sin(2*pi*5*(i-1)*dt)+2*sin(2*pi*20*(i-1)*dt); x(i)=x(i)+1.5*sin(2*pi*80*(i-1)*dt)+2*sin(2*pi*100*(i-1)*dt); end; figure; %4 plot(x); title('Sinyal Input'); xlabel('Waktu (Det)'); pause; X=fft(x,512); PX=X.*conj(X)/512; figure; %5 plot(f(1:128),PX(1:128)); title('Spektrum Amplitudo Sinyal Input'); xlabel('Frekuensi (Hz)'); pause; y=conv(x,h); Y=fft(y,512); PY=Y.*conj(Y)/512; figure; %6 plot(f(1:128),PY(1:128)); title('Spektrum Amplitudo Hasil LPF'); xlabel('Frekuensi (Hz)'); pause; figure %7 plot(y); title('Sinyal Output Hasil LPF'); xlabel('Waktu (Det)');

BPF

clear all; dt=0.001; fl=20; fh=80; fn=1/(2*dt); wh=2*3.14*fh; wl=2*3.14*fl; wn=2*3.14*fn;

w0=(wh-wl)/wn; n=128; w(1)=w0; %(2/3.14)*(sin(3.14*wh/wn)-sin(3.14*wl/wn)); for i=2:n; w(i)=(2/(i-1)*3.14)*(sin((i-1)*3.14*wh/wn)-sin((i1)*3.14*wl/wn)); end; for i=1:n; h(i)=w(n-i+1); h(n+i)=w(i); end; figure; plot(w); pause; figure; plot(h); H = fft(h,256); HH=abs(H); mx=max(HH); PH = H.*conj(H)/256; f = 1000/256*(0:127); %subplot(1,3,2); figure; %3 plot(f(1:25),PH(1:25)); title('Spektrum Amplitudo LPF-FIR'); xlabel('Frekuensi (Hz)'); pause;

LPF DIDI

t = 0:.002:10; f1=5; f2=20; f3=25; f4=30; f5=60; y=5*sin(2*pi*f1*t)+2.5*sin(2*pi*f2*t)+1.5*sin(2*pi*f3*t) +0.5*sin(2*pi*f4*t)+3*sin(2*pi*f5*t); Y=fft(y); m=abs(Y); subplot(2,1,1), plot(t,y); title('Grafik Sinyal') subplot(2,1,2), plot(t*50,m);axis ([0 100 0 15000]) n=1:length(t)/2+1; L=0.04*sin(n*pi*0.02)./(n*pi*0.02); m=length(n); for i=1:m a(m+i-1)=L(i); a(i)=L(m-i+1); end q=-length(t)/2:length(t)/2-1; figure(); plot(q,a); axis ([-1000 1000 -.04 .1])

title('Low Pass Filter') h=conv(L,y); d=fft(h); e=abs(d); s=1:length(h); figure(); subplot(2,1,1), plot(s,h);axis ([0 10 -20 20]) title('Grafik Sinyal setelah di LPF(20)') subplot(2,1,2), plot(s/15,e); axis ([0 100 0 30000])

HPF DIDI

t = 0:.002:10; f1=5; f2=20; f3=25; f4=30; f5=60; y=5*sin(2*pi*f1*t)+2.5*sin(2*pi*f2*t)+1.5*sin(2*pi*f3*t) +0.5*sin(2*pi*f4*t)+3*sin(2*pi*f5*t); Y=fft(y); m=abs(Y); subplot(2,1,1), plot(t,y); title('Grafik Sinyal') subplot(2,1,2), plot(t*50,m);axis ([0 100 0 15000]) n=1:length(t)/2+1; L=-(0.04)./(n*pi*0.08).*sin(n*pi*0.08); m=length(n); for i=1:m a(m+i-1)=L(i); a(i)=L(m-i+1); end q=-length(t)/2:length(t)/2-1; figure(); plot(q,a); axis ([-600 600 -.04 0.01]) title('High Pass Filter') h=conv(L,y); d=fft(h); e=abs(d); s=1:length(h); figure(); subplot(2,1,1), plot(s,h);axis ([0 10 -20 20]) title('Grafik Sinyal setelah di HPF(20)') subplot(2,1,2), plot(s/15,e);axis ([0 100 0 10000])

BPF DIDI

t = 0:.002:10; f1=5; f2=20; f3=25; f4=30; f5=60; y=5*sin(2*pi*f1*t)+2.5*sin(2*pi*f2*t)+1.5*sin(2*pi*f3*t) +0.5*sin(2*pi*f4*t)+3*sin(2*pi*f5*t); Y=fft(y);

m=abs(Y); subplot(2,1,1), plot(t,y); title('Grafik Sinyal') subplot(2,1,2), plot(t*50,m);axis ([0 100 0 15000]) n=1:length(t)/2+1; L=(2./(n*pi)).*(sin(n*pi*0.12)-sin(n*pi*0.08)); m=length(n); for i=1:m a(m+i-1)=L(i); a(i)=L(m-i+1); end q=-length(t)/2:length(t)/2-1; figure(); plot(q,a); axis ([-1000 1000 -.05 0.05]) title('Band Pass Filter') h=conv(L,y); d=fft(h); e=abs(d); s=1:length(h); figure(); subplot(2,1,1), plot(s,h);axis ([0 10 -20 20]) title('Grafik Sinyal setelah di BPF(20-30)') subplot(2,1,2), plot(s/15,e); axis ([0 100 0 10000])

AUTO KORE

f=10; A=5; for i=1:1000 y(i)=A*sin(2*pi*f*0.001*(i-1)); end; for i=1:1000 z(i)=A*sin(2*pi*f*0.001*(i-1)); end; La=length(y); Lb=length(z); Lc=La+Lb-1; for i=1:Lc; c(i)=0.0; end; for i=1:La; for j=1:Lb; k=i+j-1; c(k)=c(k)+y(i)*z(j); end; end; subplot(121);plot(c);

title(['kross korelasi']) K=crosscorr(y,z);subplot(122);plot(K); title(['krosskorelasi matlab']);

AUTO KONVO

a=[1,2,3] b=[1,2,3] La=length(a); Lb=length(b); Lc=La+Lb-1; for i=1:Lc i=i+1 c(i)=0.0; end for j=1:Lb i=1:La k=i+j-1 c(k)=c(k)+a(i)*b(j) end plot(c)

RICKER WAVELET (tdomain??)

n=75; f=30; dt=0.001; phi=3.14159; n1=(n+1)/2; b=1/(phi*f); for i=1:n1 t1=(i-1)*dt; t2=b; t3=t1/t2; t4=t3*t3; rc(i)=(1-2*t4)*exp(-t4); end; for i=1:n1 rick(n1+i)=rc(i); rick(i)=rc(n1-i+1); end; plot(rick);

RWAVELET

%------------------------------%PROGRAM PEMBUATAN RICKERWAVELET %------------------------------function [R]=rickerwavelet n=25;dt=0.002;f=40; for i=1:n;

a=1-2*(pi*f*dt*(i-1))^2; b=exp(-(pi*f*dt*(i-1))^2); r(i)=a*b; t(i)=dt*(i); end; plot(t,r); title('WAVELET SATU SISI') grid on; for i=1:n R(n+i-1)=r(i); R(i)=r(n-i+1); end k=2*n-1 for i=1:k T(i)=dt*(i); end figure; plot(T-0.05,R); title('TWO SIDED WAVELET') grid on;

JEJAK SEISMIK

lp=700; nr=199; fr=30.0; dt=0.002; np=(nr+1)/2; for i=1:lp x(i)=0.0; x(25)=0.5; x(50)=-0.75; x(75)=0.1; x(100)=0.3; x(200)=0.4; x(400)=-0.2; x(420)=-0.4; x(500)=-0.6; x(600)=0.6; x(650)=0.8; x(675)=-0.2; end for i=1:np t=(i-1)*dt; b=(pi*fr*t)^2;

end

rx(i)=(1-2*b)*exp(-b);

for i=1:np rc(np+i)=rx(i); rc(i)=rx(np-i+1); end y=conv(x,rc); subplot (3,1,1); plot(x,'b'); title('Koefisien Refleksi') subplot (3,1,2); plot(rc,'r'); title('Ricker Wavelet') subplot (3,1,3); plot(y); title('Trace Seismik')

KONVO FORTRAN

10 20 30 40

50 60

dimension K(100), M(200), N(300) write(*,' (20x,A)')'Konvolusi' write(*,' (20x,A)')'Masukkan nilai m dan n' write(*,' (20x,A)')'Juga nilai a dan b' write(*,10) read(*,20) format(1x, 'Jumlah M :',M4,/) format (M3) write(*,30) read(*,40) format(1x,' Jumlah N :',N4,/) format(N3) do 100 I=1,M write(*,50)I read(*,70)A(I) format(1x,'data a ke-',M4,':')

do 110 J=1,N write(*,60)Jformat(1,x'data b ke-',N4,':') 100 format(F7.2,/) 110 format(F7.2,/) jumlah data A = M jumlah data B = N K = N + M -1 do L=1,K c(L) = 0.0

continue do I=1,M do J=N,1,-1 L=I+J-1 C(L) = C(L) + A(I) * B(J) continue do L=1,K Write (*,*) C(L) stop end SIGMA + SISIR DIRAC

b1=5; b2=1.5; f1=5; f2=20; dT=0.002; n=500; for i=1:n; a(i)=(b1*sin(2*pi*f1*dT*(i-1)))+(b2*sin(2*pi*f2*dT*(i-1))); end; fr=30; idT=4; n=500; for i=1:n;x(i)=0; end; j=1; for i=1:n; x(j)=1;j=j+idT; end; for i=1:n; y(i)=a(i)*x(i); end; subplot(3,1,1);plot(a(1:100)); subplot(3,1,2);plot(x(1:100)); subplot(3,1,3);plot(y(1:100));

PROGRAM SUM FORTRAN DIMENSION A(300) WRITE(*,'(20x,A)')'PROGRAM SUM' write(*,50) read(*,100)N

50 format(1x, 'jumlah data:',I4,/) 100 format (I3) DO 150 I=1,N write(*,60)I read(*,110)A(I) 60 format (1x, 'data ke- ',I4,':') 110 format(F7.2,/) 150 continue s=0.0 do 200 I=1,N s=s+A(I) 200 continue do 225 i=100,100 s=s*i 225 continue write (*,250)s 250 format (1x,'jumlah nilainya : ',F7.2,/) stop end

PROSES DIGITALISASI b1=5; b2=1.5; f1=5; f2=20; dT=0.004; n=500; for i=1:n;

a(i)=(b1*sin(2*pi*f1*dT*(i-1)))+(b2*sin(2*pi*f2*dT*(i-1))); end for i=1:n; x(i)=0.0; end j=1; dd=4; for i=1:n; x(j)=1.0; j=j+dd; end for i=1:n; y(i)=x(i)*a(i); end subplot(3,1,1);plot(a); title('Proses Digitalisasi'); subplot(3,1,2);plot(x(1:500)); subplot(3,1,3);plot(y);