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📄 velocity.m

📁 具有特色的地震数据处理源码
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function dataout=velocity(datain,pltflg);%dataout=velocity(datain);%%This function computes the average P-wave velocity of a DSI profile%It does it by linear regression and by averaging direct %source-to-receiver distance/first break times%%Input variables:%datain is a dsisoft variable sorted in 3-components (header word 4)%pltflg is a plotting flag%if pltflg = 1 there will be a graphic output%if pltflg IS NOT 1 (else) that there will not be a graphical output%%Output variable:%dataout is the updated dsisoft variable with the average velocity in header word 60%$Id: velocity.m,v 3.0 2000/06/13 19:22:42 gilles Exp $%$Log: velocity.m,v $%Revision 3.0  2000/06/13 19:22:42  gilles%*** empty log message ***%%%Copyright (C) 1998 Seismology and Electromagnetic Section/%Continental Geosciences Division/Geological Survey of Canada%%This library is free software; you can redistribute it and/or%modify it under the terms of the GNU Library General Public%License as published by the Free Software Foundation; either%version 2 of the License, or (at your option) any later version.%%This library is distributed in the hope that it will be useful,%but WITHOUT ANY WARRANTY; without even the implied warranty of%MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE.  See the GNU%Library General Public License for more details.%%You should have received a copy of the GNU Library General Public%License along with this library; if not, write to the%Free Software Foundation, Inc., 59 Temple Place - Suite 330,%Boston, MA  02111-1307, USA.%%DSI Consortium%Continental Geosciences Division%Geological Survey of Canada%615 Booth St.%Ottawa, Ontario%K1A 0E9%%email: dsi@cg.nrcan.gc.ca    disp('dataout=velocity(datain);');dataout=datain;lasttrc=datain.fh{13};%x positionsx1=datain.th{1}(31,:);x2=datain.th{1}(37,:);%y positionsy1=datain.th{1}(29,:);y2=datain.th{1}(35,:);%z positionsz1=datain.th{1}(33,:);z2=datain.th{1}(39,:);%travel time for each shot-receiver pairtt=datain.th{1}(15,:);%finding the mean velocity by linear regressionpolyret=polyfit(dataout.th{1}(53,:),tt,1);%velocity is the slope of the linear regressionvel=1/polyret(1);%true shot-receiver offsetdataout.th{1}(53,:)=(sqrt((x2-x1).^2+(y2-y1).^2+(z2-z1).^2));dataout.th{2}(53,:)=(sqrt((x2-x1).^2+(y2-y1).^2+(z2-z1).^2));dataout.th{3}(53,:)=(sqrt((x2-x1).^2+(y2-y1).^2+(z2-z1).^2));%p-wave velocities computed by dividing distances (offsets) by travel timespvels=dataout.th{1}(53,:)./(tt-polyret(2));%finding de mean velocitymeanvel=mean(pvels);%vel=((dataout.th{1}(15,lasttrc)-dataout.th{1}(15,1))+polyret(2))/(dataout.th{1}(53,lasttrc)-dataout.th{1}(53,1));%vel=1/vel%if plotflag is 1 than produce figuresif pltflg==1      %plot mean velocities   figure(1)   %plot(dataout.th{1}(53,:),pvels,'*-b')   [ax,h1,h2]=plotyy(dataout.th{1}(53,:),pvels,dataout.th{1}(53,:),dataout.th{1}(15,:));   hold on   axes(ax(1));   a=(dataout.th{1}(53,lasttrc))   b=polyret(1)*(dataout.th{1}(53,lasttrc))+polyret(2)   disp('allo')   plot([0 a],[polyret(2) b],'-k')	disp('allo')   hax1=findobj(ax(1),'Type','line');   set(hax1,'marker','.');         plot(dataout.th{1}(53,:),ones(1,lasttrc).*meanvel,':r')            xlabel('Source-Receiver Offset (m)')   ylabel('P-Wave velocity (m/s)')   axes(ax(2))   hax2=findobj(ax(2),'Type','line');   set(hax2,'marker','.');   ylabel('First Break Pick Times (s)')   eval(['title(''Average P-wave velocity: ',num2str(meanvel),' (m/s)'')'])   grid   hold off      figure(2)   plot(dataout.th{1}(53,:),tt,'.b')      hold on   a=(dataout.th{1}(53,lasttrc));   b=polyret(1)*(dataout.th{1}(53,lasttrc))+polyret(2);      plot([0 a],[polyret(2) b],'r')   xlabel('Source-Receiver Offset(m)')   ylabel('Time (s)')   eval(['title(''Interpolated velocity: ',num2str(vel),' (m/s)'')']);   eval(['gtext(''Shot Static: ',num2str(polyret(2)),' (s)'')']);   grid on   hold off   end%assigning mean velocity to trace header 60dataout.th{1}(60,:)=vel;dataout.th{2}(60,:)=vel;dataout.th{3}(60,:)=vel;

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