sabine
Uploaded by
13 SLIDES
372 VUES
130LIKES

Lecture 8

DESCRIPTION

Lecture 8. Magnetic Dipoles. Comparing with equation (1). Surface Field from a dipole. -m. -. +m. +. M is magnetic moment; M=m Δz=JV. Magnetic Susceptibility. H. I. Z. Magnetic north. x. z. R. function F=magdike(x,x0,k,Fe,w,z1,I,beta);

1 / 13

Télécharger la présentation

Lecture 8

An Image/Link below is provided (as is) to download presentation Download Policy: Content on the Website is provided to you AS IS for your information and personal use and may not be sold / licensed / shared on other websites without getting consent from its author. Content is provided to you AS IS for your information and personal use only. Download presentation by click this link. While downloading, if for some reason you are not able to download a presentation, the publisher may have deleted the file from their server. During download, if you can't get a presentation, the file might be deleted by the publisher.

E N D

Presentation Transcript


  1. Lecture 8 Magnetic Dipoles

  2. Comparing with equation (1)

  3. Surface Field from a dipole -m - +m + M is magnetic moment; M=m Δz=JV

  4. Magnetic Susceptibility

  5. H I Z Magnetic north x z R

  6. function F=magdike(x,x0,k,Fe,w,z1,I,beta); %%%% magnetic field from a vertical dike using Telford Eq.3.44c %%%% I = inclination (degrees) %%%% beta = strike (degrees) of dike anticlockwise from North magnetic %%% x = coordinates %%% x0 = the dike location %%% k = susceptibility factor %%% Fe = Earth's field %%% w = dike width %%% z1 = depth to top of dike %%% I = inclination in degrees %%% Bring angles to radians I=I*pi/180;beta=beta*pi/180; %%% Constant term A=2*Fe*k; xd1=x-x0; xd2=x-x0-w; phi1=atan2(z1,xd1); r1=sqrt(z1^2+xd1.^2); phi3=atan2(z1,xd2); r3=sqrt(z1^2+xd2.^2); term1=sin(2*I)*sin(beta)*log(r3./r1); term2=(cos(I)^2*sin(beta)^2-sin(I)^2)*(phi1-phi3); F=A*(term1+term2); % plot(x,F,'r') % figure(1)

  7. MAGNETIC FIELD FROM A DIKE ϕ2 0 X X0 Φ1 r1 r2 D

  8. %%%%%% plots mag data for day 2 Trona Field trip. %%%%% clf data=load('magnetic_readings_20120128.dat'); n1=47;n2=145; y=data(n1:n2,3)'; lat=data(n1:n2,6); lon=data(n1:n2,7); y=y-mean(y); [X,Y]=deg2utm(lat,lon); x=X-420000; plot(x,y,'*') Fe=50000; %%% Dike 1 I=60; beta=10; x0=a(2); k=a(1); z1=a(3);w=20; F1=magIdike(x,x0,k,Fe,w,z1,I,beta); f=F1-mean(F1); f=f'; plot(x,y,'*',x,f,'linewidth',2)

More Related