|
| | vectorpotentialdipole_verify2.testset = int(sys.argv[1]) |
| bool | vectorpotentialdipole_verify2.calcderivatives = True |
| bool | vectorpotentialdipole_verify2.plotmagnitude = False |
| str | vectorpotentialdipole_verify2.outfilename = "./vecpotdip_verify2_"+str(testset)+".png" |
| int | vectorpotentialdipole_verify2.RE = 6371000. |
| int | vectorpotentialdipole_verify2.epsilon = 1.e-15 |
| list | vectorpotentialdipole_verify2.BGB = [0.,0.,0.] |
| int | vectorpotentialdipole_verify2.tilt_angle_phi = 0. |
| int | vectorpotentialdipole_verify2.tilt_angle_theta = 0. |
| int | vectorpotentialdipole_verify2.line_theta = 0. |
| | vectorpotentialdipole_verify2.line_start = np.array([0,0,0]) |
| int | vectorpotentialdipole_verify2.line_phi = np.array([0,45,80,90,110,135])*math.pi/180. |
| float | vectorpotentialdipole_verify2.step = 0.1 |
| int | vectorpotentialdipole_verify2.linewidth = 2 |
| int | vectorpotentialdipole_verify2.linthresh = 1.e-10 |
| int | vectorpotentialdipole_verify2.fontsize = 20 |
| | vectorpotentialdipole_verify2.dip = fieldmodels.dipole(0,0,0,tilt_angle_phi,tilt_angle_theta) |
| | vectorpotentialdipole_verify2.mdip = fieldmodels.dipole(80*RE,0,0,tilt_angle_phi,180.-tilt_angle_theta) |
| | vectorpotentialdipole_verify2.imfpot = fieldmodels.IMFpotential(radius_z=10, radius_f=40, IMF=BGB) |
| | vectorpotentialdipole_verify2.fig = plt.figure() |
| | vectorpotentialdipole_verify2.nsubplots = len(line_theta) |
| | vectorpotentialdipole_verify2.axes = fig.get_axes() |
| int | vectorpotentialdipole_verify2.radii = np.arange(0.1,100,step)*RE |
| | vectorpotentialdipole_verify2.nr = len(radii) |
| int | vectorpotentialdipole_verify2.radiiRE = radii/RE |
| | vectorpotentialdipole_verify2.ax = axes[i] |
| | vectorpotentialdipole_verify2.transform |
| | vectorpotentialdipole_verify2.transAxes |
| | vectorpotentialdipole_verify2.bbox |
| int | vectorpotentialdipole_verify2.xv = line_start[0]*RE + radii*np.sin(line_phi[i])*np.cos(line_theta[i]) |
| int | vectorpotentialdipole_verify2.yv = line_start[1]*RE + radii*np.sin(line_phi[i])*np.sin(line_theta[i]) |
| int | vectorpotentialdipole_verify2.zv = line_start[2]*RE + radii*np.cos(line_phi[i]) |
| | vectorpotentialdipole_verify2.B1 = np.zeros([nr,4]) |
| | vectorpotentialdipole_verify2.B2 = np.zeros([nr,4]) |
| | vectorpotentialdipole_verify2.B3 = np.zeros([nr,4]) |
| | vectorpotentialdipole_verify2.B4 = np.zeros([nr,4]) |
| list | vectorpotentialdipole_verify2.colors = ['r','k','b','magenta'] |
| list | vectorpotentialdipole_verify2.coords = ['x','y','z','mag'] |
| | vectorpotentialdipole_verify2.plotrange = range(3) |
| | vectorpotentialdipole_verify2.c |
| | vectorpotentialdipole_verify2.linestyle |
| | vectorpotentialdipole_verify2.label |
| | vectorpotentialdipole_verify2.zorder |
| | vectorpotentialdipole_verify2.linthreshy |
| | vectorpotentialdipole_verify2.ylims = np.array(ax.get_ylim()) |
| | vectorpotentialdipole_verify2.handles |
| | vectorpotentialdipole_verify2.labels |
| float | vectorpotentialdipole_verify2.step2 = 0.00001 |
| | vectorpotentialdipole_verify2.dB1 = np.zeros([nr,3,3]) |
| | vectorpotentialdipole_verify2.dB2 = np.zeros([nr,3,3]) |
| | vectorpotentialdipole_verify2.dB3 = np.zeros([nr,3,3]) |
| | vectorpotentialdipole_verify2.dB4 = np.zeros([nr,3,3]) |
| | vectorpotentialdipole_verify2.kk = kkk |
| tuple | vectorpotentialdipole_verify2.cdbx = (dip.getX(xv[j]+step2*RE,yv[j],zv[j],0,k,0) - dip.getX(xv[j]-step2*RE,yv[j],zv[j],0,k,0) + imfpot.get(xv[j]+step2*RE,yv[j],zv[j],0,k,0) - imfpot.get(xv[j]-step2*RE,yv[j],zv[j],0,k,0))/(2*step2*RE) |
| tuple | vectorpotentialdipole_verify2.cdby = (dip.getX(xv[j],yv[j]+step2*RE,zv[j],0,k,0) - dip.getX(xv[j],yv[j]-step2*RE,zv[j],0,k,0))/(2*step2*RE) |
| tuple | vectorpotentialdipole_verify2.cdbz = (dip.getX(xv[j],yv[j],zv[j]+step2*RE,0,k,0) - dip.getX(xv[j],yv[j],zv[j]-step2*RE,0,k,0))/(2*step2*RE) |