コード例 #1
0
ファイル: paper_onefit.py プロジェクト: QuLogic/burnman
    plt.rc('text', usetex=True)
    plt.rcParams['text.latex.preamble'] = '\usepackage{relsize}'
    plt.rc('font', family='sanserif')
    figure=plt.figure(dpi=100,figsize=figsize)

    #plot v_s
    plt.plot(pressure/1.e9,seis_vs/1.e3,linestyle="-",color='k',linewidth=2.0,label='PREM')

    #plot v_phi
    plt.plot(pressure/1.e9,seis_vphi/1.e3,linestyle="-",color='k',linewidth=2.0)

    #plot density
    plt.plot(pressure/1.e9,seis_rho/1.e3,linestyle="-",color='k',linewidth=2.0)


    plt.plot(pressure/1.e9,vphi/1.e3,linestyle="-",color=colors.color(3),linewidth=1.0,marker='s',markerfacecolor=colors.color(3), label="vphi")
    plt.plot(pressure/1.e9,vs/1.e3,linestyle="-",color=colors.color(4),linewidth=1.0,marker='v',markerfacecolor=colors.color(4), label="vs")
    plt.plot(pressure/1.e9,rho/1.e3,linestyle="-",color=colors.color(2),linewidth=1.0,marker='o',markerfacecolor=colors.color(2), label="rho")

    rock, anchor_t = array_to_rock(lit, names)
    temperature = burnman.geotherm.adiabatic(pressure, anchor_t, rock)

    rho, vp, vs, vphi, K, G = \
        burnman.velocities_from_rock(rock, pressure, temperature, burnman.averaging_schemes.HashinShtrikmanAverage())
    plt.plot(pressure/1.e9,vs/1.e3,dashes=dashstyle2,color=colors.color(4),linewidth=1.0)
    plt.plot(pressure/1.e9,vphi/1.e3,dashes=dashstyle2,color=colors.color(3),linewidth=1.0, label="literature")
    plt.plot(pressure/1.e9,rho/1.e3,dashes=dashstyle2,color=colors.color(2),linewidth=1.0)

    plt.xlabel("Pressure (GPa)")
    plt.ylabel("Velocities (km/s) and Density (kg/m$^3$)")
    plt.legend(bbox_to_anchor=(1.0, 0.9),prop={'size':12})
コード例 #2
0
             seis_vphi / 1.e3,
             linestyle="-",
             color='k',
             linewidth=2.0)

    # plot density
    plt.plot(pressure / 1.e9,
             seis_rho / 1.e3,
             linestyle="-",
             color='k',
             linewidth=2.0)

    plt.plot(pressure / 1.e9,
             vphi / 1.e3,
             linestyle="-",
             color=colors.color(3),
             linewidth=1.0,
             marker='s',
             markerfacecolor=colors.color(3),
             label="vphi")
    plt.plot(pressure / 1.e9,
             vs / 1.e3,
             linestyle="-",
             color=colors.color(4),
             linewidth=1.0,
             marker='v',
             markerfacecolor=colors.color(4),
             label="vs")
    plt.plot(pressure / 1.e9,
             rho / 1.e3,
             linestyle="-",
コード例 #3
0
    plt.rcParams['text.latex.preamble'] = '\usepackage{relsize}'
    plt.rc('font', family='sanserif')
    figure=plt.figure(dpi=100,figsize=figsize)


    #plot v_s
    plt.plot(pressure/1.e9,seis_vs/1.e3,linestyle="-",color='k',linewidth=2.0,label='PREM')

    #plot v_phi
    plt.plot(pressure/1.e9,seis_vphi/1.e3,linestyle="-",color='k',linewidth=2.0)

    #plot density
    plt.plot(pressure/1.e9,seis_rho/1.e3,linestyle="-",color='k',linewidth=2.0)


    plt.plot(pressure/1.e9,vphi/1.e3,linestyle="-",color=colors.color(3),linewidth=1.0,marker='s',markerfacecolor=colors.color(3), label="vphi")
    plt.plot(pressure/1.e9,vs/1.e3,linestyle="-",color=colors.color(4),linewidth=1.0,marker='v',markerfacecolor=colors.color(4), label="vs")
    plt.plot(pressure/1.e9,rho/1.e3,linestyle="-",color=colors.color(2),linewidth=1.0,marker='o',markerfacecolor=colors.color(2), label="rho")

    rock, anchor_t = array_to_rock(lit, names)
    temperature = burnman.geotherm.adiabatic(pressure, anchor_t, rock)
        
    rho, vp, vs, vphi, K, G = \
            burnman.velocities_from_rock(rock, pressure, temperature, burnman.averaging_schemes.hashin_shtrikman_average())
    plt.plot(pressure/1.e9,vs/1.e3,dashes=dashstyle2,color=colors.color(4),linewidth=1.0)
    plt.plot(pressure/1.e9,vphi/1.e3,dashes=dashstyle2,color=colors.color(3),linewidth=1.0, label="literature")
    plt.plot(pressure/1.e9,rho/1.e3,dashes=dashstyle2,color=colors.color(2),linewidth=1.0)
    

    plt.xlabel("Pressure (GPa)")
    plt.ylabel("Velocities (km/s) and Density (kg/m$^3$)")