From 228d8e5f561747633710d256a7ba691344e61901 Mon Sep 17 00:00:00 2001 From: fjebaker Date: Sun, 10 Sep 2023 00:35:50 +0100 Subject: [PATCH 1/5] docs: don't track examples aggregate --- docs/code/examples.jl | 456 ------------------------------------------ 1 file changed, 456 deletions(-) delete mode 100644 docs/code/examples.jl diff --git a/docs/code/examples.jl b/docs/code/examples.jl deleted file mode 100644 index 8b10f443..00000000 --- a/docs/code/examples.jl +++ /dev/null @@ -1,456 +0,0 @@ -using Gradus -using Plots - -m = JohannsenPsaltisMetric(M = 1.0, a = 0.6, ϵ3 = 2.0) -# observer position -u = @SVector [0.0, 1000.0, π / 2, 0.0] - -# set up impact parameter space -α = collect(range(-10.0, 10.0, 20)) -β = [0.0 for _ in α] - -# build initial velocity and position vectors -vs = map_impact_parameters(m, u, α, β) -us = [u for _ in vs] - -sols = tracegeodesics(m, us, vs, (0.0, 2000.0); abstol = 1e-12, reltol = 1e-12) - -plot_paths(sols, legend = false, n_points = 2048) -plot_horizon!(m, lw = 2.0, color = :black) -#################################################################################################### - -m = KerrMetric(a = 0.0) - -model = LampPostModel() -sols = tracegeodesics(m, model, 2000.0, n_samples = 64) - -plot_paths_3d(sols, legend = false, extent = 10, t_span = 100.0) -plot_horizon_3d!(m) -#################################################################################################### - -using Gradus -using Plots - -m = KerrMetric(1.0, 0.998) -u = SVector(0.0, 1000.0, π / 2, 0.0) - -α, β, img = rendergeodesics( - m, - u, - # max integration time - 2000.0, - image_width = 1000, - image_height = 1000, - fov = 70.0, - verbose = true, - ensemble = Gradus.EnsembleEndpointThreads(), -) - -p = heatmap( - α, - β, - img, - color = :grayC, - xlabel = "α", - ylabel = "β", - aspect_ratio = 1, - minorgrid = true, -) -contour!(p, α, β, img, color = :red) -#################################################################################################### - -using Gradus -using StaticArrays -using Plots - -# metric and metric parameters -m = KerrMetric(M = 1.0, a = 1.0) -# observer position -u = @SVector [0.0, 1000.0, deg2rad(60), 0.0] -# accretion disc -d = GeometricThinDisc(1.0, 50.0, deg2rad(90)) - -# define point function which filters geodesics that intersected the accretion disc -# and use those to calculate redshift -pf = ConstPointFunctions.redshift(m, u) ∘ ConstPointFunctions.filter_intersected() - -α, β, img = rendergeodesics( - m, - u, - d, - # maximum integration time - 2000.0, - fov = 6.0, - image_width = 700, - image_height = 240, - verbose = true, - pf = pf, -) - -heatmap(α, β, img) -#################################################################################################### - -using StatsBase - -# remove nans and flatten the redshift image -redshift_data = filter(!isnan, vec(img)) - -# transpose to iron-line -data = redshift_data .* 6.4 - -x_bins = range(0.0, 10.0, 100) -lineprof = fit(Histogram, data, x_bins) - -plot(x_bins[1:end-1], lineprof.weights, seriestype = :steppre) -#################################################################################################### - -d = GeometricThinDisc(0.0, 400.0, π / 2) -u = @SVector [0.0, 1000.0, deg2rad(40), 0.0] -m = KerrMetric(1.0, 0.998) - -# maximal integration radius -maxrₑ = 50.0 - -# emissivity function -ε(r) = r^(-3) - -# g grid to do flux integration over -gs = range(0.0, 1.2, 500) -_, flux = lineprofile(gs, ε, m, u, d, maxrₑ = maxrₑ, verbose = true) - -# transform to observed energy -energy = gs .* 6.4 - -# plot flux as a function of energy -plot(energy, flux, legend = false) -#################################################################################################### - -m = KerrMetric(1.0, 0.998) -u = SVector(0.0, 1000.0, deg2rad(60), 0.0) -d = GeometricThinDisc(0.0, 1000.0, π / 2) - -# specify coronal geometry -model = LampPostModel(h = 10.0) -# gridding for the photon plane -plane = PolarPlane(GeometricGrid(); Nr = 1800, Nθ = 1800) - -# integrate source to disc and observer to disc -tf = @time lagtransfer( - m, - u, - d, - model; - plane = plane, - callback = domain_upper_hemisphere(), - n_samples = 100_000, - verbose = true, -) - -# bin into a 2d grid, returning the time and energy axis, -# and the flux in each bin -t, E, f = binflux(tf, N_E = 1500, N_t = 1500) - -# take the log for visualisation purposes -I = f .> 0 -f[I] .= log.(f[I]) - -p = heatmap( - t, - E, - f, - xlabel = "Time (GM/c^3)", - ylabel = "Energy (keV)", - xlims = [0, 150], - ylims = [0, 9], - clims = (-20, 1), -) -#################################################################################################### - -# metric and metric parameters -m = KerrMetric(M = 1.0, a = 1.0) -# observer position -u = SVector(0.0, 1000.0, deg2rad(80), 0.0) -# accretion disc -d = PolishDoughnut(m) - -# set the emissivity -Gradus.emissivity_coefficient(::AbstractMetric, ::PolishDoughnut, x, ν) = 0.1 - -# define point function which reads the auxiliary variable -# which is contextually the intensity -pf = PointFunction((m, gp, t) -> gp.aux[1]) - -a, b, img = @time rendergeodesics( - m, - u, - d, - # maximum integration time - 2000.0, - fov = 10.0, - image_width = 600, - image_height = 500, - verbose = true, - pf = pf, - trace = Gradus.TraceRadiativeTransfer(I₀ = 0), -) - -heatmap(a, b, img, aspect_ratio = 1, xlabel = "α", ylabel = "β") -#################################################################################################### - -using Gradus -using Plots - -# metric and metric parameters -m = KerrMetric(M = 1.0, a = 0.4) -# observer's initial position -x = SVector(0.0, 1000.0, deg2rad(85), 0.0) -# accretion disc -d = GeometricThinDisc(1.0, 50.0, deg2rad(90)) - -pl_int = interpolate_plunging_velocities(m) - -redshift = interpolate_redshift(pl_int, x) - -pf = redshift ∘ ConstPointFunctions.filter_intersected() - -α, β, img = rendergeodesics( - m, - x, - d, - # maximum integration time - 2000.0, - fov = 6.0, - image_width = 700, - image_height = 240, - verbose = true, - pf = pf, -) - -heatmap(α, β, img) -#################################################################################################### - -using Gradus -using Plots - -m = KerrMetric(1.0, 0.0) -x = SVector(0.0, 1000.0, deg2rad(85), 0.0) - -# define the disc shape -- return a negative number -# where the disc should not be intersected, else the cross -# sectional height -d = ThickDisc() do x - r = x[2] - if r < 9.0 || r > 11.0 - return -1.0 - else - h = r - 10.0 - sqrt(1 - h^2) - end -end - -# and then render as usual -α, β, img = rendergeodesics( - m, - x, - d, - 2000.0, - fov = 18.0, - image_width = 700, - image_height = 350, - verbose = true, - pf = pf, -) - -heatmap(α, β, img, aspect_ratio = 1) -#################################################################################################### - -using Gradus -using Plots - -m = KerrMetric(M = 1.0, a = 0.8) - -p = plot(aspect_ratio = 1) - -for r in [3.0, 4.0, 5.0, 6.0] - v = CircularOrbits.fourvelocity(m, r) - # trace the circular orbit - path = tracegeodesics(m, @SVector([0.0, r, π / 2, 0.0]), v, (0.0, 300.0), μ = 1.0) - plot_paths!(p, path, extent = 10, legend = false) -end - -p -#################################################################################################### - -using Gradus -using Plots - -# prepare plot -p = plot(legend = :bottomright, ylabel = "E", xlabel = "r", xscale = :log10) - -# choice of spin to plot energy curves for -for a in [0.0, 0.4, 0.6] - m = KerrMetric(M = 1.0, a = a) - - rs = range(Gradus.isco(m), 100.0, 500) - energy = map(rs) do r - CircularOrbits.energy(m, r) - end - - plot!(rs, energy, label = "a=$a") -end - -# calculate the ISCO as a function of spin -data = map(range(-1.0, 0.8, 100)) do a - m = KerrMetric(M = 1.0, a = a) - r = Gradus.isco(m) - CircularOrbits.energy(m, r), r -end - -# overlay onto plot -plot!(last.(data), first.(data), color = :black, linestyle = :dash, label = "ISCO") -#################################################################################################### - -using Gradus -using Plots - -function draw_horizon(p, m) - rs, θs = event_horizon(m, resolution = 200) - radius = rs - - x = @. radius * cos(θs) - y = @. radius * sin(θs) - plot!(p, x, y, label = "a = $(m.a)") -end - -p = plot(aspect_ratio = 1) -for a in [0.0, 0.5, 0.6, 0.7, 0.8] - m = JohannsenPsaltisMetric(M = 1.0, a = a, ϵ3 = 2.0) - draw_horizon(p, m) -end -p -#################################################################################################### - -function calc_exclusion(as, ϵs) - regions = zeros(Float64, (length(as), length(ϵs))) - Threads.@threads for i in eachindex(as) - a = as[i] - for (j, ϵ) in enumerate(ϵs) - m = JohannsenPsaltisMetric(M = 1.0, a = a, ϵ3 = ϵ) - regions[i, j] = if is_naked_singularity(m) - NaN - else - Gradus.isco(m) - end - end - end - regions -end - -as = range(0, 1.0, 100) -ϵs = range(-10, 10, 100) - -img = calc_exclusion(as, ϵs) -heatmap(as, ϵs, img', colorbar = false, xlabel = "a", ylabel = "ϵ") -#################################################################################################### - -using Gradus -using Plots - -m = KerrMetric(M = 1.0, a = 0.998) -d = GeometricThinDisc(0.0, 100.0, π / 2) - -p = plot(legend = false) -for angle in [3, 35, 50, 65, 74, 85] - x = @SVector [0.0, 1000.0, deg2rad(angle), 0.0] - ctf = cunningham_transfer_function(m, x, d, 4.0) - mask = @. (ctf.g✶ > 0.001) & (ctf.g✶ < 0.999) - @views plot!(p, ctf.g✶[mask], ctf.f[mask]) -end -p -#################################################################################################### - -# new position vector -x = @SVector [0.0, 1000.0, deg2rad(30), 0.0] - -p = plot(legend = false) -for a in [0.0, 0.25, 0.5, 0.75, 0.9, 0.998] - m = KerrMetric(1.0, a) - ctf = cunningham_transfer_function(m, x, d, 7.0) - mask = @. (ctf.g✶ > 0.001) & (ctf.g✶ < 0.999) - @views plot!(p, ctf.g✶[mask], ctf.f[mask]) -end -p -#################################################################################################### - -using Gradus -using StaticArrays -using Plots - -# their papers has a=-a -m = KerrMetric(M = 1.0, a = -0.4) -u = @SVector [0.0, 1000, acos(0.25), 0.0] -d = GeometricThinDisc(0.0, 100.0, π / 2) - -radii = 2.6:1.0:7.6 - -p = plot(aspect_ratio = 1, legend = false) - -# crosshair on origin -hline!(p, [0.0], color = :black, linestyle = :dash) -vline!(p, [0.0], color = :black, linestyle = :dash) - -for r in radii - α, β = impact_parameters_for_radius(m, u, d, r, N = 100) - plot!(p, α, β) -end -p -#################################################################################################### - -using Gradus -using Plots - -struct HotSpot{T} <: AbstractAccretionDisc{T} - radius::T - position::SVector{3,T} -end - -# convenience constructor -HotSpot(R::T, r::T, ϕ::T) where {T} = HotSpot(R, SVector(r, π / 2, ϕ)) - -# we don't have an intersection criteria: instead, the calculations -# are treated as if we are always within geometry -Gradus.is_finite_disc(::Type{<:HotSpot}) = false - -# Keplerian circular orbit fixed velocity -function Gradus.fluid_velocity(m::AbstractMetric, hs::HotSpot, x, r_isco, λ) - CircularOrbits.fourvelocity(m, hs.position[1]) -end - -function Gradus.fluid_absorption_emission(m::AbstractMetric, hs::HotSpot, x, ν, v_disc) - # use coordinate time, given the disc velocity, to advance the position - # as in the slow light regime - x_disc = hs.position - SVector(0, 0, v_disc[4] / v_disc[1] * x[1]) - - dist = cartesian_squared_distance(m, x_disc, x) - ε = exp(-dist / (2 * hs.radius^2)) - # return absorption, emissivity, disc velocity - (zero(eltype(x)), ε) -end - -m = KerrMetric(1.0, 0.5) -x = SVector(0.0, 10_000.0, deg2rad(75), 0.0) -hs = HotSpot(0.7, Gradus.isco(m) * 1.1, -1.0) - -a, b, img = rendergeodesics( - m, - x, - hs, - 20_000.0, - verbose = true, - fov = 10.0, - trace = Gradus.TraceRadiativeTransfer(I₀ = 0.0), - pf = PointFunction((m, gp, t) -> gp.aux[1]), -) - -heatmap(a, b, img) -#################################################################################################### From 65437a5bbfe7451673f7ba2d87d6485de0231828 Mon Sep 17 00:00:00 2001 From: fjebaker Date: Sun, 10 Sep 2023 00:36:35 +0100 Subject: [PATCH 2/5] docs: update example extraction code to also grab figure paths --- docs/extract-examples.jl | 8 ++++++++ 1 file changed, 8 insertions(+) diff --git a/docs/extract-examples.jl b/docs/extract-examples.jl index c3edbf31..dcefc0cb 100644 --- a/docs/extract-examples.jl +++ b/docs/extract-examples.jl @@ -10,6 +10,14 @@ for line in itt push!(code, line) end push!(examples, join(code, "\n")) + # check if we're supposed to output a picture or not + img = match(r"!\[.*\]\((.*)\)\s*$", peek(itt)) + if !isnothing(img) + filename = last(splitdir(first(img.captures))) + savepath = joinpath(@__DIR__() * "/src/example-figures/", filename) + save_line = "savefig(\"$savepath\")" + push!(examples, save_line) + end end end From 03d4a5f2aaa12d63926248e4429120a98ceb458a Mon Sep 17 00:00:00 2001 From: fjebaker Date: Sun, 10 Sep 2023 00:37:02 +0100 Subject: [PATCH 3/5] docs: update documentation examples --- .../example-figures/example-3d-tracing.svg | 206 ++--- .../example-figures/example-bambi-fig1.svg | 706 +---------------- .../example-figures/example-bambi-fig2.svg | 710 +----------------- .../example-circular-orbits.svg | 62 +- .../example-figures/example-concentric.svg | 452 +---------- .../example-covariant-radiative-transfer.png | Bin 38258 -> 53255 bytes docs/src/example-figures/example-horizon.svg | 270 ++----- .../example-figures/example-interpolated.png | Bin 34756 -> 23698 bytes docs/src/example-figures/example-isco.svg | 280 +------ .../example-figures/example-line-profile.svg | 150 +--- .../example-redshift-histogram.svg | 155 +--- docs/src/example-figures/example-redshift.png | Bin 55645 -> 46032 bytes .../example-reverb-tf-with-tf.png | Bin 0 -> 70790 bytes .../src/example-figures/example-reverb-tf.png | Bin 58734 -> 49223 bytes docs/src/example-figures/example-shadow.png | Bin 50261 -> 57505 bytes .../example-thick-disc-doughnut.png | Bin 41974 -> 26870 bytes docs/src/example-figures/example-tracing.svg | 96 +-- docs/src/examples.md | 201 ++--- 18 files changed, 536 insertions(+), 2752 deletions(-) create mode 100644 docs/src/example-figures/example-reverb-tf-with-tf.png diff --git a/docs/src/example-figures/example-3d-tracing.svg b/docs/src/example-figures/example-3d-tracing.svg index 1bb76c0e..db3e065b 100644 --- a/docs/src/example-figures/example-3d-tracing.svg +++ b/docs/src/example-figures/example-3d-tracing.svg @@ -1,120 +1,120 @@ - + - + - + - + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + 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o6BdCu(OOMOf)aflYHh9))O}L<$|_HSWc3 zW;!Df2BPi-^bw*;x`FT*YV&7efWk(*J|cWKPt>1`d{6|*w%x+~oZV+w8e~uxpwylr zZiot&kU)$IaKOPc!A^lLI0ld5;F{PhBt6m*E-Hn#G7_7OHbedBsnU{?xjuMOu-*^u z+&RtOipr0K$B%Q7SqI3CqPe+D?*0{3g+dE34qruAER5C(bJSJOi z5){`vEo(2~LuqrEn$lPEjPR6GVdmjQ;<;rYXHey1&<7@%cMtXKijSqum9DcPO49&w zcSC}p*8bXw_{=k6=`iC4@kH3omjEEdB~Zx%LkTRHzH^(w^B4%g!fdB1d=x~mCMv>Z z#Ll4j5I_fH^2+d!fNXHWHtU?^VUeF&oJTDey@C{vGL92Uix)=74KrD!5 z$~xqVj`ugtK<{j9B^dN;^pBU9LX#24151i?9W7^mYrA|Fv@Z-I%bTsQ8djDX-lYBj z`hpLd4@4^5hiEH)09=UZdW#CMT!Uq59#MJy<;xdnJfne2Wxs=%LJIPlzk`bZ%U?lP zB@ypY_#LJE6P7_ZXwlmV6k3eq{GZOw|JM)SUs!Qwt5k&VKAV#y{Ag<&WTenfd;bsH C@u_V9 diff --git a/docs/src/example-figures/example-tracing.svg b/docs/src/example-figures/example-tracing.svg index 39522277..c4b0ea56 100644 --- a/docs/src/example-figures/example-tracing.svg +++ b/docs/src/example-figures/example-tracing.svg @@ -1,63 +1,63 @@ - + - + - + - + - + - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - - + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + + diff --git a/docs/src/examples.md b/docs/src/examples.md index 0dd49a1e..130d1107 100644 --- a/docs/src/examples.md +++ b/docs/src/examples.md @@ -8,30 +8,25 @@ Depth = 3 ## Tracing geodesic paths ```julia -using Gradus -using Plots +using Gradus, Plots m = JohannsenPsaltisMetric(M=1.0, a=0.6, ϵ3=2.0) # observer position -u = @SVector [0.0, 1000.0, π/2, 0.0] +x = SVector(0.0, 10000.0, π/2, 0.0) # set up impact parameter space α = collect(range(-10.0, 10.0, 20)) -β = [0.0 for _ in α] +β = fill(0, size(α)) # build initial velocity and position vectors -vs = map_impact_parameters(m, u, α, β) -us = [u for _ in vs] +vs = map_impact_parameters(m, x, α, β) +xs = fill(x, size(vs)) -sols = tracegeodesics( - m, us, vs, (0.0, 2000.0); - abstol = 1e-12, reltol = 1e-12 -) +sols = tracegeodesics(m, xs, vs, 20000.0) plot_paths(sols, legend = false, n_points = 2048) plot_horizon!(m, lw = 2.0, color = :black) ``` - ![](./example-figures/example-tracing.svg) Alternatively, plotting the 3D paths from e.g. a lamp-post coronal model: @@ -50,26 +45,25 @@ sols = tracegeodesics( plot_paths_3d(sols, legend=false, extent = 10, t_span = 100.0) plot_horizon_3d!(m) ``` - ![](./example-figures/example-3d-tracing.svg) ## Shadow ```julia -using Gradus -using Plots +using Gradus, Plots m = KerrMetric(1.0, 0.998) -u = SVector(0.0, 1000.0, π / 2, 0.0) +x = SVector(0.0, 10000.0, π / 2, 0.0) α, β, img = rendergeodesics( m, - u, + x, # max integration time - 2000.0, - image_width = 1000, - image_height = 1000, - fov = 70.0, + 20_000.0, + image_width = 800, + image_height = 800, + αlims = (-4, 8), + βlims = (-6, 6), verbose = true, ensemble = Gradus.EnsembleEndpointThreads(), ) @@ -86,7 +80,6 @@ p = heatmap( ) contour!(p, α, β, img, color = :red) ``` - ![](./example-figures/example-shadow.png) ## Redshift image @@ -95,37 +88,35 @@ contour!(p, α, β, img, color = :red) The [`Gradus.ConstPointFunctions.redshift`](@ref) function is an analytic solution for redshift, which may not be implemented for every type of metric or disc geometry. See [Interpolating redshifts](@ref) for a more flexible numeric alternative. ```julia -using Gradus -using StaticArrays -using Plots +using Gradus, Plots # metric and metric parameters m = KerrMetric(M=1.0, a=1.0) # observer position -u = @SVector [0.0, 1000.0, deg2rad(60), 0.0] +x = SVector(0.0, 1000.0, deg2rad(60), 0.0) # accretion disc -d = GeometricThinDisc(1.0, 50.0, deg2rad(90)) +d = ThinDisc(1.0, 50.0) # define point function which filters geodesics that intersected the accretion disc # and use those to calculate redshift -pf = ConstPointFunctions.redshift(m, u) ∘ ConstPointFunctions.filter_intersected() +pf = ConstPointFunctions.redshift(m, x) ∘ ConstPointFunctions.filter_intersected() α, β, img = rendergeodesics( m, - u, + x, d, # maximum integration time 2000.0, - fov = 6.0, - image_width = 700, - image_height = 240, + αlims = (-60, 60), + βlims = (-30, 35), + image_width = 800, + image_height = 400, verbose = true, pf = pf, ) -heatmap(α, β, img) +heatmap(α, β, img, aspect_ratio = 1) ``` - ![](./example-figures/example-redshift.png) ## Redshift line-profile @@ -146,7 +137,6 @@ lineprof = fit(Histogram, data, x_bins) plot(x_bins[1:end-1], lineprof.weights, seriestype = :steppre) ``` - ![](./example-figures/example-redshift-histogram.svg) ## Line profiles @@ -156,8 +146,8 @@ Line profiles may be calculated using two different methods -- using image-plane For a simple maximally-spinning Kerr black hole, the iron line profile (with a delta emission line at 6.4 keV) may be calculated with: ```julia -d = GeometricThinDisc(0.0, 400.0, π / 2) -u = @SVector [0.0, 1000.0, deg2rad(40), 0.0] +d = ThinDisc(0.0, 400.0) +x = SVector(0.0, 1000.0, deg2rad(40), 0.0) m = KerrMetric(1.0, 0.998) # maximal integration radius @@ -168,23 +158,21 @@ maxrₑ = 50.0 # g grid to do flux integration over gs = range(0.0, 1.2, 500) -_, flux = lineprofile(gs, ε, m, u, d, maxrₑ = maxrₑ, verbose = true) - -# transform to observed energy -energy = gs .* 6.4 +_, flux = lineprofile(gs, ε, m, x, d, maxrₑ = maxrₑ, verbose = true) # plot flux as a function of energy -plot(energy, flux, legend=false) +plot(gs, flux, legend=false) ``` - ![](./example-figures/example-line-profile.svg) ## Reverberation transfer functions +This first example for calculating the reverberation transfer functions is a binning method. Below is another example using a faster and more efficient method that Gradus provides. + ```julia m = KerrMetric(1.0, 0.998) -u = SVector(0.0, 1000.0, deg2rad(60), 0.0) -d = GeometricThinDisc(0.0, 1000.0, π / 2) +x = SVector(0.0, 1000.0, deg2rad(60), 0.0) +d = ThinDisc(0.0, 1000.0) # specify coronal geometry model = LampPostModel(h = 10.0) @@ -194,7 +182,7 @@ plane = PolarPlane(GeometricGrid(); Nr = 1800, Nθ = 1800) # integrate source to disc and observer to disc tf = @time lagtransfer( m, - u, + x, d, model ; @@ -204,9 +192,12 @@ tf = @time lagtransfer( verbose = true, ) +# compute the continuum spectrum arrival time +t0 = continuum_time(m, x, model) + # bin into a 2d grid, returning the time and energy axis, # and the flux in each bin -t, E, f = binflux(tf, N_E = 1500, N_t = 1500) +t, E, f = binflux(tf, N_E = 1500, N_t = 1500, t0 = t0) # take the log for visualisation purposes I = f .> 0 @@ -223,16 +214,50 @@ p = heatmap( clims = (-20, 1) ) ``` - ![](./example-figures/example-reverb-tf.png) +An alternative syntax will dispatch our novel time-dependent transfer function integration: + +```julia +# currently needs an infinite disc for the root finder (patch coming soon) +d = ThinDisc(0.0, Inf) +radii = Gradus.Grids._inverse_grid(Gradus.isco(m), 1000.0, 100) +itb = @time Gradus.interpolated_transfer_branches(m, x, d, radii; verbose = true) + +# dispatches special methods for calculating the emissivity profile if available +prof = emissivity_profile(m, d, model; n_samples = 2000) + +gbins = collect(range(0.0, 1.4, 500)) +tbins = collect(range(0, 150.0, 500)) + +flux = Gradus.integrate_lagtransfer( + prof, + itb, + radii, + gbins, + tbins; + t0 = t0, + Nr = 6000 +) + +p = heatmap( + tbins, + gbins, + log.(abs.(flux)), + xlabel = "Time (GM/c^3)", + ylabel = "Energy (keV)", + xlims = [0, 150], +) +``` +![](./example-figures/example-reverb-tf-with-tf.png) + ## Covariant radiative transfer ```julia # metric and metric parameters m = KerrMetric(M = 1.0, a = 1.0) # observer position -u = SVector(0.0, 1000.0, deg2rad(80), 0.0) +x = SVector(0.0, 1000.0, deg2rad(80), 0.0) # accretion disc d = PolishDoughnut(m) @@ -245,21 +270,20 @@ pf = PointFunction((m, gp, t) -> gp.aux[1]) a, b, img = @time rendergeodesics( m, - u, + x, d, # maximum integration time 2000.0, - fov = 10.0, - image_width = 600, - image_height = 500, verbose = true, pf = pf, + # instruct the integrator to solve the covariant radiative transfer equation + αlims = (-25, 25), + βlims = (-15, 18), trace = Gradus.TraceRadiativeTransfer(I₀ = 0), ) heatmap(a, b, img, aspect_ratio = 1, xlabel = "α", ylabel = "β") ``` - ![](./example-figures/example-covariant-radiative-transfer.png) ## Interpolating redshifts @@ -267,15 +291,14 @@ heatmap(a, b, img, aspect_ratio = 1, xlabel = "α", ylabel = "β") In cases where no analytic redshift solution is known, we can instead interpolate a numeric approximation. For example, interpolating the plunging region velocities and using the analytic solution for general static, axis symmetric metrics outside of the ISCO can be achieved with: ```julia -using Gradus -using Plots +using Gradus, Plots # metric and metric parameters m = KerrMetric(M=1.0, a=0.4) # observer's initial position x = SVector(0.0, 1000.0, deg2rad(85), 0.0) # accretion disc -d = GeometricThinDisc(1.0, 50.0, deg2rad(90)) +d = ThinDisc(1.0, 50.0) pl_int = interpolate_plunging_velocities(m) @@ -289,7 +312,6 @@ pf = redshift ∘ ConstPointFunctions.filter_intersected() d, # maximum integration time 2000.0, - fov = 6.0, image_width = 700, image_height = 240, verbose = true, @@ -298,7 +320,6 @@ pf = redshift ∘ ConstPointFunctions.filter_intersected() heatmap(α, β, img) ``` - ![](./example-figures/example-interpolated.png) !!! note @@ -309,8 +330,7 @@ heatmap(α, β, img) Gradus makes it easy to define new height cross sections for thick discs: ```julia -using Gradus -using Plots +using Gradus, Plots m = KerrMetric(1.0, 0.0) x = SVector(0.0, 1000.0, deg2rad(85), 0.0) @@ -318,12 +338,11 @@ x = SVector(0.0, 1000.0, deg2rad(85), 0.0) # define the disc shape -- return a negative number # where the disc should not be intersected, else the cross # sectional height -d = ThickDisc() do x - r = x[2] - if r < 9.0 || r > 11.0 +d = ThickDisc() do ρ + if ρ < 9.0 || ρ > 11.0 return -1.0 else - h = r - 10.0 + h = ρ - 10.0 sqrt(1 - h^2) end end @@ -334,16 +353,14 @@ end x, d, 2000.0, - fov = 18.0, - image_width = 700, - image_height = 350, + αlims = (-25, 25), + βlims = (-15, 18), verbose = true, pf = pf ) heatmap(α, β, img, aspect_ratio=1) ``` - ![](./example-figures/example-thick-disc-doughnut.png) For more disc on disc geometry, see [`AbstractAccretionDisc`](@ref) and associated sections. @@ -353,8 +370,7 @@ For more disc on disc geometry, see [`AbstractAccretionDisc`](@ref) and associat Simple equatorial circular orbits are straight forward to calculate with Gradus.jl: ```julia -using Gradus -using Plots +using Gradus, Plots m = KerrMetric(M=1.0, a=0.8) @@ -369,7 +385,6 @@ end p ``` - ![](./example-figures/example-circular-orbits.svg) ## ISCO @@ -377,8 +392,7 @@ p The [Gradus.isco](@ref) may be calculated with a simple convenience function, as may the energy associated with a given stable circular orbit. ```julia -using Gradus -using Plots +using Gradus, Plots # prepare plot p = plot(legend=:bottomright, ylabel = "E", xlabel = "r", xscale = :log10) @@ -405,7 +419,6 @@ end # overlay onto plot plot!(last.(data), first.(data), color=:black, linestyle=:dash, label="ISCO") ``` - ![](./example-figures/example-isco.svg) ## Event horizons and naked singularities @@ -413,15 +426,14 @@ plot!(last.(data), first.(data), color=:black, linestyle=:dash, label="ISCO") Here is an example of how to use [`event_horizon`](@ref) to plot the shape of an event horizon in two dimensions. In the case of a naked singularity, as with the certain parameters combinations in the [`JohannsenPsaltisMetric`](@ref) metric, we see a disconnected region in the plot. ```julia -using Gradus -using Plots +using Gradus, Plots function draw_horizon(p, m) rs, θs = event_horizon(m, resolution = 200) radius = rs - x = @. radius * cos(θs) - y = @. radius * sin(θs) + x = @. radius * sin(θs) + y = @. radius * cos(θs) plot!(p, x, y, label = "a = $(m.a)") end @@ -432,7 +444,6 @@ for a in [0.0, 0.5, 0.6, 0.7, 0.8] end p ``` - ![](./example-figures/example-horizon.svg) We can also calculate parameter combinations that lead to naked singularities, and plot the parameter space domains to show exclusion zones: @@ -467,7 +478,6 @@ heatmap( ylabel = "ϵ" ) ``` - ![](./example-figures/example-exclusion.png) ## Cunningham transfer functions @@ -475,24 +485,22 @@ heatmap( Recreating Fig. 1 and 2 from [Bambi et al. (2017)](https://iopscience.iop.org/article/10.3847/1538-4357/aa74c0) for the transfer functions of a Kerr black hole ```julia -using Gradus -using Plots +using Gradus, Plots m = KerrMetric(M=1.0, a=0.998) -d = GeometricThinDisc(0.0, 100.0, π/2) +d = ThinDisc(0.0, 100.0) p = plot(legend = false) for angle in [3, 35, 50, 65, 74, 85] x = @SVector [0.0, 1000.0, deg2rad(angle), 0.0] ctf = cunningham_transfer_function( - m, x, d, 4.0 + m, x, d, 4.0; N = 300 ) mask = @. (ctf.g✶ > 0.001) & (ctf.g✶ < 0.999) @views plot!(p, ctf.g✶[mask], ctf.f[mask]) end p ``` - ![](./example-figures/example-bambi-fig1.svg) And Fig. 2: @@ -505,29 +513,30 @@ p = plot(legend = false) for a in [0.0, 0.25, 0.5, 0.75, 0.9, 0.998] m = KerrMetric(1.0, a) ctf = cunningham_transfer_function( - m, x, d, 7.0 + m, x, d, 7.0; N = 300, ) mask = @. (ctf.g✶ > 0.001) & (ctf.g✶ < 0.999) @views plot!(p, ctf.g✶[mask], ctf.f[mask]) end p ``` - ![](./example-figures/example-bambi-fig2.svg) + +!!! note + For more on transfer functions, how they are calculated and integrated, see [Transfer functions](@ref). + ## Concentric rings Recreating Figure 2 from Johannsen and Psaltis (2012, II): ```julia -using Gradus -using StaticArrays -using Plots +using Gradus, Plots # their papers has a=-a m = KerrMetric(M=1.0, a=-0.4) -u = @SVector [0.0, 1000, acos(0.25), 0.0] -d = GeometricThinDisc(0.0, 100.0, π / 2) +x = @SVector [0.0, 1000, acos(0.25), 0.0] +d = ThinDisc(0.0, 100.0) radii = 2.6:1.0:7.6 @@ -541,12 +550,11 @@ hline!(p, [0.0], color = :black, linestyle=:dash) vline!(p, [0.0], color = :black, linestyle=:dash) for r in radii - α, β = impact_parameters_for_radius(m, u, d, r, N=100) + α, β = impact_parameters_for_radius(m, x, d, r, N=100) plot!(p, α, β) end p ``` - ![](./example-figures/example-concentric.svg) @@ -555,8 +563,7 @@ p Following [García et al. (2016)], without the magnetic potential, we can implement a model that uses covariant radiative transfer quite straightforwardly: ```julia -using Gradus -using Plots +using Gradus, Plots struct HotSpot{T} <: AbstractAccretionDisc{T} radius::T @@ -608,14 +615,12 @@ a, b, img = rendergeodesics( hs, 20_000.0, verbose = true, - fov = 10.0, trace = Gradus.TraceRadiativeTransfer(I₀ = 0.0), pf = PointFunction((m, gp, t) -> gp.aux[1]), ) heatmap(a, b, img) ``` - ![](./example-figures/example-hot-spot-slow.svg) In the fast light regime, with an initial radial angle of `-2.6` gives a very different picture From 3484e07804f2006e1cb0e868c88ee6c5dbaabf94 Mon Sep 17 00:00:00 2001 From: fjebaker Date: Sun, 10 Sep 2023 00:37:30 +0100 Subject: [PATCH 4/5] fix: small typo and syntax fixes --- src/transfer-functions/transfer-functions-2d.jl | 3 ++- src/utils.jl | 6 ++---- 2 files changed, 4 insertions(+), 5 deletions(-) diff --git a/src/transfer-functions/transfer-functions-2d.jl b/src/transfer-functions/transfer-functions-2d.jl index 282b7e07..8f84ca92 100644 --- a/src/transfer-functions/transfer-functions-2d.jl +++ b/src/transfer-functions/transfer-functions-2d.jl @@ -183,6 +183,7 @@ function binflux( profile::AbstractDiscProfile; redshift = ConstPointFunctions.redshift(tf.emissivity_profile.metric, tf.x), E₀ = 6.4, + t0 = tf.x[2], kwargs..., ) t = coordtime_at(profile, tf.observer_to_disc) @@ -195,7 +196,7 @@ function binflux( tb, eb, td = bin_transfer_function(t, g * E₀, F; kwargs...) # subtract initial time - tb .- tf.x[2], eb, td + tb .- t0, eb, td end export bin_transfer_function, lagtransfer, binflux diff --git a/src/utils.jl b/src/utils.jl index e5d18016..5f88923f 100644 --- a/src/utils.jl +++ b/src/utils.jl @@ -124,12 +124,10 @@ Lz(m::AbstractMetric, u, v) = Lz(metric(m, u), v) Lz(m::AbstractMetric, gp::AbstractGeodesicPoint) = Lz(m, gp.x, gp.v) _equatorial_project(r, θ) = r * sin(abs(θ)) -_equatorial_project(x::SVector{4}) = _equatorial_project(x[2], x[3]) -_equatorial_project(x::SVector{8}) = _equatorial_project(x[2], x[3]) +_equatorial_project(x::SVector) = _equatorial_project(x[2], x[3]) _spinaxis_project(r, θ) = r * cos(abs(θ)) -_spinaxis_project(x::SVector{4}) = _spinaxis_project(x[2], x[3]) -_spinaxis_project(x::SVector{8}) = _spinaxis_project(x[2], x[3]) +_spinaxis_project(x::SVector) = _spinaxis_project(x[2], x[3]) _rotate_about_spinaxis(n::SVector{3}, ϕ) = SVector(n[1] * cos(ϕ), n[1] * sin(ϕ), n[3]) From 2df74dfc2f9abc380d5a56ba11fecba29ca5e46d Mon Sep 17 00:00:00 2001 From: fjebaker Date: Sun, 10 Sep 2023 00:37:58 +0100 Subject: [PATCH 5/5] chore: add examples aggregate to gitignore --- .gitignore | 1 + 1 file changed, 1 insertion(+) diff --git a/.gitignore b/.gitignore index 6fa50760..b2f37439 100644 --- a/.gitignore +++ b/.gitignore @@ -25,3 +25,4 @@ Manifest.toml # Housekeeping files generated by Visual Studio Code .vscode +docs/code/examples.jl

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