CPU & GPU color maps

crates/re_renderer/examples/depth_cloud.rs

@@ -396,39 +396,6 @@ fn spiral(dimensions: glam::UVec2) -> impl Iterator<Item = (glam::UVec2, f32)> {
     })
 }
 
-// Copied from re_viewer, this will be removed in an upcoming PR that handles colormapping.
-//
-// Copyright 2019 Google LLC.
-// SPDX-License-Identifier: Apache-2.0
-// Authors:
-//   Colormap Design: Anton Mikhailov (mikhailov@google.com)
-//   GLSL Approximation: Ruofei Du (ruofei@google.com)/
-//
-// TODO(cmc): remove in GPU color maps PR.
-#[allow(clippy::excessive_precision)]
-fn turbo_color_map(x: f32) -> [u8; 4] {
-    use glam::{Vec2, Vec4};
-
-    const RED_VEC4: Vec4 = Vec4::new(0.13572138, 4.61539260, -42.66032258, 132.13108234);
-    const GREEN_VEC4: Vec4 = Vec4::new(0.09140261, 2.19418839, 4.84296658, -14.18503333);
-    const BLUE_VEC4: Vec4 = Vec4::new(0.10667330, 12.64194608, -60.58204836, 110.36276771);
-    const RED_VEC2: Vec2 = Vec2::new(-152.94239396, 59.28637943);
-    const GREEN_VEC2: Vec2 = Vec2::new(4.27729857, 2.82956604);
-    const BLURE_VEC2: Vec2 = Vec2::new(-89.90310912, 27.34824973);
-
-    let v4 = glam::vec4(1.0, x, x * x, x * x * x);
-    let v2 = glam::vec2(v4.z, v4.w) * v4.z;
-
-    // Above sources are not explicit about it but this color is seemingly already in sRGB
-    // gamma space.
-    [
-        ((v4.dot(RED_VEC4) + v2.dot(RED_VEC2)) * 255.0) as u8,
-        ((v4.dot(GREEN_VEC4) + v2.dot(GREEN_VEC2)) * 255.0) as u8,
-        ((v4.dot(BLUE_VEC4) + v2.dot(BLURE_VEC2)) * 255.0) as u8,
-        255,
-    ]
-}
-
 struct DepthTexture {
     dimensions: glam::UVec2,
     data: DepthCloudDepthData,
@@ -465,7 +432,7 @@ impl AlbedoTexture {
         let mut rgba8 = std::iter::repeat(0).take(size * 4).collect_vec();
         spiral(dimensions).for_each(|(texcoords, d)| {
             let idx = ((texcoords.x + texcoords.y * dimensions.x) * 4) as usize;
-            rgba8[idx..idx + 4].copy_from_slice(turbo_color_map(d).as_slice());
+            rgba8[idx..idx + 4].copy_from_slice(re_renderer::colormap_turbo_srgb(d).as_slice());
         });
 
         Self { dimensions, rgba8 }

crates/re_renderer/shader/colormap.wgsl

@@ -0,0 +1,130 @@
+#import <./types.wgsl>
+#import <./utils/srgb.wgsl>
+
+// NOTE: Keep in sync with `colormap.rs`!
+const GRAYSCALE:        u32 = 0u;
+const COLORMAP_TURBO:   u32 = 1u;
+const COLORMAP_VIRIDIS: u32 = 2u;
+const COLORMAP_PLASMA:  u32 = 3u;
+const COLORMAP_MAGMA:   u32 = 4u;
+const COLORMAP_INFERNO: u32 = 5u;
+
+fn colormap_srgb(which: u32, t: f32) -> Vec3 {
+    if which == COLORMAP_TURBO {
+        return colormap_turbo(t);
+    } else if which == COLORMAP_VIRIDIS {
+        return colormap_viridis(t);
+    } else if which == COLORMAP_PLASMA {
+        return colormap_plasma(t);
+    } else if which == COLORMAP_MAGMA {
+        return colormap_magma(t);
+    } else if which == COLORMAP_INFERNO {
+        return colormap_inferno(t);
+    } else { // assume grayscale
+        return linear_from_srgb(Vec3(t));
+    }
+}
+
+// --- Turbo color map ---
+
+// Polynomial approximation in GLSL for the Turbo colormap.
+// Taken from https://gist.github.com/mikhailov-work/0d177465a8151eb6ede1768d51d476c7.
+// Original LUT: https://gist.github.com/mikhailov-work/ee72ba4191942acecc03fe6da94fc73f.
+//
+// Copyright 2019 Google LLC.
+// SPDX-License-Identifier: Apache-2.0
+//
+// Authors:
+//   Colormap Design: Anton Mikhailov (mikhailov@google.com)
+//   GLSL Approximation: Ruofei Du (ruofei@google.com)
+
+/// Returns a normalized sRGB polynomial approximation from Turbo color map, assuming `t` is
+/// normalized (it will be saturated no matter what).
+fn colormap_turbo_srgb(t: f32) -> Vec3 {
+    let r4 = Vec4(0.13572138, 4.61539260, -42.66032258, 132.13108234);
+    let g4 = Vec4(0.09140261, 2.19418839, 4.84296658, -14.18503333);
+    let b4 = Vec4(0.10667330, 12.64194608, -60.58204836, 110.36276771);
+    let r2 = Vec2(-152.94239396, 59.28637943);
+    let g2 = Vec2(4.27729857, 2.82956604);
+    let b2 = Vec2(-89.90310912, 27.34824973);
+
+    let t = saturate(t);
+    let v4 = vec4(1.0, t, t * t, t * t * t);
+    let v2 = v4.zw * v4.z;
+
+    return vec3(
+        dot(v4, r4) + dot(v2, r2),
+        dot(v4, g4) + dot(v2, g2),
+        dot(v4, b4) + dot(v2, b2)
+    );
+}
+
+// --- Matplotlib color maps ---
+
+// Polynomials fitted to matplotlib colormaps, taken from https://www.shadertoy.com/view/WlfXRN.
+//
+// License CC0 (public domain)
+//   https://creativecommons.org/share-your-work/public-domain/cc0/
+//
+// Similar to https://www.shadertoy.com/view/XtGGzG but with a couple small differences:
+//  - use degree 6 instead of degree 5 polynomials
+//  - use nested horner representation for polynomials
+//  - polynomials were fitted to minimize maximum error (as opposed to least squares)
+//
+// Data fitted from https://github.com/BIDS/colormap/blob/master/colormaps.py (CC0).
+
+/// Returns a normalized sRGB polynomial approximation from Viridis color map, assuming `t` is
+/// normalized (it will be saturated no matter what).
+fn colormap_viridis_srgb(t: f32) -> Vec3 {
+    let c0 = Vec3(0.2777273272234177, 0.005407344544966578, 0.3340998053353061);
+    let c1 = Vec3(0.1050930431085774, 1.404613529898575, 1.384590162594685);
+    let c2 = Vec3(-0.3308618287255563, 0.214847559468213, 0.09509516302823659);
+    let c3 = Vec3(-4.634230498983486, -5.799100973351585, -19.33244095627987);
+    let c4 = Vec3(6.228269936347081, 14.17993336680509, 56.69055260068105);
+    let c5 = Vec3(4.776384997670288, -13.74514537774601, -65.35303263337234);
+    let c6 = Vec3(-5.435455855934631, 4.645852612178535, 26.3124352495832);
+    let t = saturate(t);
+    return c0 + t * (c1 + t * (c2 + t * (c3 + t * (c4 + t * (c5 + t * c6)))));
+}
+
+/// Returns a normalized sRGB polynomial approximation from Plasma color map, assuming `t` is
+/// normalized (it will be saturated no matter what).
+fn colormap_plasma_srgb(t: f32) -> Vec3 {
+    let c0 = Vec3(0.05873234392399702, 0.02333670892565664, 0.5433401826748754);
+    let c1 = Vec3(2.176514634195958, 0.2383834171260182, 0.7539604599784036);
+    let c2 = Vec3(-2.689460476458034, -7.455851135738909, 3.110799939717086);
+    let c3 = Vec3(6.130348345893603, 42.3461881477227, -28.51885465332158);
+    let c4 = Vec3(-11.10743619062271, -82.66631109428045, 60.13984767418263);
+    let c5 = Vec3(10.02306557647065, 71.41361770095349, -54.07218655560067);
+    let c6 = Vec3(-3.658713842777788, -22.93153465461149, 18.19190778539828);
+    let t = saturate(t);
+    return c0 + t * (c1 + t * (c2 + t * (c3 + t * (c4 + t * (c5 + t * c6)))));
+}
+
+/// Returns a normalized sRGB polynomial approximation from Magma color map, assuming `t` is
+/// normalized (it will be saturated no matter what).
+fn colormap_magma_srgb(t: f32) -> Vec3 {
+    let c0 = Vec3(-0.002136485053939582, -0.000749655052795221, -0.005386127855323933);
+    let c1 = Vec3(0.2516605407371642, 0.6775232436837668, 2.494026599312351);
+    let c2 = Vec3(8.353717279216625, -3.577719514958484, 0.3144679030132573);
+    let c3 = Vec3(-27.66873308576866, 14.26473078096533, -13.64921318813922);
+    let c4 = Vec3(52.17613981234068, -27.94360607168351, 12.94416944238394);
+    let c5 = Vec3(-50.76852536473588, 29.04658282127291, 4.23415299384598);
+    let c6 = Vec3(18.65570506591883, -11.48977351997711, -5.601961508734096);
+    let t = saturate(t);
+    return c0 + t * (c1 + t * (c2 + t * (c3 + t * (c4 + t * (c5 + t * c6)))));
+}
+
+/// Returns a normalized sRGB polynomial approximation from Inferno color map, assuming `t` is
+/// normalized (it will be saturated no matter what).
+fn colormap_inferno_srgb(t: f32) -> Vec3 {
+    let c0 = Vec3(0.0002189403691192265, 0.001651004631001012, -0.01948089843709184);
+    let c1 = Vec3(0.1065134194856116, 0.5639564367884091, 3.932712388889277);
+    let c2 = Vec3(11.60249308247187, -3.972853965665698, -15.9423941062914);
+    let c3 = Vec3(-41.70399613139459, 17.43639888205313, 44.35414519872813);
+    let c4 = Vec3(77.162935699427, -33.40235894210092, -81.80730925738993);
+    let c5 = Vec3(-71.31942824499214, 32.62606426397723, 73.20951985803202);
+    let c6 = Vec3(25.13112622477341, -12.24266895238567, -23.07032500287172);
+    let t = saturate(t);
+    return c0 + t * (c1 + t * (c2 + t * (c3 + t * (c4 + t * (c5 + t * c6)))));
+}

crates/re_renderer/src/colormap.rs

@@ -0,0 +1,160 @@
+#![allow(clippy::excessive_precision)]
+
+use glam::{Vec2, Vec3A, Vec4, Vec4Swizzles};
+
+// ---
+
+// NOTE: Keep in sync with `colormap.wgsl`!
+#[derive(Debug, Clone, Copy, PartialEq, Eq, PartialOrd, Ord)]
+#[repr(u32)]
+pub enum ColorMap {
+    Grayscale = 0,
+    ColorMapTurbo = 1,
+    ColorMapViridis = 2,
+    ColorMapPlasma = 3,
+    ColorMapMagma = 4,
+    ColorMapInferno = 5,
+}
+
+pub fn colormap_srgb(which: ColorMap, t: f32) -> [u8; 4] {
+    match which {
+        ColorMap::Grayscale => grayscale_srgb(t),
+        ColorMap::ColorMapTurbo => colormap_turbo_srgb(t),
+        ColorMap::ColorMapViridis => colormap_viridis_srgb(t),
+        ColorMap::ColorMapPlasma => colormap_plasma_srgb(t),
+        ColorMap::ColorMapMagma => colormap_magma_srgb(t),
+        ColorMap::ColorMapInferno => colormap_inferno_srgb(t),
+    }
+}
+
+/// Returns an sRGB gray value, assuming `t` is normalized.
+pub fn grayscale_srgb(t: f32) -> [u8; 4] {
+    debug_assert!((0.0..=1.0).contains(&t));
+
+    let t = t.powf(2.2);
+    let t = ((t * u8::MAX as f32) + 0.5) as u8;
+
+    [t, t, t, t]
+}
+
+// --- Turbo color map ---
+
+// Polynomial approximation in GLSL for the Turbo colormap.
+// Taken from https://gist.github.com/mikhailov-work/0d177465a8151eb6ede1768d51d476c7.
+// Original LUT: https://gist.github.com/mikhailov-work/ee72ba4191942acecc03fe6da94fc73f.
+//
+// Copyright 2019 Google LLC.
+// SPDX-License-Identifier: Apache-2.0
+//
+// Authors:
+//   Colormap Design: Anton Mikhailov (mikhailov@google.com)
+//   GLSL Approximation: Ruofei Du (ruofei@google.com)
+
+/// Returns sRGB polynomial approximation from Turbo color map, assuming `t` is normalized.
+pub fn colormap_turbo_srgb(t: f32) -> [u8; 4] {
+    const R4: Vec4 = Vec4::new(0.13572138, 4.61539260, -42.66032258, 132.13108234);
+    const G4: Vec4 = Vec4::new(0.09140261, 2.19418839, 4.84296658, -14.18503333);
+    const B4: Vec4 = Vec4::new(0.10667330, 12.64194608, -60.58204836, 110.36276771);
+
+    const R2: Vec2 = Vec2::new(-152.94239396, 59.28637943);
+    const G2: Vec2 = Vec2::new(4.27729857, 2.82956604);
+    const B2: Vec2 = Vec2::new(-89.90310912, 27.34824973);
+
+    debug_assert!((0.0..=1.0).contains(&t));
+
+    let v4 = glam::vec4(1.0, t, t * t, t * t * t);
+    let v2 = v4.zw() * v4.z;
+
+    [
+        ((v4.dot(R4) + v2.dot(R2)) * 255.0) as u8,
+        ((v4.dot(G4) + v2.dot(G2)) * 255.0) as u8,
+        ((v4.dot(B4) + v2.dot(B2)) * 255.0) as u8,
+        255,
+    ]
+}
+
+// --- Matplotlib color maps ---
+
+// Polynomials fitted to matplotlib colormaps, taken from https://www.shadertoy.com/view/WlfXRN.
+//
+// License CC0 (public domain)
+//   https://creativecommons.org/share-your-work/public-domain/cc0/
+//
+// Similar to https://www.shadertoy.com/view/XtGGzG but with a couple small differences:
+//  - use degree 6 instead of degree 5 polynomials
+//  - use nested horner representation for polynomials
+//  - polynomials were fitted to minimize maximum error (as opposed to least squares)
+//
+// Data fitted from https://github.com/BIDS/colormap/blob/master/colormaps.py (CC0).
+
+/// Returns sRGB polynomial approximation from Viridis color map, assuming `t` is normalized.
+pub fn colormap_viridis_srgb(t: f32) -> [u8; 4] {
+    const C0: Vec3A = Vec3A::new(0.2777273272234177, 0.005407344544966578, 0.3340998053353061);
+    const C1: Vec3A = Vec3A::new(0.1050930431085774, 1.404613529898575, 1.384590162594685);
+    const C2: Vec3A = Vec3A::new(-0.3308618287255563, 0.214847559468213, 0.09509516302823659);
+    const C3: Vec3A = Vec3A::new(-4.634230498983486, -5.799100973351585, -19.33244095627987);
+    const C4: Vec3A = Vec3A::new(6.228269936347081, 14.17993336680509, 56.69055260068105);
+    const C5: Vec3A = Vec3A::new(4.776384997670288, -13.74514537774601, -65.35303263337234);
+    const C6: Vec3A = Vec3A::new(-5.435455855934631, 4.645852612178535, 26.3124352495832);
+
+    debug_assert!((0.0..=1.0).contains(&t));
+
+    let c = C0 + t * (C1 + t * (C2 + t * (C3 + t * (C4 + t * (C5 + t * C6)))));
+
+    let c = c * 255.0;
+    [c.x as u8, c.y as u8, c.z as u8, 255]
+}
+
+/// Returns sRGB polynomial approximation from Plasma color map, assuming `t` is normalized.
+pub fn colormap_plasma_srgb(t: f32) -> [u8; 4] {
+    const C0: Vec3A = Vec3A::new(0.05873234392399702, 0.02333670892565664, 0.5433401826748754);
+    const C1: Vec3A = Vec3A::new(2.176514634195958, 0.2383834171260182, 0.7539604599784036);
+    const C2: Vec3A = Vec3A::new(-2.689460476458034, -7.455851135738909, 3.110799939717086);
+    const C3: Vec3A = Vec3A::new(6.130348345893603, 42.3461881477227, -28.51885465332158);
+    const C4: Vec3A = Vec3A::new(-11.10743619062271, -82.66631109428045, 60.13984767418263);
+    const C5: Vec3A = Vec3A::new(10.02306557647065, 71.41361770095349, -54.07218655560067);
+    const C6: Vec3A = Vec3A::new(-3.658713842777788, -22.93153465461149, 18.19190778539828);
+
+    debug_assert!((0.0..=1.0).contains(&t));
+
+    let c = C0 + t * (C1 + t * (C2 + t * (C3 + t * (C4 + t * (C5 + t * C6)))));
+
+    let c = c * 255.0;
+    [c.x as u8, c.y as u8, c.z as u8, 255]
+}
+
+/// Returns sRGB polynomial approximation from Magma color map, assuming `t` is normalized.
+pub fn colormap_magma_srgb(t: f32) -> [u8; 4] {
+    const C0: Vec3A = Vec3A::new(-0.002136485053939, -0.000749655052795, -0.005386127855323);
+    const C1: Vec3A = Vec3A::new(0.2516605407371642, 0.6775232436837668, 2.494026599312351);
+    const C2: Vec3A = Vec3A::new(8.353717279216625, -3.577719514958484, 0.3144679030132573);
+    const C3: Vec3A = Vec3A::new(-27.66873308576866, 14.26473078096533, -13.64921318813922);
+    const C4: Vec3A = Vec3A::new(52.17613981234068, -27.94360607168351, 12.94416944238394);
+    const C5: Vec3A = Vec3A::new(-50.76852536473588, 29.04658282127291, 4.23415299384598);
+    const C6: Vec3A = Vec3A::new(18.65570506591883, -11.48977351997711, -5.601961508734096);
+
+    debug_assert!((0.0..=1.0).contains(&t));
+
+    let c = C0 + t * (C1 + t * (C2 + t * (C3 + t * (C4 + t * (C5 + t * C6)))));
+
+    let c = c * 255.0;
+    [c.x as u8, c.y as u8, c.z as u8, 255]
+}
+
+/// Returns sRGB polynomial approximation from Inferno color map, assuming `t` is normalized.
+pub fn colormap_inferno_srgb(t: f32) -> [u8; 4] {
+    const C0: Vec3A = Vec3A::new(0.00021894036911922, 0.0016510046310010, -0.019480898437091);
+    const C1: Vec3A = Vec3A::new(0.1065134194856116, 0.5639564367884091, 3.932712388889277);
+    const C2: Vec3A = Vec3A::new(11.60249308247187, -3.972853965665698, -15.9423941062914);
+    const C3: Vec3A = Vec3A::new(-41.70399613139459, 17.43639888205313, 44.35414519872813);
+    const C4: Vec3A = Vec3A::new(77.162935699427, -33.40235894210092, -81.80730925738993);
+    const C5: Vec3A = Vec3A::new(-71.31942824499214, 32.62606426397723, 73.20951985803202);
+    const C6: Vec3A = Vec3A::new(25.13112622477341, -12.24266895238567, -23.07032500287172);
+
+    debug_assert!((0.0..=1.0).contains(&t));
+
+    let c = C0 + t * (C1 + t * (C2 + t * (C3 + t * (C4 + t * (C5 + t * C6)))));
+
+    let c = c * 255.0;
+    [c.x as u8, c.y as u8, c.z as u8, 255]
+}

crates/re_renderer/src/lib.rs

@@ -15,6 +15,7 @@ pub mod resource_managers;
 pub mod view_builder;
 
 mod allocator;
+mod colormap;
 mod context;
 mod debug_label;
 mod depth_offset;
@@ -25,6 +26,10 @@ mod size;
 mod wgpu_buffer_types;
 mod wgpu_resources;
 
+pub use colormap::{
+    colormap_inferno_srgb, colormap_magma_srgb, colormap_plasma_srgb, colormap_srgb,
+    colormap_turbo_srgb, colormap_viridis_srgb, grayscale_srgb, ColorMap,
+};
 pub use context::RenderContext;
 pub use debug_label::DebugLabel;
 pub use depth_offset::DepthOffset;

crates/re_renderer/src/workspace_shaders.rs

@@ -13,6 +13,12 @@ pub fn init() {
     use crate::file_system::FileSystem as _;
     let fs = crate::MemFileSystem::get();
 
+    {
+        let virtpath = Path::new("shader/colormap.wgsl");
+        let content = include_str!("../shader/colormap.wgsl").into();
+        fs.create_file(virtpath, content).unwrap();
+    }
+
     {
         let virtpath = Path::new("shader/composite.wgsl");
         let content = include_str!("../shader/composite.wgsl").into();

crates/re_sdk/src/demo_util.rs

@@ -92,7 +92,7 @@ pub fn color_spiral(
 
     let colors = (0..num_points)
         .map(move |i| {
-            re_viewer::color_map::turbo_color_map(i as f32 / num_points as f32).to_array()
+            re_viewer::external::re_renderer::colormap_turbo_srgb(i as f32 / num_points as f32)
         })
         .collect();
 

crates/re_viewer/src/lib.rs

@@ -11,7 +11,6 @@ mod remote_viewer_app;
 mod ui;
 mod viewer_analytics;
 
-pub use self::misc::color_map;
 pub(crate) use misc::{mesh_loader, Item, TimeControl, TimeView, ViewerContext};
 use re_log_types::PythonVersion;
 pub(crate) use ui::{event_log_view, memory_panel, selection_panel, time_panel, UiVerbosity};
@@ -22,6 +21,7 @@ pub use remote_viewer_app::RemoteViewerApp;
 pub mod external {
     pub use eframe;
     pub use egui;
+    pub use re_renderer;
 }
 
 // ----------------------------------------------------------------------------