Microfractal 🫖Got my first #Vulkan triangle oh my god
Got my first vertex-indexed rectangle.
I didn't think integrating Imgui into it would be so easy.
Output is inside a #DearImGui window ✅
Need to figure out where these ugly spec violations happen.
Need to figure out where these ugly spec violations happen.
codeberg.org/Microfractal/Bultom
Here is it. Unforunately not really usable, not cross platform, has some vulkan validation errors & no coloring options at the moment. I just made it public, so you can see and perhaps understand how perturbation and linear acceleration works.🥴
Here is it. Unforunately not really usable, not cross platform, has some vulkan validation errors & no coloring options at the moment. I just made it public, so you can see and perhaps understand how perturbation and linear acceleration works.🥴
Ah and it has linear approximation as mentioned before ✅
Some progress:
Separated computation into a map stage (iterations, distance estimates..)
and an image stage (RGBA), so image recoloring does not need to recompute the fractal again ✅
Wrapped DearImGui input scalars ✅
Custom DearImGui-like color editor ✅
Wrapped Vulkan compute shader into a structure ✅
TODO:
Higher quality by averaging multiple images (made out of sightly randomized map pixels), formula must be something like
newColor = Lerp(oldColor, newColor, 1.0 / weight)
Higher quality by averaging multiple images (made out of sightly randomized map pixels), formula must be something like
newColor = Lerp(oldColor, newColor, 1.0 / weight)
Saving images as png ✅
Finally got FloatExp numbers to work. A FloatExp datatype is a real-valued struct, which contain a floating point number and an extra integer, which holds the exponent.
Then, a real number {mantissa, exponent} can be represented using mantissa×2^exponent.
Using this method, numbers far beyond the range of single and double precision floating point numbers can be represented.
This image is computed using a 32+32 bit floatexp (32 bit mantissa and 32 bit exponent). Plain 32 bit floats are not enough. Of course, perturbation and linear acceleration is also used.
#Devlog #Fractal #Mandelbrot #DeepZoom #FloatingPoint #FloatExp
A very basic GLSL example which shows the FloatExp datatype used to zoom into \(0+i\) of the Mandelbrot set (perturbation): https://www.shadertoy.com/view/tcjyWV
Heck yes!
Fixed some FloatExp bugs, computing some of my older deep #mandelbrot #fractal zooms is now possible.
30s to render using Bultom, original (https://www.deviantart.com/microfractal/art/Mandelbrot-Deep-Julia-Morphing-31-895133397) was completed in about an hour using MandelMachine (Abandonware for a decade)
TariqI like this one a lot!
@rzeta0 Thank you
Added progress reporting. Getting the numerator & denominator is done using lambdas.
Got something like waypoint coloring to work, currenty hardcoded as static arrays in the shader.
Added the "extend" modes mirror and clamp.
Here's one example that uses a mirrored colormap. Coordinates found by @mathr "millionaires 8": https://mathr.co.uk/web/millionaires.html#008
#Mandelbrot #MandelbrotSet #Fractal #DeepZoom #JuliaMorphing #MathArt
Finally got a working GUI to edit a colormap. I'm still not 100% satisfied but much better than the other attempts.
I finally got exchange of colormap data between host and shader to work.
Currently rewriting some of the #Vulkan initialization code. Main part is done, using the C++ Vulkan wrapper reduces the mess in some blocks.
Now my colormap editor has a more nice looking appearance. Notice the cosine interpolation between all the points.
David W. Jones@Microfractal
Very nice! What platform?
Very nice! What platform?
OS: Linux, Fedora 42
IDE: VSCodium (a VSCode fork)
My program: Bultom (Renderer: Vulkan, Base UI: DearImgui)