The geometry tag has no usage guidance.
-2
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0answers
26 views
Research/projects that intersect image processing with geometry-based computer graphics
The following link (https://www.quora.com/What-is-the-difference-between-computer-graphics-and-image-processing) describes the difference between image processing and computer graphics as being ...
0
votes
0answers
30 views
Dragging an object on a plane with respect to the camera
this is a long description but I hope the solution is simple:
I have a 3D pointCloud with a vtk box (displayed at 0,0,0) and I want to drag the box on the XY plane with my mouse cursor (Zero movement ...
0
votes
0answers
42 views
How to ensure that the raytrcing coordinate system is teh same as the projection one?
I have 2 shading models right now, one is using voxels the other one is the standard projection absed renderization method.
Putting them side by side I have noticed that no matter what I do one is ...
0
votes
1answer
33 views
Pathtracing line and point primitives?
So I'm in the midst of implementing a path-tracer. I have chosen to use Assimp library to load models and scene information.
According to it, it will provide mesh data and meshes may contain point, ...
0
votes
0answers
7 views
Where on the .obj or .mtl files is the information needed to find the texture associated with a wavefront file?
I've downloaded the sponza scene, and I will use it to develop multi object rendeirng on my engine.
I can load the mesh just fine. But the mesh is currently monochromatic (looks 3D thanks to blinn ...
1
vote
0answers
26 views
How are non-triangular wavefront meshes handled?
I have a wavefront loader, however it only works with triangular meshes.
I have been trying to think how to handle faces with arbitrarily many vertices but I have no idea how they are to be handled ...
0
votes
0answers
21 views
Expressing dot density in a scene in terms of visual angle versus cm
When rendering random dot scenes, I sometimes see the literature express density as $n\ dots/degree^2$ of visual angle. Is there a way to convert this density to $dots/cm^2$?
Or when I read that a ...
0
votes
0answers
26 views
How difficult would it be to customise Google Maps
How difficult would it be to customise Google Maps to display roads like they were biological veins? Vein appearance (width)/promotion would be exaggerated according to road classification.
Where ...
0
votes
0answers
19 views
how to draw mesh equal distance from irregular shape geometry bounding box
I am given an irregular geometry shape with its vertices, bounding box information.
How to draw a smooth mesh equal distance from that irregular geometry shape's bounding box?
Please refer to the ...
2
votes
1answer
69 views
Path Tracer - Model loading Libraries?
so I am in the process of making my own GPU path tracer based on OpenCL as part of my bachelor thesis. I have already made a CPU and a GPU ray tracer based on OpenGL compute shaders but all I have ray-...
1
vote
0answers
30 views
Transform a cube in a truncated pyramid
I have to calculate the modeling transformation that transforms a cube of side=1 centered in (0,0,0) in a rectangular truncated pyramid of height=2,sides of basic rectangle equals to 3 and 2, sides of ...
4
votes
1answer
72 views
Subdivide a triangle along its UVs
I'm looking into a problem that first occured very trivial to me, but i got stuck and it's becoming a major issue right now. I'd like to subdivide a triangle by its given UVs, e.g. if the UVs are ...
3
votes
1answer
84 views
Delta angle of two vectors about positive x axis
How do I calculate angle C?
I can only know what angle between vector and x positive vector {1, 0}
Angle between green and red is 60 degrees.
Angle between blue ...
4
votes
1answer
88 views
Triangulation of vertices of an ellipsoid
I have the parametric model of an ellipsoid like this:
\begin{cases}
x=a_1\,cos \,\eta \:cos\,\omega & -\pi\leq\omega\leq\pi \\𝑦 = 𝑎_2\,cos\,\eta\:sin\,\omega \\ z=a_3\,sin \,\eta & -\frac{...
1
vote
0answers
44 views
Tanget plane of an image
My problem is about tangent plane. I have an image (m by n). I obtain surface normal vector using machine learning methods. Then i would like to obtain tangent plane for this surface normal.
To ...
1
vote
1answer
85 views
What's wrong with my computation of the intersection of a ray with a sphere
I am learning GLSL and trying to raytrace a sphere.
Here is a fragment shader. It correctly discards fragments which are not on the sphere, but when I try to calculate the point of intersection (and ...
3
votes
1answer
50 views
calculating size of rectangle which fully obscures a sphere
I am learning GLSL and want to raytrace a sphere. I am rendering rectangles which sit between the camera and sphere, and do a ray-sphere intersection test in the fragment shader. It almost works:
As ...
1
vote
2answers
159 views
Euler Angles - Gimbal lock, why non-orthogonal axes
Already asked this question on mathexchange but didn't got any promising answers so posting it here Since I'm from a CG background.
I really can't understand how and why gimbal lock occurs using ...
1
vote
0answers
36 views
Which vertices to use to create side of model
I hope I'm asking on the right StackExchange site. Apologies if I'm not.
I want to generate 3D triangulated models of optical lenses, circular in shape. I can create the meshes for the front and back ...
3
votes
1answer
97 views
Heirarchy in Euler rotations
Why is there necessarily a hierarchy in Euler rotations?
For example I need to decide that I want
x to affect y and z
z to affect y
y to affect nothing.
What if ...
1
vote
0answers
26 views
How to obtain a parametric equation out of a part designed in Autodesk Inventor?
Whenever you make a part in inventor, the software calculates de properties of the whole body given a constant density. Then, automatically, it shows the inertial tensor. As you can recall from math, ...
3
votes
1answer
91 views
Rounding a corner formed by Arc and Line
Given shapes like these, which contain just Arcs and lines, I want to round all its corners with certain radius. I know the vertices of the lines & arcs these shapes.
I can round the corners of a ...
1
vote
0answers
31 views
3D reconstruction using 2D matched points
I have 2 images, called left and right images. I have some matched points $[c_l,r_l]$ and $[c_r,r_r]$ in both of them (these points are in pixel coordinates).
For a 3D point in the real world, they ...
1
vote
1answer
56 views
Are there LOD Algorithms that work through removing objects?
I want to implement a LOD algorithm that reduces the number of objects rather than the number of vertices of the objects.
Imagine a forest, then close up I want to see all the trees but moving away ...
6
votes
1answer
186 views
Visualizing the Lane-Riesenfeld Algorithm
Ok so, I keep reading papers about this and non of them have pictures. The lane Riesenfeld algorithm provides a way to subdivide set of points with B-spline conversion.
The quesiton is simple HOW? If ...
5
votes
1answer
227 views
Rounding the edges in a mitered line segment inside of a fragment shader
As some of you may know drawing line segments between sets of points is really difficult especially when you want wide lines or variable widths.
Because I am looking to draw a few hundred of these ...
1
vote
0answers
33 views
Program to visualize geodesics and linear projection of an ellipsoid simultaneously
I am trying to solve a problem in computer graphics but to do it I need to be able to see a comparison of geodesic lines and straigth line projections on the ellipsoid.
I have not been able to ...
6
votes
1answer
115 views
Logarithmic spiral with equal vertex spacing, what equations?
I need to draw a logarithmic spiral (or close approximation) whose vertices are equally spaced, such that the lines between any two consecutive vertices are of equal length.
(Actually, that spiral is ...
2
votes
0answers
98 views
How is it possible to generate geometries using space folding?
There is a TED presentation, where we see really good looking geometries, which are generated using space folding.
I get the general idea, that we start from a basic geometry like a cube, and then ...
4
votes
1answer
334 views
What's the difference between geometric surface normal and shading surface normal?
In my opinion, geometric surface normal is the cross product of triangle edge vectors, and shading surface normal is the interpolation of the predefined normals at the three vertexes.
I used Mitsuba ...
1
vote
1answer
52 views
Is it possible to draw the intersection of two squares of known dimension using only x,y coordinates and without an if statement?
Say I have two squares, both 10x10, with some small, unknown overlap.
Is there a way to draw the intersection of these two squares using the width, height and x,y coordinates of each square, while ...
1
vote
0answers
63 views
Algorithm for clipping convex quadrilaterals
I'm dealing with hardware that uses quads as its polygonal primitive. Not triangles. A triangle can be expressed by setting 2 of the 4 vertices equal to each other for a degenerate quad.
For the 3D ...
-3
votes
1answer
54 views
constrain based dynamic geometry generation [closed]
I have a bounding box of 1000m x 1000m. I randomly generate 10000 points (sites) inside it. Now, how can I create 'n' polygons (geometries) within the bounding box based on a given constrain.
The ...
7
votes
1answer
111 views
List of triangles to minimum amount of convex polygons
I'm in search for an algorithm that takes the left side of the following graphic as an input and outputs a minimal amount of convex polygons as seen on the right side of the graphic.
The input mesh ...
1
vote
0answers
39 views
Rectangle bounds of isometric object to isometric bounds
This might sound confusing, but this is what I'm trying to achieve:
project to:
I already have an algorithm in my mind, where we simply detect the corners touching the Cartesian rectangle and ...
4
votes
1answer
123 views
Convex non simple polygon?
Existence question: Can there exist a convex polygon witch is not a simple polygon?
1
vote
2answers
324 views
Extract visible vertices from a 3D geometry model
Let's assume we have a 3D model consisted of XYZ-formatted vertices (such as point cloud model). My problem is given the position and normal of camera or camera ...
5
votes
1answer
184 views
What is the name of toroidal 2D space
I have a 2D space of dimensions (X,Y) with toroidal properties :
In this space, when a point A(x,y) change it's position such as x is getting > X or < 0, then x becomes (x % X).
So when the point ...
5
votes
1answer
87 views
Best way to group 3d points into planes, if any
If I have some 3d points, how can I discover parallel planes within them (not just arbitrary planes).
I want to know how many "levels" or "floors" something can travel within, after it has done so, ...
4
votes
1answer
112 views
The constructor of hyperboloid in pbrt-v3
The book omitted the explanation of the constructor of hyperboloid.
Could someone give some explanations about:
Why the arguments are two points?
What are the meanings of ah and ch?
Why is there a ...
4
votes
1answer
99 views
Calculate a rotation around an arbitrary axis
Suppose I have two 3D triangles before & after a single rotation around an unknown axis.
How would I go about finding this axis?
5
votes
1answer
133 views
Calculate Transformation between two point sets - but with constrained Degrees of Freedom
How can I calculate the rigid transformation [R|t] between two 3d triangles, but restricted to a given N degrees of freedom (for N = 1..6) ?
I know for N=6 I can get a least-squares solution via SVD ...
4
votes
1answer
407 views
Bevel/Chamfer algorithm for arbitrary 3D mesh
I can't find any paper about a bevel/chamfer algorithm for 3D mesh. Bevel has a lot of special cases (corners, different bevel profile, bevel larger than a face). I am looking for robustness.
Do you ...
1
vote
1answer
150 views
Test if polygon edge is facing another polygon
How do I test to see if a polygon edge is facing another polygon? For the edge being tested to return true, the edge needs to be facing a polygon which has a different attribute than itself.
In this ...
7
votes
2answers
167 views
Sampling against geometry normals
I am writing a basic raytracer and have implemented normal maps. However, when using normal maps, sometimes the rays generated are opposite to the surface's geometry normal, so that the rays are ...
1
vote
1answer
79 views
Mirroring avatar
I have a skeleton (in asf/amc format), from CMU's mocap database.
I'm using python, no libraries yet. (Blender in python mode doesn't work properly for this, as far as I know.)
I want to mirror the ...
2
votes
0answers
119 views
Transform a centered isosceles trapezoid in a rectangle in 2-D
I must convert a isosceles trapezoid to a rectangle in 2-D with a shearing transformation (or with 2 shearing transformations). The isosceles trapezoid is centered in the origin of axes.
It is right ...
5
votes
1answer
108 views
Where should I project a polygon corner when it is behind me?
I am creating a simple 3D engine as a learning project to get the hang on spherical trigonometry. I am using the following approach.
1. A model consists of a lot of triangular faces.
2. Each triangle ...
4
votes
1answer
94 views
Meaning of the parameter in a line-plane intersection in the space
The scenery is the following:
I have a polygon in the space, defined (the polygon) from your vertices. By 3 vertices of the polygon (non-aligned) revenue equation of the plane containing the polygon.
...
3
votes
1answer
55 views
Expressing a reflected ray at a point as a function of the incoming ray and the normal to the surface at that point
Said L the incoming ray (at a point $P$). $R$ is the reflected ray. $N$ is the normal to the surface at the point $P$. $\alpha$ is the angle between $N$ and $L$ (and $N$ and $R$ also). It is assumed ...
