Curve intersections

Fast computation of intersections and self-intersections of curves using vectorization.

While a few other functions already exist in FEX that compute the intersection points of curves, this short piece of code was written with speed being the highest priority. No loops are used

Fast and Robust Curve Intersections

Computes intersection points of two curves.

This function computes the (x,y) locations where two curves intersect. The curves can be broken with NaNs or have vertical segments. It is also very fast (at least on data that represents what I

Fast and Robust Self-Intersections

Computes the self-intersections of a curve.

This function computes the locations where a curve self-intersects in a fast and robust way. The curve can be broken with NaNs or have vertical segments. Segments of the curve involved in each of the

Curve Intersect 2

Finds the intersection points between two arbitrary polygons.

GeneralThis file is based on the Curve Intersect function by Duane Hanselman. It extends the scope of the function to handle arbitrary lines / polygons, which may also have vertical segments or

Multiple curve and line intersection.

many line and curve intersection.

easy to use for any type of line and curve intersection with example.

Plotting intersection curves for implicit surfaces

Plot intersection curves for implicit surfaces

Implicit surfaces can be plotted with the isosurface function, but to my knowledge there is no function for plotting the intersection curve between two implicit surfaces. The isocurve3 function

Vehicle Dynamics GUI

This is a Graphical User Interface to calculate the Yaw Moment Diagram and Phase Portrait of a vehicle based on the bicycle model.

Antenna Design Wizards

Program to simplify design of antennas, through the use of interactive design curves

This program was written as part of a university project.The program uses design curves to allow users to design antennas. The design curves are interactive - i.e., click and drag with the mouse. The

Curve intersection

Finds intersections of two piecewise linear plane curves.

[xs,ys] = cint(x1,y1,x2,y2) finds intersection points of the curves defined by straight lines between the length(x1) points in the plane, (x1,y1), and the length(x2) points in the plane (x2,y2).The

Algebraic Curve Intersection Explorer

Live Script finding intersections of affine algebraic curves.

An affine algebraic curve is a planar curve described by a polynomial equation in two variables x and y. The intersections of two such curves may be found analytically with solve or numerically with

BrakeDesignCalculator

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Color-based Reflection Symmetry Detection

Detects global reflection symmetry axes inside an image

HaizhaoYang/SynLab

Multidimensional Synchrosqueezed Transforms

gptoolbox

Useful functions for geometry processing, constrainted optimization and image processing.

colorization, diffusion curves - exact (un)signed distance field computation for meshes - constructive solid geometry operations on meshes, booleans - accelerated point location in triangle and tetrahedral

Optical Fibre Toolbox

Simulation of optical fiber modes

Intersection Navigation and Path Estimation

This tool is an extension of to the autonomous driving toolbox for: directed graph creation, path estimation, and vehicle to vehicle communi

Intersection-Navigation-and-Path-EstimationVersion 1.0September 2020IntroductionThis tool is an extension of to the autonomous driving toolbox for: directed graph creation, path estimation, and

BacterialBilliards

A set of Matlab functions which solve the "bacterial billiards" problem in closed confinement.

following url,https://www.mathworks.com/matlabcentral/fileexchange/22441-curve-intersectionsand is included as a dependency in the code.

splinecloud-matlab

Matlab NURBS library

getYByX(nurbs, xPoints(i));endplot(xPoints, yPoints);Uses:NURBS Toolbox by D.M. SpinkCurve intersections

VELAS

VELAS is a user-friendly open-source toolbox for the visualization and analysis of elastic anisotropy written in GNU Octave that can be used

Surface Intersection

Intersection of two triangulated surfaces

Function calculates intersection of any two triangulated surfaces using triangle/triangle intersection algorithm proposed by Tomas Möller (1997) and implemented as highly vectorized MATLAB code. The

distance2curve

Find the closest point on a (n-dimensional) curve to any given point or set of points

I've seen many people ask for a way to find the closest point on a curve from some given point in space. If the curve is a piecewise linear one, this is not too difficult, since this reduces to

impedance matching microwave engineering POZAR chapter 05 exercise 03

impedance matching microwave engineering POZAR chapter 05 exercise 03

Triangle/Ray Intersection

Fast vectorized triangle/ray intersection algorithm

Ray/triangle intersection using the algorithm proposed by Möller and Trumbore (1997), implemented as highly vectorized MATLAB code. The algorithm can work with one and two sided surfaces, as well as

plane intersection

It computes the intersection of two planes in space.

and Plane 2 coincide% 2:Plane 1 and Plane 2 intersect)% Example:% Determine the intersection of these two planes:% 2x - 5y + 3z = 12 and 3x + 4y - 3z = 6% The first plane is

straight line and plane intersection

plane_line_intersect computes the intersection of a plane and a segment(or

%plane_line_intersect computes the intersection of a plane and a segment (or a straight line)% Inputs: % n: normal vector of the Plane % V0: any point that belongs to the Plane % P0: end point 1

Fast mesh-mesh intersection using ray-tri intersection with octree spatial partitioning.

Fast mesh-mesh intersection based on ray-tri solution. Octree partitioning gives large speed-up.

% Putative points of intersection between each pair of surfaces are located% by assuming that each constituent mesh triangle edge represents an% infinitesimal ray, then solving the ray-triangle

3D curves

Examples of 3D curves described in Chapter 7 of the book: "CRC Standard Curves and Surfaces"

Examples of Three dimensional curves described in Chapter 7 ofthe book: "CRC Standard Curves and Surfaces" by David von Seggern (1993).The zip file includes the following curves:a) Helical curves

Fast Line Segment Intersection

Finds the pairwise intersection points between line segments in 2D Cartesian space.

OUT = LINESEGMENTINTERSECT(XY1,XY2) generates intersection analysis between the line segment sets given in XY1 and XY2. Code can handle coincident and parallel lines.The main emphasis is on speed

Matlab to Ansys ICEM/Fluent and Spline Drawing Toolbox

Define 2D geometry, ICEM CFD 2D surface blocking mesh, and Fluent journals in Matlab

Range intersection

Mathematical intersection of range composed of a union of intervals

Purpose: Range/interval intersectionA and B two ranges of closed intervals written as vectors [lowerbound1 upperbound1 lowerbound2 upperbound2] or as matrix [lowerbound1, lowerbound2, lowerboundn

Parallel Curves

Generates the outer and inner parallel curves in rectangular coordinates.

Simple program to generate the inner and outer parallel curves in rectangular coordinates. inner parallel is toward the center of curvature and outer parallel is away from the center of curvature

Intersection of Line to Generalized Ellipse

This function returns the points of intersection between a line and a generalized ellipse

MVD_Project-1

Vehicle Longitudinal Dynamics, Acceleration Performance and Fuel Consumtion

Hilbert Curve

How to draw the famous Hilbert curve, the curve that fills an area.

This recursive function calculates coordinates of n-th order Hilbert curve. It is then possible to plot it using the "line" command.

Hardware accelerated ray-triangle intersection

GPU portable implementation of the ray-triangle intersection method of Moller and Trumbore (1997)

% Ray-triangle intersection algorithm of Muller and Trumbore (1997)% formatted for arrayfun to allow hardware acceleration% Call with gpuarray and arrayfun to execute on the GPU: thjs% may give two

Fill Between Area Curve

The Fill Between Area Curve creates a shaded area between two data series, effectively highlighting the region of overlap or difference.

# Fill Between Area Curve[![View Fill Between Area Curve on File

Intersection Arbitrary Ellipsoid and a Plane

This function computes the intersection any Ellipsoid and a Plane,

Arbitrary ELIPSOID and A PLANE INTERSECTION function[Aye,Bye,qx,qy,qz]=intersection_elipsoid_plane2(elp,plane) % Plane equation AA.x + BB.y + CC.z+ DD = 0% Standart Ellipsoid equation

Bezier Curve Plotter

constructs a Bezier curve using a given set of control points

This is a simple program that constructs a Bezier curve using a given number of control points. Besides, it also plots the corresponding characteristic polygon.

Koch curve

Interface for generating the Koch curve

Application for generating the Koch curve (or Koch snowflake) fractal by selecting the number of iterations. Just unzip and run the Koch_curve_GUI.m file.

MINTERSECT -- Multiple set intersection.

A generalization of INTERSECT to handle multiple inputs.

Conics intersection

Given the homogeneous matrices of two conics it recovers the (up to) four intersection points

conics, the code will detect all their intersections.For instance:___________________%a circle centered in the originE1 = [1 0 0; 0 1 0; 0 0 -3]%an ellipse centered in the originE2 = [1 0 0; 0 3 0; 0 0

Intersection point of lines in 3D space

Finding intersection point of lines in 3D space (two or more lines).

Finding intersection point of lines in 3D space (two or more lines). Will return point with the minimum sum of squared distances from point to lines (LSM-method, using pseudoinverse). % PA :

gaussian curve fit

gaussian curve fit

Intersection of linear subspaces

Function for finding the basis of the intersection of N subspaces

This function returns the basis of the intersection of N subspaces defined by their bases, and the dimension of this intersection. The input basis vectors must be row vectors!Example:A = [1,1,-1,1

Lines Intersection

This function finds the intersection point of two lines.

This function uses a method of determinants to find the intersection of two linear lines. Inputs into this function are coordinates of two lines (vectors) i.e. Line1 = [(x11,y11);(x12,y12)] and

Cone-plane intersection

Compute the intersection of a cone and a plane, where the result is represented as an ellipse

This function computes the intersection of a cone and a plane, where the result is represented either as an ellipse or in the form of a Gaussian distribution.This algorithm can be used to extract

Curvature of a 1D curve in a 2D or 3D space

Calculates the local radius of curvature as well as the cumulative arc length and the curvature vector along a 1D curve in 2D or 3D space

the curve. The curvature is defined as . The curvature vector is , where is the unit vector in the direction from to the center of the circle.Note that this local calculation is sensitive to noise

Lines intersection [FAST]

A function to compute the intersection point between two lines of the space (3D or 2D)

Please first check the examples tab (.mlx file) here on the right for a complete description.Once downloaded, typewrite 'help lines_intersection' or 'doc lines_intersection' in Matlab console for

Ray/Triangle Intersection

Ray/triangle intersection using the algorithm proposed by Möller and Trumbore (1997)

Ray/triangle intersection using the algorithm proposed by Möller and Trumbore (1997). The zip file includes one example of intersection.References:[1] "Real Time Rendering". Third Edition. Tomas

Finding zeros and intersections

With data (x,y), the function finds "x" that correspond to y=y0.

Nagel Schreckenberg-based Signalized Intersection

A simulation of a 4-way signalized intersection based on the Nagel Schreckenberg model.

A simulation of a 4-way signalized intersection based on the Nagel Schreckenberg model. Extra rules are used inside the intersection to a) allow turns and b) prevent collisions. To get started, just

affineSpaceIntersection - Intersection of lines/planes/volumes/etc.

Compute intersections of lines, planes, volumes, etc. in arbitrary dimensions.

Generalised bezier curve matlab code

Takes n point inputs through cursor or kerboard ,plots a bezier curve using them as control points

Presenting the one and only Generalised Bezier curve !!!! Yes folks Matlab code for n points , this program will plot the Bezier curve for any number of points be it 2 or 3 or even 100 or more points

Analytical intersection area between two circles

Compute the intersection area between 2 circles. The function allows to evaluate the intersection ar

Compute the overlap area between 2 circles defined in an array Computation is vectorized, and intersection area are computed an analytical way. Input: Circles data presented in an array G of three

type2_union_or_intersection

In order to evaluate union or intersection operation under type2.

This function shall be used to evaluate the union or intersection between fuzzy sets or fuzzy relation under type2 category.For a complete understanding Please refer book by Dr. Jerry M. Mendel on

Evolutionary curve fitting

Particle swarm optimization is used to perform the thermal transient impedance curve fitting.

Obviously, it is nothing new. You can use Matlab's fminsearch() or Curve Fitting Toolbox. There are also many alternatives such as EzyFit for Matlab, Scilab's optimization tools, Octave

LineIntersection

Given two line segments, compute the intersection point.

% [E, lambda, gamma, isConvex] = lineIntersection(A,B,C,D)%% Given a line segment AB and another line segment CD, compute the point E% where the lines intersect.%% INPUTS:% A = [2,n] = [Ax;Ay] =

Bootstrapping Yield Curve

Bootstrap the yield curve, discount curve and forward curve from bond market prices. Plot results.

Bootstrap the yield curve, discount curve and the forward curve from market data***************** BOOTSTRAPPING RESULTS **********************Time (Years)| Yield Curve | Discount Curve| Forward

PV characteristic IV curve plotting

Here's a code to plot the characteristic IV curve of PV.

The function is used to calculate Isc and Voc in addition to plotting the characteristic IV curve.The functions takes the cell's parameters as inputs. The performance of the solar cell and its

Line-Line Intersection (2d)

Calculate intersection point of two 2d lines specified with 2 points each

Calculate intersection point of two 2d lines specified with 2 points each(X1, Y1; X2, Y2; X3, Y3; X4, Y4), while 1&2 and 3&4 specify a line.Gives back NaN or Inf/-Inf if lines are parallel (=