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RooTri

With the function RooTri(), we present a simple and robust calculation method for the approximation of the intersection points of a scalar field given as an unstructured point cloud with a plane oriented arbitrarily in space in MATLAB.

RooTri Graphical Abstract

Instructions

  1. Add RooTri(arg1, arg2, arg3, arg4, arg5) to you current work folder
  2. Pass input arguments
    • arg1 point cloud P as n x 3 matrix
    • arg2 a of of parameter plane equation, default = 0
    • arg3 b of of parameter plane equation, default = 0
    • arg4 c of of parameter plane equation, default = 1
    • arg5 d of of parameter plane equation, default = 0
  3. Execute script, output m x 2 matrix called 'ipmat'

Cite as

BibTeX

@ARTICLE{ROOTRI2023, 
    AUTHOR = {Oellerich, Jan and B{\"u}scher, Keno Jann and Degel, Jan Philipp}, 
    TITLE = {RooTri: A Simple and Robust Function to Approximate the Intersection Points of a 3D Scalar Field with an Arbitrarily Oriented Plane in MATLAB}, 
    VOLUME = {16}, 
    ISSN = {1999-4893}, 
    DOI = {10.3390/a16090409}, 
    NUMBER = {9}, 
    JOURNAL = {Algorithms}, 
    PUBLISHER = {MDPI AG}, 
    YEAR = {2023}, 
    MONTH = {Aug}, 
    PAGES = {409} 
}

MDPI and ACS Style

Oellerich, J.; Büscher, K.J.; Degel, J.P. RooTri: A Simple and Robust Function to Approximate the Intersection Points of a 3D Scalar Field with an Arbitrarily Oriented Plane in MATLAB. Algorithms 2023, 16, 409. https://doi.org/10.3390/a16090409

AMA Style

Oellerich J, Büscher KJ, Degel JP. RooTri: A Simple and Robust Function to Approximate the Intersection Points of a 3D Scalar Field with an Arbitrarily Oriented Plane in MATLAB. Algorithms. 2023; 16(9):409. https://doi.org/10.3390/a16090409

Chicago/Turabian Style

Oellerich, Jan, Keno Jann Büscher, and Jan Philipp Degel. 2023. "RooTri: A Simple and Robust Function to Approximate the Intersection Points of a 3D Scalar Field with an Arbitrarily Oriented Plane in MATLAB" Algorithms 16, no. 9: 409. https://doi.org/10.3390/a16090409