Meshlib is a JavaScript library for handling mesh based 3D models.
As a dependencie in a project:
npm install --save meshlib
As command line tool:
npm install -g meshlib
Usage: meshlib <input-file> [options] [output-file]
meshlib < <jsonl-stream>
JavaScript library for importing, handling & exporting various 3D file formats
Options:
-h, --help output usage information
-V, --version output the version number
--indent [n] Indent JSON output with n (default: 2) spaces or a specified string
--input [type] Set input format
--no-colors Do not color terminal output
--depth <levels> Set depth for printing Javascript objects
--json Print model as JSON (default for non TTY environments)
--jsonl Print model as a newline seperated JSON stream (jsonl)
--translate <"x y z"> Translate model in x, y, z direction
--rotate <angleInDegrees> Rotate model <angleInDegrees>˚ around 0,0
--transform <transformations> Transform model with translate(x y z), rotate(angleInDegrees) & scale(x y)
--apply-matrix <matrix> Applies 4x4 matrix (provided as list of 16 row-major values)
--build-face-vertex-mesh Build a face vertex mesh from faces
--centering-matrix Print matrix to center object in x and y direction
--center Center model in x and y direction
--grid-align-rotation-angle Print dominant rotation angle relative to the cartesian grid
--grid-align-rotation-matrix Print rotation matrix which would align model to the cartesian grid
--grid-align-rotation-histogram Print a tsv with the surface area for each rotation angle relative to the cartesian grid
--apply-grid-align-rotation Rotate model with its dominant rotation angle relative to the cartesian grid in order to align it to the cartesian grid
--grid-align-translation Print translation matrix to align model to the cartesian grid
--apply-grid-align-translation Align model to the cartesian grid by translating it in x and y direction
--auto-align-matrix Print transformation matrix to rotate, center and align a model to the cartesian grid
--auto-align Automatically rotate, center and align model to the cartesian grid