Package jme3utilities.mesh


package jme3utilities.mesh
Classes which generate meshes for use with jMonkeyEngine3.
  • Classes
    Class
    Description
    A dynamic, Triangles-mode Mesh (with indices and normals but no texture coordinates) that renders a subdivided rectangle.
    A 3-D, static, Triangles-mode Mesh (with normals but no indices or texture coordinates) that renders a pyramid or cone.
    A 2-D, static, TriangleFan-mode mesh that renders a circular disc in the X-Y plane.
    A static, Lines-mode mesh (with indices) that renders a subdivided line segment.
    A 3-D, static mesh (with indices but without normals or texture coordinates) that renders a regular dodecahedron.
    A 3-D, static, Triangles-mode mesh for a dome (or a pie-cut segment thereof) with radius=1, centered at the origin, with its apex at (0,1,0) and its equator in the X-Z plane.
    A 3-D, static, Triangles-mode mesh (without indices or texture coordinates) that renders a regular icosahedron.
    A 3-D, static, Triangles-mode mesh (with indices, normals, and texture coordinates) that approximates a sphere, generated by subdividing the faces of a regular icosahedron.
    A static, LineLoop-mode mesh (without indices) that renders a circle or polygon.
    A 3-D, static, Triangles-mode Mesh (without indices or texture coordinates) that renders a regular octahedron.
    A static, Triangles-mode mesh (with indices, normals, and texture coordinates) that approximates a sphere, generated by subdividing the faces of a regular octahedron.
    A Points-mode mesh that visualizes a single point.
    A 3-D, static, Triangles-mode Mesh (without indices or texture coordinates) that renders a prism.
    A 2-D, static, TriangleFan-mode mesh that renders an axis-aligned rectangle in the X-Y plane.
    A 2-D, static, LineLoop-mode mesh that renders the outline of a rectangle in the X-Y plane.
    A 2-D, static, fan-mode mesh that renders an axis-aligned rounded rectangle in the X-Y plane.
    A 3-D, static, Triangles-mode Mesh (without indices or texture coordinates) that renders a tetrahedron.