# SPDX-License-Identifier: LGPL-2.1-or-later

# ***************************************************************************
# *   Copyright (c) 2009, 2010 Yorik van Havre <yorik@uncreated.net>        *
# *   Copyright (c) 2009, 2010 Ken Cline <cline@frii.com>                   *
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"""Provides various functions to work with cubic shapes (parallelepipeds)."""
## @package cuboids
# \ingroup draftgeoutils
# \brief Provides various functions for cubic shapes (parallelepipeds).

## \addtogroup draftgeoutils
# @{
import math

import FreeCAD as App
import DraftVecUtils

from draftgeoutils.general import geomType, vec, precision


def isCubic(shape):
    """Return True if the shape is a parallelepiped (cuboid).

    A parallelepiped of cube-like shape has 8 vertices, 6 faces, 12 edges,
    and all angles are 90 degrees between its edges.
    """
    # first we try fast methods
    if len(shape.Vertexes) != 8 or len(shape.Faces) != 6 or len(shape.Edges) != 12:
        return False

    for e in shape.Edges:
        if geomType(e) != "Line":
            return False

    # if ok until now, let's do more advanced testing
    for f in shape.Faces:
        if len(f.Edges) != 4:
            return False

        for i in range(4):
            e1 = vec(f.Edges[i])
            if i < 3:
                e2 = vec(f.Edges[i + 1])
            else:
                e2 = vec(f.Edges[0])
            rpi = [0.0, round(math.pi / 2, precision())]
            if round(e1.getAngle(e2), precision()) not in rpi:
                return False

    return True


def getCubicDimensions(shape):
    """Return a list containing the placement, and dimensions of the shape.

    The dimensios are length, width and height of a the parallelepiped,
    rounded to the value indicated by `precision`.
    The placement point is the lowest corner of the shape.

    If it is not a parallelepiped (cuboid), return None.
    """
    if not isCubic(shape):
        return None

    # determine lowest face, which will be our base
    z = [10, 1000000000000]
    for i in range(len(shape.Faces)):
        if shape.Faces[i].CenterOfMass.z < z[1]:
            z = [i, shape.Faces[i].CenterOfMass.z]

    if z[0] > 5:
        return None

    base = shape.Faces[z[0]]
    basepoint = base.Edges[0].Vertexes[0].Point
    plpoint = base.CenterOfMass
    # basenorm = base.normalAt(0.5, 0.5)

    # getting length and width
    vx = vec(base.Edges[0])
    vy = vec(base.Edges[1])
    if round(vx.Length) == round(vy.Length):
        vy = vec(base.Edges[2])

    # getting rotations
    rotZ = DraftVecUtils.angle(vx)
    rotY = DraftVecUtils.angle(vx, App.Vector(vx.x, vx.y, 0))
    rotX = DraftVecUtils.angle(vy, App.Vector(vy.x, vy.y, 0))

    # getting height
    vz = None
    rpi = round(math.pi / 2, precision())
    for i in range(1, 6):
        for e in shape.Faces[i].Edges:
            if basepoint in [e.Vertexes[0].Point, e.Vertexes[1].Point]:
                vtemp = vec(e)
                # print(vtemp)
                if round(vtemp.getAngle(vx), precision()) == rpi:
                    if round(vtemp.getAngle(vy), precision()) == rpi:
                        vz = vtemp

    if not vz:
        return None

    mat = App.Matrix()
    mat.move(plpoint)
    mat.rotateX(rotX)
    mat.rotateY(rotY)
    mat.rotateZ(rotZ)

    return [
        App.Placement(mat),
        round(vx.Length, precision()),
        round(vy.Length, precision()),
        round(vz.Length, precision()),
    ]


## @}