示例#1
0
文件: arc.py 项目: yening2020/ezdxf
# Copyright (c) 2018-2020 Manfred Moitzi
# License: MIT License
import ezdxf
from ezdxf.math import UCS, Vec3
from pathlib import Path

OUT_DIR = Path('~/Desktop/Outbox').expanduser()

doc = ezdxf.new('R2010')
msp = doc.modelspace()

ucs = UCS(origin=(0, 2, 2), ux=(1, 0, 0), uz=(0, 1, 1))
msp.add_arc(center=ucs.to_ocs((0, 0)),
            radius=1,
            start_angle=ucs.to_ocs_angle_deg(45),
            end_angle=ucs.to_ocs_angle_deg(270),
            dxfattribs={
                'extrusion': ucs.uz,
                'color': 1,
            })
center = ucs.to_wcs((0, 0))
msp.add_line(
    start=center,
    end=ucs.to_wcs(Vec3.from_deg_angle(45)),
    dxfattribs={'color': 1},
)
msp.add_line(
    start=center,
    end=ucs.to_wcs(Vec3.from_deg_angle(270)),
    dxfattribs={'color': 1},
)
示例#2
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文件: arc.py 项目: shangulaike/ezdxf
# Copyright (c) 2018 Manfred Moitzi
# License: MIT License

import ezdxf
from ezdxf.math import UCS, Vector

dwg = ezdxf.new('R2010')
msp = dwg.modelspace()

# include-start
ucs = UCS(origin=(0, 2, 2), ux=(1, 0, 0), uz=(0, 1, 1))
msp.add_arc(
    center=ucs.to_ocs((0, 0)),
    radius=1,
    start_angle=ucs.to_ocs_angle_deg(45),  # shortcut
    end_angle=ucs.to_ocs_angle_deg(270),  # shortcut
    dxfattribs={
        'extrusion': ucs.uz,
        'color': 2,
    })
center = ucs.to_wcs((0, 0))
msp.add_line(
    start=center,
    end=ucs.to_wcs(Vector.from_deg_angle(45)),
    dxfattribs={'color': 2},
)
msp.add_line(
    start=center,
    end=ucs.to_wcs(Vector.from_deg_angle(270)),
    dxfattribs={'color': 2},
)
示例#3
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# translate location
new_wcs_location = actual_wcs_location + translation
# convert WCS location to OCS location
blockref.dxf.insert = ocs.from_wcs(new_wcs_location)

# rotate a block references with an established OCS around the block y-axis about 90 degree
ocs = blockref.ocs()
# convert block y-axis (= rotation axis) into WCS vector
rotation_axis = ocs.to_wcs((0, 1, 0))
# convert local z-axis (=extrusion vector) into WCS vector
local_z_axis = ocs.to_wcs((0, 0, 1))
# build transformation matrix
t = Matrix44.axis_rotate(axis=rotation_axis, angle=math.radians(-90))
uz = t.transform(local_z_axis)
uy = rotation_axis
# the block reference origin stays at the same location, no rotation needed
wcs_insert = ocs.to_wcs(blockref.dxf.insert)
# build new UCS to convert WCS locations and angles into OCS
ucs = UCS(origin=wcs_insert, uy=uy, uz=uz)

# set new OCS
blockref.dxf.extrusion = ucs.uz
# set new insert
blockref.dxf.insert = ucs.to_ocs((0, 0, 0))
# set new rotation: we do not rotate the block reference around the local z-axis,
# but the new block x-axis (0 deg) differs from OCS x-axis and has to be adjusted
blockref.dxf.rotation = ucs.to_ocs_angle_deg(0)

doc.set_modelspace_vport(5)
doc.saveas(OUT_DIR / 'ocs_insert.dxf')
示例#4
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文件: insert.py 项目: iromero91/ezdxf
def main():
    doc = ezdxf.new('R2010', setup=True)
    blk = doc.blocks.new('CSYS')
    setup_csys(blk)
    msp = doc.modelspace()

    # The DXF attribute `rotation` rotates a block reference always around the block z-axis:
    # To rotate the block reference around the WCS x-axis,
    # you have to transform the block z-axis into the WCS x-axis:
    # rotate block axis 90 deg ccw around y-axis, by using an UCS
    ucs = ucs_rotation(UCS(), axis=Y_AXIS, angle=90)
    # transform insert location, not required for (0, 0, 0)
    insert = ucs.to_ocs((0, 0, 0))
    # rotation angle about the z-axis (= WCS x-axis)
    rotation = ucs.to_ocs_angle_deg(15)
    # msp.add_blockref('CSYS', insert, dxfattribs={
    #    'extrusion': ucs.uz,
    #    'rotation': rotation,
    # })

    # To rotate a block reference around the block x-axis,
    # you have to find the rotated z-axis (= extrusion vector)
    # of the rotated block reference:
    # t is a transformation matrix to rotate 15 degree around the x-axis
    t = Matrix44.axis_rotate(axis=X_AXIS, angle=math.radians(15))
    # transform block z-axis into new UCS z-axis (= extrusion vector)
    uz = Vector(t.transform(Z_AXIS))
    # create new UCS at the insertion point, because we are rotating around the x-axis,
    # ux is the same as the WCS x-axis and uz is the rotated z-axis.
    ucs = UCS(origin=(1, 2, 0), ux=X_AXIS, uz=uz)
    # transform insert location to OCS, block base_point=(0, 0, 0)
    insert = ucs.to_ocs((0, 0, 0))
    # for this case a rotation around the z-axis is not required
    rotation = 0
    blockref = msp.add_blockref('CSYS', insert, dxfattribs={
        'extrusion': ucs.uz,
        'rotation': rotation,
    })

    # translate a block references with an established OCS
    translation = Vector(-3, -1, 1)
    # get established OCS
    ocs = blockref.ocs()
    # get insert location in WCS
    actual_wcs_location = ocs.to_wcs(blockref.dxf.insert)
    # translate location
    new_wcs_location = actual_wcs_location + translation
    # convert WCS location to OCS location
    blockref.dxf.insert = ocs.from_wcs(new_wcs_location)

    # rotate a block references with an established OCS around the block y-axis about 90 degree
    ocs = blockref.ocs()
    # convert block y-axis (= rotation axis) into WCS vector
    rotation_axis = ocs.to_wcs((0, 1, 0))
    # convert local z-axis (=extrusion vector) into WCS vector
    local_z_axis = ocs.to_wcs((0, 0, 1))
    # build transformation matrix
    t = Matrix44.axis_rotate(axis=rotation_axis, angle=math.radians(-90))
    uz = t.transform(local_z_axis)
    uy = rotation_axis
    # the block reference origin stays at the same location, no rotation needed
    wcs_insert = ocs.to_wcs(blockref.dxf.insert)
    # build new UCS to convert WCS locations and angles into OCS
    ucs = UCS(origin=wcs_insert, uy=uy, uz=uz)

    # set new OCS
    blockref.dxf.extrusion = ucs.uz
    # set new insert
    blockref.dxf.insert = ucs.to_ocs((0, 0, 0))
    # set new rotation: we do not rotate the block reference around the local z-axis,
    # but the new block x-axis (0 deg) differs from OCS x-axis and has to be adjusted
    blockref.dxf.rotation = ucs.to_ocs_angle_deg(0)

    doc.set_modelspace_vport(5)
    doc.saveas('ocs_insert.dxf')