honeybee_plus.vectormath.euclid module

euclid graphics maths module

Documentation and tests are included in the file “euclid.txt”, or online at http://code.google.com/p/pyeuclid

class honeybee_plus.vectormath.euclid.Circle(center, radius)

Bases: honeybee_plus.vectormath.euclid.Geometry

c

connect(other)

copy()

intersect(other)

r

class honeybee_plus.vectormath.euclid.Geometry

Bases: object

connect(other)

distance(other)

intersect(other)

class honeybee_plus.vectormath.euclid.Line2(*args)

Bases: honeybee_plus.vectormath.euclid.Geometry

connect(other)

copy()

intersect(other)

p

property p1

property p2

v

class honeybee_plus.vectormath.euclid.Line3(*args)

Bases: object

connect(other)

copy()

intersect(other)

p

property p1

property p2

v

class honeybee_plus.vectormath.euclid.LineSegment2(*args)

Bases: honeybee_plus.vectormath.euclid.Line2

property length

magnitude_squared()

p

v

class honeybee_plus.vectormath.euclid.LineSegment3(*args)

Bases: honeybee_plus.vectormath.euclid.Line3

property length

magnitude_squared()

p

v

class honeybee_plus.vectormath.euclid.Matrix3

Bases: object

a

b

c

copy()

determinant()

e

f

g

i

identity()

inverse()

j

k

classmethod new_identity()

classmethod new_rotate(angle)

classmethod new_scale(x, y)

classmethod new_translate(x, y)

rotate(angle)

scale(x, y)

translate(x, y)

class honeybee_plus.vectormath.euclid.Matrix4

Bases: object

a

b

c

copy()

d

determinant()

e

f

g

h

i

identity()

inverse()

j

k

l

m

n

classmethod new(*values)

classmethod new_identity()

classmethod new_look_at(eye, at, up)

classmethod new_perspective(fov_y, aspect, near, far)

classmethod new_rotate_axis(angle, axis)

classmethod new_rotate_euler(heading, attitude, bank)

classmethod new_rotate_triple_axis(x, y, z)

classmethod new_rotatex(angle)

classmethod new_rotatey(angle)

classmethod new_rotatez(angle)

classmethod new_scale(x, y, z)

classmethod new_translate(x, y, z)

o

p

rotate_axis(angle, axis)

rotate_euler(heading, attitude, bank)

rotate_triple_axis(x, y, z)

rotatex(angle)

rotatey(angle)

rotatez(angle)

scale(x, y, z)

transform(other)

translate(x, y, z)

transpose()

transposed()

class honeybee_plus.vectormath.euclid.Plane(*args)

Bases: object

connect(other)

copy()

intersect(other)

k

n

class honeybee_plus.vectormath.euclid.Point2(x=0, y=0)

Bases: honeybee_plus.vectormath.euclid.Vector2, honeybee_plus.vectormath.euclid.Geometry

connect(other)

intersect(other)

x

y

class honeybee_plus.vectormath.euclid.Point3(x=0, y=0, z=0)

Bases: honeybee_plus.vectormath.euclid.Vector3, honeybee_plus.vectormath.euclid.Geometry

connect(other)

intersect(other)

x

y

z

class honeybee_plus.vectormath.euclid.Quaternion(w=1, x=0, y=0, z=0)

Bases: object

conjugated()

copy()

get_angle_axis()

get_euler()

get_matrix()

identity()

magnitude()

magnitude_squared()

classmethod new_identity()

classmethod new_interpolate(q1, q2, t)

classmethod new_rotate_axis(angle, axis)

classmethod new_rotate_euler(heading, attitude, bank)

classmethod new_rotate_matrix(m)

normalize()

normalized()

rotate_axis(angle, axis)

rotate_euler(heading, attitude, bank)

rotate_matrix(m)

w

x

y

z

class honeybee_plus.vectormath.euclid.Ray2(*args)

Bases: honeybee_plus.vectormath.euclid.Line2

p

v

class honeybee_plus.vectormath.euclid.Ray3(*args)

Bases: honeybee_plus.vectormath.euclid.Line3

p

v

class honeybee_plus.vectormath.euclid.Sphere(center, radius)

Bases: object

c

connect(other)

copy()

intersect(other)

r

class honeybee_plus.vectormath.euclid.Vector2(x=0, y=0)

Bases: object

angle(other)

Return the angle to the vector other

copy()

cross()

dot(other)

magnitude()

magnitude_squared()

normalize()

normalized()

project(other)

Return one vector projected on the vector other

reflect(normal)

x

y

class honeybee_plus.vectormath.euclid.Vector3(x=0, y=0, z=0)

Bases: object

property X

Return x value.

property Y

Return y value.

property Z

Return z value.

angle(other)

Return the angle to the vector other

copy()

cross(other)

dot(other)

flip()

Flip vector

flipped()

Return flipped vector

magnitude()

magnitude_squared()

normalize()

normalized()

project(other)

Return one vector projected on the vector other

reflect(normal)

rotate_around(axis, theta)

Return the vector rotated around axis through angle theta.

Right hand rule applies.

x

y

z