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dotSCAD/examples/dragon/dragon_and_pearl.scad
2022-07-10 15:06:48 +08:00

171 lines
4.2 KiB
OpenSCAD

use <bezier_curve.scad>
use <along_with.scad>
use <bezier_smooth.scad>
use <fibonacci_lattice.scad>
use <polyhedron_hull.scad>
use <dragon_head.scad>
use <dragon_scales.scad>
use <dragon_foot.scad>
use <path_extrude.scad>
use <bezier_curve.scad>
dragon_and_perl();
module one_segment(body_r, body_fn, one_scale_data) {
// scales
rotate([-90, 0, 0])
dragon_body_scales(body_r, body_fn, one_scale_data);
points = [[0, 0, 0], [0, .1, 1], [0, 1, 1.5]] * 5;
path = bezier_curve(0.1, points);
// dorsal fin
translate([0, 3.2, -3])
rotate([-75, 0, 0])
path_extrude([[0, -.25], [0.6, 0], [0, .75], [-0.6, 0]] * 5, path, scale = .05);
// belly
translate([0, -2.5, .8])
rotate([-5, 0, 0])
scale([1, 1, 1.4])
sphere(body_r * 0.966, $fn = 8);
}
module tail() {
$fn = 4;
tail_scales(75, 2.5, 4.25, -4, 1.25);
tail_scales(100, 1.25, 4.5, -7, 1);
tail_scales(110, 1.25, 3, -9, 1);
tail_scales(120, 2.5, 2, -9, 1);
hair();
module hair() {
tail_hair = [
[3, -1],
[5, -1.5],
[8, -1],
[9.5, 0],
[8, -0.4],
[6.5, -0.3],
[8, 0],
[10, 1],
[14, 5],
[17, 10],
[14, 8],
[12, 7],
[9, 6],
[11.5, 10],
[13, 12],
[16, 14],
[12, 13],
[8, 11],
[10, 14],
[5, 11],
[3, 8.5],
[-1, 3]
];
rotate([-2.5, 0, 0])
translate([-1, .5, 5.5])
scale([1.1, 1, 1.3]) {
translate([2, 0, -3])
scale([2, 1, .8])
rotate([-90, 70, 15])
linear_extrude(.75, center = true)
polygon(tail_hair);
scale([.8, .9, .6])
translate([2, 0, -5])
scale([1.75, 1, .8])
rotate([-90, 70, 15]) {
linear_extrude(1.5, scale = 0.5)
polygon(tail_hair);
mirror([0, 0, 1])
linear_extrude(1.5, scale = 0.5)
polygon(tail_hair);
}
scale([.6, .7, .9])
translate([2, 0, -4])
scale([2, 1, .85])
rotate([-90, 70, 15]) {
linear_extrude(3.5, scale = 0.5)
polygon(tail_hair);
mirror([0, 0, 1])
linear_extrude(3.5, scale = 0.5)
polygon(tail_hair);
}
}
}
}
module dragon_and_perl() {
function __angy_angz(p1, p2) =
let(v = p2 - p1)
[
atan2(v.z, norm([v.x, v.y])),
atan2(v.y, v.x)
];
body_path = bezier_curve(0.02, [
[0, 7.5, 15],
[0, 30, 0],
[-30, 50, -55],
[-50, 70, 0],
[20, 90, 60],
[50, 110, 0],
[0, 130, -30],
[-10, 150, 0],
[-5, 170, 0]
]);
leng_body_path = len(body_path);
angy_angz = __angy_angz(body_path[0], body_path[1]);
translate([0, 10, 13.5])
rotate([-138, -4, 8])
rotate([0, angy_angz[0], angy_angz[1]])
dragon_head();
body_r = 6;
body_fn = 12;
scale_fn = 4;
scale_tilt_a = 6;
one_body_scale_data = one_body_scale(body_r, body_fn, scale_fn, scale_tilt_a);
along_with(body_path, scale = [0.25, 0.25, 0.5], method = "EULER_ANGLE")
one_segment(body_r, body_fn, one_body_scale_data);
ayz = __angy_angz(body_path[leng_body_path - 2], body_path[leng_body_path - 1]);
translate(body_path[leng_body_path - 1])
rotate([0, ayz[0] + 82, ayz[1]])
mirror([0, 0, 1])
rotate(-12)
scale([0.3, 0.3, 0.6])
tail();
translate([-5, 25, -12.5])
rotate([-20, 0, -15])
foot();
translate([-10, 15, -6.5])
rotate([-60, 45, 25])
mirror([1, 0, 0])
foot();
translate([11.5, 107, -.5])
rotate([-10, 20, -50])
scale(0.65)
foot();
translate([7, 108, .25])
rotate([5, 20, 60])
rotate([10, -30, 0])
scale(0.65)
mirror([1, 0, 0])
foot();
translate([-27.5, 11.75, -14])
polyhedron_hull(fibonacci_lattice(66, 7));
}