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patmood/model.scad

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Parametric Door Hinge
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model.scad
// Parametric divided storage box OpenSCAD source.
// Project Home: https://hackaday.io/project/164516/
// Author: https://hackaday.io/daren
//
// Creative Commons License exists for this work. You may copy and alter the content
// of this file for private use only, and distribute it only with the associated
// Parametric divided storage box content. This license must be included with
// the file and content.
// For a copy of the current license, please visit http://creativecommons.org/licenses/by/2.0/
cols=[7.2,7.2,7.2,7.2,7.2,7.2,7.2,7.2,7.2,7.2,7.2]; // col widths
rows=[8.5,8.5,8.5,8.5,8.5]; // row widths
pin_d=1; // hinge pin diameter
lid_h=6; // lid height
box_h=8.5; // box height
hinge_clearance=0.2; // clearance for hinge rotation
walls=[1.2,1.6,0.3,0.4]; // inner,outer,top,bottom
hinge_d=pin_d+2.4;
$fn=30;
extra=0.01;
w=array_sum(cols);
l=array_sum(rows);
total_w=w-walls[0]+walls[1]*2;
total_l=l-walls[0]+walls[1]*2;
//assembly(offset=4);
//box();
lid();
module assembly(offset=0) {
box();
translate([0,l+walls[1]*2-hinge_clearance+offset,box_h-lid_h]) lid();
}
module box() {
difference() {
union() {
translate([0,0,box_h/2]) cube([total_w,total_l,box_h],center=true);
translate([0,(total_l+hinge_d/4+hinge_clearance)/2,box_h]) hull() {
rotate([0,90,0]) cylinder(r=hinge_d/2,h=total_w,center=true);
translate([0,-hinge_d/4,-hinge_d*.85]) cube([total_w,extra,extra],center=true);
}
hull() for(i=[-1,1]) translate([i*w/6,-total_l/2,box_h/8]) scale([1,0.75,1]) sphere(r=box_h/8,center=true);
}
translate([-w/2,(total_l+hinge_d/4+hinge_clearance)/2,box_h]) build_box_hinge();
translate([0,-(total_l+walls[1])/2,box_h]) for(i=[-1,1]) translate([i*w/6,1,-box_h/4-hinge_clearance]) scale([1,0.95,1.5]) sphere(r=box_h/8,center=true);
translate([-w/2,-l/2,box_h/2+walls[3]]) build_rows(0,0,walls[0]*2);
translate([0,(total_l+hinge_d/4+hinge_clearance)/2,box_h]) rotate([0,90,0]) cylinder(r=pin_d/2,h=total_w+extra,center=true);
}
}
module lid() {
difference() {
union() {
translate([0,0,(lid_h-hinge_clearance)/2]) cube([total_w,total_l,lid_h-hinge_clearance],center=true);
translate([0,(total_l+walls[1]+hinge_clearance/2)/2,lid_h]) hull() {
for(i=[-1,1]) translate([i*w/6,-walls[1]/4,box_h/4]) rotate([90,0,0]) cylinder(r=hinge_d/2,h=walls[1]/2,center=true);
translate([0,-walls[1]/2-hinge_clearance/4,-lid_h]) cube([w/2+walls[1]+pin_d,extra,extra],center=true);
translate([0,0,-lid_h/2]) cube([w/2+walls[1]+pin_d,walls[1],extra],center=true);
}
hull() for(i=[-1,1]) translate([i*w/6,total_l/2+walls[1]*.75,lid_h]) {
scale([1,0.75,1.5]) sphere(r=box_h/8,center=true);
translate([0,-walls[1]/2,-hinge_clearance-box_h/8]) cube([box_h/4,walls[1]/2,box_h/4],center=true);
}
translate([0,(total_l+walls[1])/2,lid_h]) for(i=[-1,1]) translate([i*w/6,-box_h/15,box_h/4]) scale([1,0.75,1.25]) sphere(r=box_h/8,center=true);
translate([0,-(total_l+hinge_d/4+hinge_clearance)/2,lid_h]) hull() {
rotate([0,90,0]) cylinder(r=hinge_d/2,h=total_w,center=true);
translate([0,hinge_d/4,-hinge_d*.85]) cube([total_w,extra,extra],center=true);
}
}
difference() {
translate([0,0,lid_h/2+walls[2]/2]) cube([total_w-walls[1]*2,total_l-walls[1]*2,lid_h-walls[2]],center=true);
translate([0,-(total_l+hinge_d/4+hinge_clearance)/2,lid_h]) hull() {
rotate([0,90,0]) cylinder(r=hinge_d/2,h=total_w,center=true);
translate([0,hinge_d/4,-hinge_d*.85]) cube([total_w,extra,extra],center=true);
}
}
translate([0,-(total_l+hinge_d/4+hinge_clearance)/2,lid_h]) {
rotate([0,90,0]) cylinder(r=pin_d/2,h=total_w+extra,center=true);
translate([-w/2,0,0]) build_lid_hinge();
for(i=[-1,1]) translate([i*(total_w-walls[1])/2,0,0]) hull() {
rotate([0,90,0]) cylinder(r=hinge_d/2+hinge_clearance/2,h=walls[1]+hinge_clearance,center=true);
translate([0,hinge_clearance/2,-hinge_d*.85]) cube([walls[1]+hinge_clearance,extra,extra],center=true);
}
}
translate([0,0,-box_h/2]) cube([total_w,total_l,box_h],center=true);
}
}
module build_lid_hinge(col=0,offset=walls[0]) {
if (col % 2 != 0) translate([cols[col]/2,0,0]) hull() {
rotate([0,90,0]) cylinder(r=hinge_d/2+hinge_clearance/2,h=cols[col]+offset+hinge_clearance,center=true);
translate([0,0,-hinge_d*.85]) cube([cols[col]+offset+hinge_clearance,extra,extra],center=true);
}
if (col<len(cols)-1) translate([cols[col],0,0]) build_lid_hinge(col+1);
}
module build_box_hinge(col=0,offset=walls[0]) {
if (col % 2 == 0) translate([cols[col]/2,0,0]) hull() {
rotate([0,90,0]) cylinder(r=hinge_d/2+hinge_clearance/2,h=cols[col]-offset,center=true);
translate([0,0,-hinge_d*.85]) cube([cols[col]-offset,extra,extra],center=true);
}
if (col<len(cols)-1) translate([cols[col],0,0]) build_box_hinge(col+1);
}
module build_rows(col=0,row=0,offset=walls[0]) {
translate([0,rows[row]/2,0]) {
if (row<len(rows)-1) translate([0,rows[row]/2,0]) build_rows(col,row+1,offset);
build_cols(col,row,offset);
}
}
module build_cols(col,row,offset=walls[0]) {
translate([cols[col]/2,0,0]) {
cube([cols[col]-offset/2,rows[row]-offset/2,box_h],center=true);
if (col<len(cols)-1) translate([cols[col]/2,0,0]) build_cols(col+1,row,offset);
}
}
function array_sum(arr,c=0) = c < len(arr) - 1 ? arr[c] + array_sum(arr, c + 1) : arr[c];
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model.stl
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