mirror of
https://github.com/BelfrySCAD/BOSL2.git
synced 2024-12-28 15:59:45 +00:00
doc fixes
This commit is contained in:
Adrian Mariano
parent
fde77e0cbd
commit
8ef6abe6af
2 changed files with 33 additions and 13 deletions
|
|
@ -1247,7 +1247,10 @@ module rabbit_clip(type, length, width, snap, thickness, depth, compression=0.1
|
|||
// .
|
||||
// The teeth are chamfered proportionally based on the `chamfer` argument which specifies the fraction of the teeth tips
|
||||
// to remove. The teeth valleys are chamfered by half the specified value to ensure that there is room for the parts
|
||||
// to mate. The base is added based on the unchamfered dimensions of the joint, and the "teeth_bot" anchor is located
|
||||
// to mate. If you use the rounding parameter then the roundings cut away the chamfer corners, so chamfered and rounded
|
||||
// joints are compatible with each other. Note that rounding doesn't always produce a smooth transition to the roundover,
|
||||
// particularly with large cone angle.
|
||||
// The base is added based on the unchamfered dimensions of the joint, and the "teeth_bot" anchor is located
|
||||
// based on the unchamfered dimensions.
|
||||
// .
|
||||
// By default the teeth are symmetric, which is ideal for registration and for situations where loading may occur in either
|
||||
|
|
@ -1260,7 +1263,6 @@ module rabbit_clip(type, length, width, snap, thickness, depth, compression=0.1
|
|||
// For two hirth joints to mate they must have the same tooth count, opposite cone angles, and the chamfer/rounding values
|
||||
// must be equal. (One can be chamfered and one rounded, but with the same value.) The rotation required to mate the parts
|
||||
// depends on the skew and whether the tooth count is odd or even. To apply this rotation automatically, set `rot=true`.
|
||||
|
||||
// Named Anchors:
|
||||
// "teeth_bot" = center of the joint, aligned with the bottom of the (unchamfered/unrounded) teeth, pointing DOWN.
|
||||
// Arguments:
|
||||
|
|
|
|||
40
nurbs.scad
40
nurbs.scad
|
|
@ -67,6 +67,16 @@ include<BOSL2/beziers.scad>
|
|||
// weights = vector whose length is the same as control giving weights at each control point. Default: all 1
|
||||
// type = One of "clamped", "closed" or "open" to define end point handling of the spline. Default: "clamped"
|
||||
// knots = List of knot values. Default: uniform
|
||||
// Example(2D,NoAxes): Compute some points and draw a curve and also some specific points:
|
||||
// control = [[5,0],[0,20],[33,43],[37,88],[60,62],[44,22],[77,44],[79,22],[44,3],[22,7]];
|
||||
// curve = nurbs_curve(control,2,splinesteps=16);
|
||||
// pts = nurbs_curve(control,2,u=[0.4,0.8]);
|
||||
// stroke(curve);
|
||||
// color("red")move_copies(pts) circle(r=1.5,$fn=16);
|
||||
// Example(2D,NoAxes): Compute NURBS points and make a polygon
|
||||
// control = [[5,0],[0,20],[33,43],[37,88],[60,62],[44,22],[77,44],[79,22],[44,3],[22,7]];
|
||||
// curve = nurbs_curve(control,2,splinesteps=16,type="closed");
|
||||
// polygon(curve);
|
||||
// Example(2D,NoAxes): Simple quadratic uniform clamped b-spline with some points computed using splinesteps.
|
||||
// pts = [[13,43],[30,52],[49,22],[24,3]];
|
||||
// debug_nurbs(pts,2);
|
||||
|
|
@ -167,7 +177,7 @@ function nurbs_curve(control,degree,splinesteps,u, mult,weights,type="clamped",
|
|||
assert(num_defined([splinesteps,u])==1, "Must define exactly one of u and splinesteps")
|
||||
is_finite(u) ? nurbs_curve(control,degree,[u],mult,weights,type=type)[0]
|
||||
: assert(is_undef(splinesteps) || (is_int(splinesteps) || splinesteps>0), "splinesteps must be a positive integer")
|
||||
let(u=is_range(u) ? list(u) : u,f=echo(u=u))
|
||||
let(u=is_range(u) ? list(u) : u)
|
||||
assert(is_undef(u) || (is_vector(u) && min(u)>=0 && max(u)<=1), "u must be a list of points on the interval [0,1] or a range contained in that interval")
|
||||
is_def(weights) ? assert(is_vector(weights, len(control)), "Weights should be a vector whose length is the number of control points")
|
||||
let(
|
||||
|
|
@ -205,8 +215,6 @@ function nurbs_curve(control,degree,splinesteps,u, mult,weights,type="clamped",
|
|||
control = type=="open" ? control
|
||||
: type=="clamped" ? control //concat(repeat(control[0], degree),control, repeat(last(control),degree))
|
||||
: /*type=="closed"*/ concat(control, select(control,count(degree))),
|
||||
// n = len(control)-1, // number of control pts -1
|
||||
// m = n+p+1, // number of knots - 1
|
||||
mult = !uniform ? mult
|
||||
: type=="clamped" ? assert(is_undef(mult) || mult[0]==1 && last(mult)==1,"For clamped b-splines, first and last multiplicity must be 1")
|
||||
[degree+1,each slice(default(mult, repeat(1,len(control)-degree+1)),1,-2),degree+1]
|
||||
|
|
@ -266,7 +274,7 @@ function nurbs_curve(control,degree,splinesteps,u, mult,weights,type="clamped",
|
|||
knotidxR=msum[mind]-1,
|
||||
knotidx = knotidxR<len(control) ? knotidxR : knotidxR - mult[mind]
|
||||
)
|
||||
bspline_pt_recurse(knot,select(control,knotidx-degree,knotidx),uval,1,degree,0,degree,knotidx)
|
||||
_nurbs_pt(knot,select(control,knotidx-degree,knotidx),uval,1,degree,knotidx)
|
||||
]
|
||||
: let(
|
||||
kmult = _calc_mult(knot),
|
||||
|
|
@ -292,22 +300,22 @@ function nurbs_curve(control,degree,splinesteps,u, mult,weights,type="clamped",
|
|||
if (is_def(output)) output]
|
||||
)
|
||||
[for(i=idx(adjusted_u))
|
||||
bspline_pt_recurse(knot,select(control, knotidx[i]-degree,knotidx[i]), adjusted_u[i], 1, degree, 0, degree, knotidx[i])
|
||||
_nurbs_pt(knot,select(control, knotidx[i]-degree,knotidx[i]), adjusted_u[i], 1, degree, knotidx[i])
|
||||
];
|
||||
|
||||
|
||||
function bspline_pt_recurse(knot, control, u, r, h,s,p,k) =
|
||||
r>h ? control[0]
|
||||
function _nurbs_pt(knot, control, u, r, p, k) =
|
||||
r>p ? control[0]
|
||||
:
|
||||
let(
|
||||
ctrl_new = [for(i=[k-p+r:1:k-s])
|
||||
ctrl_new = [for(i=[k-p+r:1:k])
|
||||
let(
|
||||
alpha = (u-knot[i]) / (knot[i+p-r+1]-knot[i])
|
||||
)
|
||||
(1-alpha) * control[i-1-(k-p)-r+1] + alpha*control[i-(k-p)-r+1]
|
||||
]
|
||||
)
|
||||
bspline_pt_recurse(knot,ctrl_new,u,r+1,h,s,p,k);
|
||||
_nurbs_pt(knot,ctrl_new,u,r+1,p,k);
|
||||
|
||||
|
||||
function _extend_knot_mult(mult, next, len) =
|
||||
|
|
@ -355,7 +363,16 @@ function _calc_mult(knots) =
|
|||
// show_index = if true then display index of each control point vertex. Default: true
|
||||
// show_weights = if true then display any non-unity weights. Default: true if weights vector is supplied, false otherwise
|
||||
// show_knots = If true then show the knots on the spline curve. Default: false
|
||||
|
||||
// Example(2D,Med,NoAxes): The default display includes the control point polygon with its vertices numbered, and the NURBS curve
|
||||
// pts = [[5,0],[0,20],[33,43],[37,88],[60,62],[44,22],[77,44],[79,22],[44,3],[22,7]];
|
||||
// debug_nurbs(pts,4,type="closed");
|
||||
// Example(2D,Med,NoAxes): If you want to see the knots set `show_knots=true`:
|
||||
// pts = [[5,0],[0,20],[33,43],[37,88],[60,62],[44,22],[77,44],[79,22],[44,3],[22,7]];
|
||||
// debug_nurbs(pts,4,type="clamped",show_knots=true);
|
||||
// Example(2D,Med,NoAxes): Non-unity weights are displayed if you give a weight vector
|
||||
// pts = [[5,0],[0,20],[33,43],[37,88],[60,62],[44,22],[77,44],[79,22],[44,3],[22,7]];
|
||||
// weights = [1,1,1,7,1,1,7,1,1,1];
|
||||
// debug_nurbs(pts,4,type="closed",weights=weights);
|
||||
|
||||
module debug_nurbs(control,degree,splinesteps=16,width=1, size, mult,weights,type="clamped",knots, show_weights, show_knots=false, show_index=true)
|
||||
{
|
||||
|
|
@ -369,7 +386,8 @@ module debug_nurbs(control,degree,splinesteps=16,width=1, size, mult,weights,typ
|
|||
stroke(control, width=width/2, color="lightblue", closed=type=="closed");
|
||||
if (show_knots){
|
||||
knotpts = nurbs_curve(control=control, degree=degree, splinesteps=1, mult=mult, weights=weights, type=type, knots=knots);
|
||||
color("green")
|
||||
echo(knotpts);
|
||||
color([1,.5,1])
|
||||
move_copies(knotpts)
|
||||
if (twodim)circle(r=width);
|
||||
else sphere(r=width);
|
||||
|
|
|
|||
Loading…
Reference in a new issue