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bherbruck 5f042b2c9e #3199: read the sphere's sweep frame from the form's end meridians
is_nurb_surface_sphere(_on) and rebuild_step_from_nurb_parameters take the x axis and sweep interval from sweep_frame over the form's end meridians (as torus.rs does since #3199 part 1), with the fit supplying only the side. On surf_sphere150.smb the x axis z component goes -9.08e-17 -> 0 and the sweep end 150.00000000000006 -> 150.00000000000003.

Goldens (human review): 176 rows in 5 units. 117 move by more than 1e-9; 59 face_p4 rows move by at most 4 ulp. Each is rounding or a proven tie: an edge/face gap argmax among rounding-level samples, or line hits at a sphere pole where u is degenerate. Per-row old/new values and the in/out probe proofs are in the PR body.

Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
2026-11-10 09:47:38 -05:00
7 changed files with 203 additions and 187 deletions
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@@ -2537,69 +2537,69 @@
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+48 -48
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@@ -4129,101 +4129,101 @@
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+78 -78
View File
@@ -4397,9 +4397,9 @@
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@@ -4422,11 +4422,11 @@
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@@ -4450,10 +4450,10 @@
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@@ -4478,9 +4478,9 @@
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@@ -4504,10 +4504,10 @@
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@@ -4532,9 +4532,9 @@
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@@ -4562,10 +4562,10 @@
{"case":"surf_sphere150.smb_1_f0_op15","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,1.0]}}
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@@ -4590,9 +4590,9 @@
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@@ -4615,11 +4615,11 @@
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@@ -4643,10 +4643,10 @@
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@@ -4671,9 +4671,9 @@
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@@ -4697,10 +4697,10 @@
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@@ -4717,60 +4717,60 @@
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{"case":"surf_sphere150.smb_f1_tol5322","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[45.78789883957666,55.78789883957667,541.2780753168083]],"n":17}}}
{"case":"surf_sphere150.smb_f1_tol5313","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[43.544397996649565,53.74031551365633,522.1767608399357]],"n":17}}}
{"case":"surf_sphere150.smb_f1_tol5314","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208168,1.232091439324342,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5315","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208167,1.2320914393243425,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5316","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208167,1.2320914393243423,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5317","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999997,9.261725223348446,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5318","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999998,9.261725223348446,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5319","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999997,9.261725223348446,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5320","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[45.78789883957666,55.78789883957667,541.2780753168083]],"n":17}}}
{"case":"surf_sphere150.smb_f1_tol5321","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[45.78789883957666,55.78789883957667,541.2780753168083]],"n":17}}}
{"case":"surf_sphere150.smb_f1_tol5322","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[41.95126389968186,51.95126389968186,518.2582656774396]],"n":17}}}
{"case":"surf_sphere150.smb_f1_tol5323","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.0,2.4482995167921082e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5324","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.000000000000001,2.4872804031586697e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5325","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.0,2.4482995167921082e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5326","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-3.99499749749687,9.143889204200002,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5327","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-3.9949974974968696,9.143889204200002,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5328","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-3.99499749749687,9.143889204200002,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5324","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.000000000000001,2.4873321019469542e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f1_tol5325","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.0,2.4483512155803928e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5326","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-3.9949974974968696,9.143889204200004,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5327","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-3.9949974974968696,9.143889204200004,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5328","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-3.994997497496869,9.143889204200004,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5329","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[43.544397996649565,53.74031551365633,522.1767608399358]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5330","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[43.544397996649565,53.74031551365633,522.1767608399358]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5331","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[43.544397996649565,53.74031551365633,522.1767608399358]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5332","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208168,1.2320914393243414,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5333","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208167,1.2320914393243416,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5334","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208167,1.2320914393243416,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5335","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999999,9.261725223348444,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5336","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999997,9.261725223348444,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5337","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999999,9.261725223348444,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5338","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[41.95126389968186,51.95126389968186,571.9711548359668]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5339","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[38.114628959787055,48.114628959787055,468.38201145880714]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5340","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[45.78789883957666,55.78789883957667,541.2780753168083]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5331","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[43.544397996649565,53.74031551365633,522.1767608399357]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5332","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208168,1.232091439324342,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5333","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208167,1.2320914393243425,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5334","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,4.794895300208167,1.2320914393243423,11.619540474790064,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5335","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999997,9.261725223348446,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5336","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999998,9.261725223348446,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5337","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,-4.999999999999997,9.261725223348446,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5338","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[45.78789883957666,55.78789883957667,541.2780753168083]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5339","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[45.78789883957666,55.78789883957667,541.2780753168083]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5340","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":{"blocks":[[41.95126389968186,51.95126389968186,518.2582656774396]],"n":17}}}
{"case":"surf_sphere150.smb_f2_tol5341","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.0,2.4482995167921082e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5342","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.000000000000001,2.4872804031586697e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5343","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.0,2.4482995167921082e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5342","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.000000000000001,2.4873321019469542e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"surf_sphere150.smb_f2_tol5343","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,0.0,1.0,1.0,5.0,2.4483512155803928e-21,11.30236207005132,0.0,0.0,0.0]}}
{"case":"torus.smb_0_f0_face37","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,1.0]}}
{"case":"torus.smb_0_f0_op0","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,1.0]}}
{"case":"torus.smb_0_f0_op1","deferred":null,"error":null,"ints":{},"topology":null,"values":{"out":[0.0,2.0,0.0,1.0]}}
+4 -4
View File
@@ -2409,8 +2409,8 @@
{"case":"surf_sphere150_vu0_q","deferred":null,"error":null,"ints":{"q":{"blocks":[[32020,224227]],"n":24}},"topology":null,"values":{}}
{"case":"surf_sphere150_vu0_seam","deferred":null,"error":null,"ints":{"q":[0,0,0]},"topology":null,"values":{}}
{"case":"surf_sphere150_vu0_seam_nouv","deferred":null,"error":null,"ints":{"q":[0,-1,0]},"topology":null,"values":{}}
{"case":"surf_sphere150_vu0_sector0","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[380.345996117752,380.3460147689061,5561.417660992085]],"n":21}}}
{"case":"surf_sphere150_vu0_sector1","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[380.345996117752,380.3460147689061,5561.417660992085]],"n":21}}}
{"case":"surf_sphere150_vu0_sector0","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[380.34630753284534,380.3463155000336,5561.422310850447]],"n":21}}}
{"case":"surf_sphere150_vu0_sector1","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[380.34630753284534,380.3463155000336,5561.422310850447]],"n":21}}}
{"case":"surf_sphere150_vu0_uvpt0","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":[0.0,15.34653975957921,0.0]}}
{"case":"surf_sphere150_vu0_uvpt1","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":[0.0,15.34653975957921,0.0]}}
{"case":"surf_sphere150_vu5_conn16003","deferred":null,"error":null,"ints":{"q":[1]},"topology":null,"values":{}}
@@ -2435,8 +2435,8 @@
{"case":"surf_sphere150_vu5_q","deferred":null,"error":null,"ints":{"q":{"blocks":[[32022,224232]],"n":24}},"topology":null,"values":{}}
{"case":"surf_sphere150_vu5_seam","deferred":null,"error":null,"ints":{"q":[0,0,0]},"topology":null,"values":{}}
{"case":"surf_sphere150_vu5_seam_nouv","deferred":null,"error":null,"ints":{"q":[0,-1,0]},"topology":null,"values":{}}
{"case":"surf_sphere150_vu5_sector0","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[422.55552358636436,426.5555395206775,5947.996941491103]],"n":21}}}
{"case":"surf_sphere150_vu5_sector1","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[422.55552358636436,426.5555395206775,5947.996941491103]],"n":21}}}
{"case":"surf_sphere150_vu5_sector0","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[422.55576115133556,426.5557689353644,5948.0004968153635]],"n":21}}}
{"case":"surf_sphere150_vu5_sector1","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":{"blocks":[[422.55576115133556,426.5557689353644,5948.0004968153635]],"n":21}}}
{"case":"surf_sphere150_vu5_uvpt0","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":[0.0,0.0,22.60472414010265]}}
{"case":"surf_sphere150_vu5_uvpt1","deferred":null,"error":null,"ints":{},"topology":null,"values":{"state":[0.0,0.0,22.60472414010265]}}
{"case":"torus_rebuild_vu2_conn16002","deferred":null,"error":null,"ints":{"q":[1]},"topology":null,"values":{}}
+22 -7
View File
@@ -161,6 +161,7 @@ use crate::surface::surface::p2::{
scale_step_angular_derivatives, Surface, SurfaceIntersection, SurfaceKind, TsectCurveType,
SPHERE_TYPE,
};
use crate::surface::torus::{fitted_sides, meridians, sweep_frame};
use crate::topology::database_io::{DatabaseReader, FileType, InputStream};
const OP_NEW: &str = "surface::sphere::Sphere::new";
@@ -2153,7 +2154,6 @@ impl Sphere {
let ref_frame = ref_iso.reference_frame.ok_or_else(missing)?;
let other_frame = other_iso.reference_frame.ok_or_else(missing)?;
let rad = other_iso.radius.ok_or_else(missing)?;
let sweep_ivl = ref_iso.angles.ok_or_else(missing)?;
// don't make negative radius spheres
if rad <= EFF_ZERO {
@@ -2162,9 +2162,18 @@ impl Sphere {
// get sphere orientation and size
let sphere_origin = other_frame.origin(); // the frame where all circles have common center
let sphere_x_axis = ref_frame.x_axis(); // the fame where all circles are parallel
let sphere_y_axis = ref_frame.y_axis();
let sphere_z_axis = ref_frame.z_axis();
let sphere_z_axis = ref_frame.z_axis(); // the fame where all circles are parallel
// not upstream (#3199): the x axis and the sweep interval from the form's own end
// meridians about the axis (`sweep_frame`), not from `is_arc`'s fit of the first row
let Some((sphere_x_axis, sphere_y_axis, sweep_ivl)) = sweep_frame(
sphere_origin,
sphere_z_axis,
fitted_sides(&ref_frame, ref_iso.angles.ok_or_else(missing)?),
meridians(test, swap_uv)?,
) else {
return Ok(None);
};
// Check GenCurve rotation direction, its 'y' axis is either +/- sweepCircle z
// bInsideOut: TRUE = GenCurve starts at +90 Pole and ends at -90 Pole
@@ -2387,13 +2396,19 @@ impl Sphere {
let ref_frame = ref_iso.reference_frame.ok_or_else(missing)?;
let other_frame = other_iso.reference_frame.ok_or_else(missing)?;
let rad = other_iso.radius.ok_or_else(missing)?;
let sweep_ivl = ref_iso.angles.ok_or_else(missing)?;
// get sphere orientation and size
let sphere_origin = other_frame.origin();
let sphere_x_axis = ref_frame.x_axis();
let sphere_y_axis = ref_frame.y_axis();
let sphere_z_axis = ref_frame.z_axis();
// not upstream (#3199): as `is_nurb_surface_sphere`, the x axis and the sweep interval
// from the form's own end meridians (`sweep_frame`)
let (sphere_x_axis, sphere_y_axis, sweep_ivl) = sweep_frame(
sphere_origin,
sphere_z_axis,
fitted_sides(&ref_frame, ref_iso.angles.ok_or_else(missing)?),
meridians(srf, swap_uv)?,
)
.ok_or_else(|| SolidError::sm_err(OP_REBUILD))?;
// Check GenCurve rotation direction, its 'y' axis is either +/- sweepCircle z
// bInsideOut: TRUE = GenCurve starts at +90 Pole and ends at -90 Pole
+5 -4
View File
@@ -1609,7 +1609,7 @@ impl Revolved for Torus {
/// end's column is that boundary curve's own control polygon, and a meridian lies in a plane
/// through the axis, so every one of its control points has the meridian's angle about the
/// axis.
fn meridians(srf: &BSplineSurface, swap_uv: bool) -> Result<[Vec<Point3>; 2]> {
pub(crate) fn meridians(srf: &BSplineSurface, swap_uv: bool) -> Result<[Vec<Point3>; 2]> {
let nurb = srf
.gw_nurb()
.ok_or_else(|| SolidError::null_pointer(OP_NURB_TORUS))?;
@@ -1628,7 +1628,7 @@ fn meridians(srf: &BSplineSurface, swap_uv: bool) -> Result<[Vec<Point3>; 2]> {
/// The directions, about the axis, of the fitted first sweep row's ends (`is_arc`'s frame and
/// angles): [`sweep_frame`] reads only their sides from them.
fn fitted_sides(frame: &Axis2Placement, angles: Extent1d) -> [Vec3; 2] {
pub(crate) fn fitted_sides(frame: &Axis2Placement, angles: Extent1d) -> [Vec3; 2] {
let at = |deg: f64| {
let a = deg * PI / 180.0;
a.cos() * frame.x_axis() + a.sin() * frame.y_axis()
@@ -1636,7 +1636,8 @@ fn fitted_sides(frame: &Axis2Placement, angles: Extent1d) -> [Vec3; 2] {
[at(angles.min()), at(angles.max())]
}
/// Not upstream (#3199): a recognised torus's x axis, y axis and sweep interval (degrees) from
/// Not upstream (#3199): a recognised torus's (or sphere's, [`crate::surface::sphere`]) x axis,
/// y axis and sweep interval (degrees) from
/// its form's first and last meridians (`meridians`: their control points, exact data), about
/// the axis through `origin` along the unit `z`. A meridian lies in a plane through the axis,
/// so its control points share its angle on the side the tube's centre is on, and the
@@ -1651,7 +1652,7 @@ fn fitted_sides(frame: &Axis2Placement, angles: Extent1d) -> [Vec3; 2] {
/// (1e-14 rad on #3185's grooves); the converter centres the sweep circle on the axis, so its
/// ends and its inside now agree to rounding. `None` when a meridian has no control point off
/// the axis on its side.
fn sweep_frame(
pub(crate) fn sweep_frame(
origin: Point3,
z: Vec3,
sides: [Vec3; 2],