FieldDriver derived the shield ellipsoid from its own transform.localScale; ShieldManager derived it independently from the Shield prefab instance's transform, doing the same normalise-and-project by hand against a different object. Add ShieldEnvelope as the one reader of a transform's centre, radii, surface projection, and true outward normal (derived, not authored, per R6 -- no second copy of numbers the physical MeshCollider already owns), and switch both consumers onto it, deleting their hand-rolled projections. Radii read the attached collider mesh's own bounds.extents per axis rather than assuming a flat 0.5 or 1.0: Shield.prefab's Icosphere collider measures (0.0095106, 0.01, 0.01), not a uniform round number, and the cubesphere's collider measures exactly (1,1,1) -- confirmed by a throwaway batchmode probe against the actual mesh assets, not guessed. SurfaceNormal is not normalize(p): a non-uniform ellipsoid's true normal is the gradient of the implicit surface, transformed by rotation and the INVERSE of lossyScale (a normal is a covector). The first implementation used TransformDirection (rotation and forward scale) and the batchmode probe's finite-difference gradient check caught it immediately -- exactly the plausible-looking-wrong-answer failure mode the cut map called out by name. Both original consumers keep normalize(p)-equivalent behaviour via the new SurfaceDirection method, since they only ever wanted a direction. FieldDriver falls back to its pre-cut formulas (logged once) when no ShieldEnvelope is present, since it has no guaranteed carrier yet. ShieldManager does not: every object that carries it gets an envelope in this cut, so a missing one logs an error and degrades to a fixed direction rather than recomputing a second projection. No prefab or scene file is touched here (Q5: the operator rigs prefabs and scenes by hand); ShieldPanelCut2Verify's batchmode probe instead builds synthetic transforms carrying Longinus's and Djinni's actual override values plus the real Icosphere mesh, and proves ProjectToSurface lands exactly on the ellipsoid and SurfaceNormal matches a finite-difference gradient to 1e-3. mutation_tests_shield_panel_cut2.py mutates SurfaceNormal three ways (back to normalize(p), back to TransformDirection, and a flattened 0.5 extents factor) and confirms the probe goes red for each, naming the reason. Co-Authored-By: Claude Opus 5 <noreply@anthropic.com>
139 lines
8.1 KiB
C#
139 lines
8.1 KiB
C#
using UnityEngine;
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// Cut 2 of docs/shield-panel-cut.md (R4/R6): the one owner of "where is the shield surface, and
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// which way does it face". Before this component existed, that answer was computed twice and
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// independently -- FieldDriver.cs derived it from its own transform.localScale, and
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// ShieldManager.cs derived it from the Shield prefab instance's transform -- with no shared
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// authority and no way for the two to notice if they disagreed. This collapses both into one
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// reader of a single transform. It stores nothing; every value below is derived fresh.
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public class ShieldEnvelope : MonoBehaviour
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{
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// R6: the envelope is derived from the existing transform, not authored as separate centre +
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// radii fields, because the transform already drives the physical collider (Shield.prefab's
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// MeshCollider / FieldShieldTest's cubesphere MeshCollider) -- authoring a second copy next to
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// it would be exactly the kind of duplicate authority this cut exists to remove.
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//
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// The one number a bare transform can't supply is the conversion from "lossyScale" to
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// "ellipsoid semi-axis length in world units", because that depends on how big the attached
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// collider mesh already is in local space. The map's draft guessed a flat 0.5 (unit-diameter
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// sphere); measuring the two meshes actually in the tree (batchmode probe, both meshes'
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// MeshCollider.sharedMesh.bounds) found neither is 0.5:
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// - Shield.prefab's Icosphere collider: bounds.extents = (0.0095106, 0.01, 0.01) -- not a
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// perfect cube, because a base icosahedron's vertices are not all equidistant from its own
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// axis-aligned bounding box on every axis even though the shape is "spherical". Shield.prefab's
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// base localScale of 100 is there to cancel the round number (100 * 0.01 = radius 1 on y/z),
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// which is why the ship overrides (e.g. Longinus ~395,235,990) read directly as ~100x the
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// documented "effective radii" in docs/shield-panel-cut.md's table without this factor, and
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// why that factor must be read per-axis from the mesh rather than assumed uniform.
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// - The FieldShieldTest cubesphere's collider: bounds.extents = (1, 1, 1) exactly, so its
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// lossyScale (4, 3, 12) already *is* the radii with no correction -- which is why
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// FieldDriver's pre-Cut-2 code could get away with using transform.localScale directly.
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// Reading the mesh instead of hardcoding either number is what makes one component correct for
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// both authorities without either one special-casing the other.
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Vector3 _localExtents = Vector3.one;
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bool _readExtents;
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void Awake() => ReadLocalExtents();
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void ReadLocalExtents()
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{
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if (_readExtents) return;
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_readExtents = true;
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Mesh mesh = null;
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var meshCollider = GetComponent<MeshCollider>();
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if (meshCollider != null) mesh = meshCollider.sharedMesh;
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if (mesh == null)
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{
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var meshFilter = GetComponent<MeshFilter>();
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if (meshFilter != null) mesh = meshFilter.sharedMesh;
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}
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// No mesh at all: nothing to correct for, so the transform's own scale is already the
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// radii (extents of 1 is a no-op multiplier). This is the compatibility case, not the
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// expected one -- every carrier in the tree today (Shield.prefab, the cubesphere) has one.
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_localExtents = mesh != null ? mesh.bounds.extents : Vector3.one;
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}
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/// <summary>World-space centre of the ellipsoid.</summary>
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public Vector3 Center => transform.position;
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/// <summary>World-space semi-axis lengths of the ellipsoid, accounting for the attached
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/// collider mesh's own local-space size (see the field comment above).</summary>
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public Vector3 Radii
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{
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get
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{
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if (!_readExtents) ReadLocalExtents(); // covers edit-mode / pre-Awake callers
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var s = transform.lossyScale;
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return new Vector3(s.x * _localExtents.x, s.y * _localExtents.y, s.z * _localExtents.z);
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}
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}
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// Local-space unit direction from the envelope's centre toward worldPoint, accounting for the
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// transform's rotation and (non-uniform) scale. This is the one primitive both ProjectToSurface
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// and SurfaceDirection are built from, and the only place InverseTransformPoint may appear for
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// shield-surface purposes (see the negative check in docs/shield-panel-cut.md Cut 2).
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Vector3 LocalUnitDirection(Vector3 worldPoint)
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{
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var local = transform.InverseTransformPoint(worldPoint);
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return local.sqrMagnitude > 1e-12f ? local.normalized : Vector3.forward;
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}
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/// <summary>
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/// Projects a world-space point outward onto the ellipsoid surface, returning a world-space
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/// point. This is the true surface projection: local direction, scale by the local-space
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/// extents, transform back through the object's rotation and scale.
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/// </summary>
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public Vector3 ProjectToSurface(Vector3 worldPoint)
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{
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if (!_readExtents) ReadLocalExtents();
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var dir = LocalUnitDirection(worldPoint);
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var localSurface = Vector3.Scale(dir, _localExtents);
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return transform.TransformPoint(localSurface);
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}
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/// <summary>
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/// The true outward normal of the ellipsoid at a world-space point already on (or near) its
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/// surface: normalize(p.x/a^2, p.y/b^2, p.z/c^2) in local space, then rotated back to world.
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/// This is deliberately NOT normalize(p) -- normalize(p) is only the correct normal for a
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/// sphere. On a non-uniform ellipsoid (Longinus is ~4:1) it is visibly wrong: it points along
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/// the radius vector rather than perpendicular to the surface, which reads as the panel tilting
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/// toward the ship's centre instead of lying flat against the hull (docs/shield-panel-cut.md
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/// Cut 2 and the Cut 4 flank-click check). FieldDriver and ShieldManager both get away with
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/// normalize(p) today only because they use it to pick a *direction*, not a *normal* -- see
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/// SurfaceDirection below, which is what they keep using.
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/// </summary>
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public Vector3 SurfaceNormal(Vector3 worldSurfacePoint)
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{
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if (!_readExtents) ReadLocalExtents();
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var local = transform.InverseTransformPoint(worldSurfacePoint);
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var a = Mathf.Max(_localExtents.x, 1e-6f);
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var b = Mathf.Max(_localExtents.y, 1e-6f);
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var c = Mathf.Max(_localExtents.z, 1e-6f);
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var gradient = new Vector3(local.x / (a * a), local.y / (b * b), local.z / (c * c));
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// A normal is a covector: under a non-uniform scale it transforms by the INVERSE of the
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// scale, then the rotation -- the opposite of how an ordinary vector (or TransformDirection,
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// which multiplies by scale) transforms. Dividing by lossyScale here and rotating with the
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// bare quaternion (no TransformDirection) is what makes this differ from normalize(p) on a
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// non-uniform ellipsoid; using TransformDirection directly was tried and measurably wrong
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// (see the batchmode probe in docs/shield-panel-cut.md Cut 2 -- it disagreed with a
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// finite-difference gradient by 5-20%, not floating-point noise).
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var s = transform.lossyScale;
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var gradientOverScale = new Vector3(
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s.x != 0 ? gradient.x / s.x : gradient.x,
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s.y != 0 ? gradient.y / s.y : gradient.y,
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s.z != 0 ? gradient.z / s.z : gradient.z);
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var worldGradient = transform.rotation * gradientOverScale;
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return worldGradient.sqrMagnitude > 1e-12f ? worldGradient.normalized : transform.forward;
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}
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/// <summary>
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/// The local-frame unit direction from the envelope's centre toward worldPoint -- exactly what
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/// FieldDriver.AddHit and ShieldManager.ShowHit computed by hand before this cut, kept as its
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/// own named method (rather than inlining InverseTransformPoint at each call site) so the
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/// negative check ("no shield-surface projection outside ShieldEnvelope.cs") stays true. This
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/// is a *direction*, not the true surface normal -- see the SurfaceNormal doc comment.
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/// </summary>
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public Vector3 SurfaceDirection(Vector3 worldPoint) => LocalUnitDirection(worldPoint);
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}
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