engine: mesh.hex.project command, MCP, docs and meshing skill (#399)

Co-Authored-By: Claude Opus 5.5 <noreply@anthropic.com>
Claude-Session: https://claude.ai/code/session_01UhhZMBTviDQxZvwnyP89fo

docs/meshing/literature.md

@@ -1074,6 +1074,30 @@ of 2.5D bodies).**
 of a triangle: Van Oosterom and Strackee 1983); closest point on a triangle (C. Ericson, *Real-Time
 Collision Detection*, 2005, §5.1.5).
 
+### B9. Projection blocking (implemented in `fieldcraft-mesh::project`)
+
+A block topology is laid over the part and projected onto its B-rep instead of cutting the
+geometry into sweepable cells (the block-structured projection method as publicly described:
+blocks in index space, carved, outer faces projected onto surfaces, edges onto curves, vertices
+onto points, then smoothed). No code, manual or text of any commercial mesher was read.
+
+- **Transfinite interpolation** places face and interior nodes from projected edges and faces:
+  W. J. Gordon, C. A. Hall, *Construction of curvilinear co-ordinate systems and applications to
+  mesh generation*, IJNME 7(4):461–477, 1973; W. J. Gordon, L. C. Thiel, *Transfinite mappings and
+  their application to grid generation*, Appl. Math. Comput. 10–11:171–233, 1982.
+- **Elliptic smoothing**: A. M. Winslow, *Numerical solution of the quasilinear Poisson equation
+  in a nonuniform triangle mesh*, J. Comput. Phys. 2:149–172, 1967; J. F. Thompson, Z. U. A. Warsi,
+  C. W. Mastin, *Numerical Grid Generation: Foundations and Applications*, North-Holland 1985
+  (ch. 6, the three-dimensional equations and their point iteration).
+- **Control functions**: P. D. Thomas, J. F. Middlecoff, *Direct control of the grid point
+  distribution in meshes generated by elliptic equations*, AIAA J. 18(6):652–656, 1980 (one-
+  dimensional form, evaluated on the algebraic grid).
+- **Curve and corner projection**: Newton's method on the tangent planes of the two (three)
+  surfaces, falling back to alternating projections (von Neumann) where they meet tangentially.
+- **Worst-element repair**: compass search on the local smallest scaled Jacobian (optimization-
+  based smoothing, L. A. Freitag, C. Ollivier-Gooch, IJNME 40:3979–4002, 1997; metric: P. M. Knupp,
+  SIAM J. Sci. Comput. 23(1):193–218, 2001).
+
 ## Part C: Datasets and benchmarks
 
 | Dataset | Content | Licence | Usable for FieldCraft? |