I am preparing a decent library of metallic carpaints.

I have a question regarding material libraries. I have prepared a Carpaint collection and am also going to prepare a water material pack. The question is that if the same name materials will be replaced? i.e. a car paint in my library is called 001red. Imagine there is another material in the Sketchup model by user and called 001red, I am wondering if RS will replace the same name with my material? To be more precise: How do material libraries in RS work?

@L-i-am I got a diploma in mathematics and was into algorithmic thinking. Then tried to learn architecture during university with my analytic mindset. So I see it like a procedure, not like those who do magic out of a black box. For some years, I had this chance to teach architecture, and after years, sometimes students call me to thank my way of teaching. I hope I have the chance again; this is the most satisfying job for me.

I appreciate it.

I have been developing a vault generator add-on for Blender 3D that is aimed to mimic RhinoVault (considering Blender cons/pros vs Rhino).
It tries to find the best compression-only form for the given input mesh. Recently, I used Gemini to translate it to work with SketchUp. It is in its early stages and would be fine if anyone helps me to improve it.

# ============================================================
# SKETCHUP FOLDING VAULTS V4 (Robust Non-Flat Mesh + Red Anchors) | By Majid Yeganegi AI optimization -2025 Nov.
# ============================================================

require 'sketchup.rb'

module VaultPlugin

  # --- 1. Math Helper Classes (Unchanged for performance) ---
  class SparseMatrix
    attr_reader :n_rows
    def initialize(n_rows)
      @n_rows = n_rows
      @rows = Hash.new { |h, k| h[k] = {} }
    end
    def add(r, c, val)
      return if r >= @n_rows || c >= @n_rows
      @rows[r][c] ||= 0.0
      @rows[r][c] += val
    end
    def dot(vec)
      result = Array.new(@n_rows, 0.0)
      @rows.each do |r_idx, col_data|
        sum = 0.0
        col_data.each { |c_idx, val| sum += val * vec[c_idx] }
        result[r_idx] = sum
      end
      result
    end
  end

  class VectorMath
    def self.sub(a, b); a.zip(b).map { |x, y| x - y }; end
    def self.add(a, b); a.zip(b).map { |x, y| x + y }; end
    def self.scale(vec, s); vec.map { |x| x * s }; end
    def self.dot(a, b); a.each_with_index.reduce(0) { |sum, (val, i)| sum + val * b[i] }; end
  end

  # --- 2. CG Solver ---
  def self.cg_solve(matrix, b, x0, max_iter, tol)
    x = x0.dup
    r = VectorMath.sub(b, matrix.dot(x))
    p = r.dup
    rsold = VectorMath.dot(r, r)

    max_iter.times do
      ap = matrix.dot(p)
      p_ap = VectorMath.dot(p, ap)
      break if p_ap.abs < 1e-15 

      alpha = rsold / p_ap
      x = VectorMath.add(x, VectorMath.scale(p, alpha))
      r = VectorMath.sub(r, VectorMath.scale(ap, alpha))
      rsnew = VectorMath.dot(r, r)
      break if Math.sqrt(rsnew) < tol

      p = VectorMath.add(r, VectorMath.scale(p, rsnew / rsold))
      rsold = rsnew
    end
    return x
  end

  # --- 3. Helper: Check if Material is RED ---
  def self.is_red?(entity)
    return false unless entity.material
    c = entity.material.color
    # Check for Pure Red (255, 0, 0) or close to it
    return true if c.red > 200 && c.green < 50 && c.blue < 50
    return false
  end

  # --- 4. Main Process ---
  def self.process_mesh(selection_mesh, density_input, load_input, scale_factor, iterations)
    model = Sketchup.active_model
    entities = model.active_entities

    # A. Topology Extraction
    verts = []
    v_to_id = {}
    faces = selection_mesh.grep(Sketchup::Face)
    
    if faces.empty?
      UI.messagebox("Please select a Mesh (Faces) first.")
      return
    end

    faces.each do |f|
      f.vertices.each do |v|
        unless v_to_id.key?(v.entityID)
          v_to_id[v.entityID] = verts.length
          verts << v
        end
      end
    end
    n = verts.length

    # B. Explicit Anchor Detection (THE "RED" RULE ONLY)
    anchors = []
    
    # Check 1: Red Faces
    faces.each { |f| anchors.concat(f.vertices.map { |v| v_to_id[v.entityID] }) if is_red?(f) }

    # Check 2: Red Edges
    edges = faces.map { |f| f.edges }.flatten.uniq
    edges.each do |e|
      if is_red?(e)
        anchors << v_to_id[e.start.entityID]
        anchors << v_to_id[e.end.entityID]
      end
    end

    anchors = anchors.uniq

    if anchors.empty?
      UI.messagebox("Error: No RED anchors found! The mesh will float freely.\nPlease paint at least one edge or face RED.")
      return
    end

    # C. Index Mapping
    free_map = []
    global_to_free = {}
    free_count = 0
    
    (0...n).each do |i|
      unless anchors.include?(i)
        free_map << i
        global_to_free[i] = free_count
        free_count += 1
      end
    end
    n_free = free_map.length
    
    if n_free == 0
      UI.messagebox("Error: All selected vertices are anchors. Nothing to calculate.")
      return
    end

    # D. Build Edges Index
    edges_idx = edges.map do |e|
      id1 = v_to_id[e.start.entityID]
      id2 = v_to_id[e.end.entityID]
      [id1, id2] if id1 && id2
    end.compact

    # E. TNA Setup & Matrix Assembly
    q_val = density_input 
    l_ff = SparseMatrix.new(n_free)
    d = Array.new(n, 0.0)

    # Build Laplacian (L_ff) and Diagonal (d)
    edges_idx.each do |u, v|
      w = q_val
      d[u] += w
      d[v] += w
      
      u_free = !anchors.include?(u)
      v_free = !anchors.include?(v)

      if u_free && v_free
        uf, vf = global_to_free[u], global_to_free[v]
        l_ff.add(uf, vf, -w)
        l_ff.add(vf, uf, -w)
      end
    end

    free_map.each { |i_glob| l_ff.add(global_to_free[i_glob], global_to_free[i_glob], d[i_glob]) }

    # F. Vertical Equilibrium (Solve for Final Z: Z_f)
    
    # Initial Z-positions of free nodes (used as the initial guess and for calculating Delta Z later)
    z_orig_free = Array.new(n_free)
    free_map.each_with_index { |glob_idx, i| z_orig_free[i] = verts[glob_idx].position.z }

    z_current = z_orig_free.dup
    
    # Iterative Solve for Z_f
    iterations.times do
      rhs = Array.new(n_free, -load_input) # -Pf
      
      edges_idx.each do |u, v|
        w = q_val
        u_free = !anchors.include?(u)
        v_free = !anchors.include?(v)

        # Contribution of fixed anchors to the RHS (-Lfa * Za)
        if u_free && !v_free
          rhs[global_to_free[u]] += w * verts[v].position.z 
        elsif !u_free && v_free
          rhs[global_to_free[v]] += w * verts[u].position.z
        end
      end
      
      z_current = cg_solve(l_ff, rhs, z_current, 200, 1e-5)
    end
    
    # G. Calculate and Apply Displacement (Delta Z)
    
    # Delta Z = Z_final - Z_original. This is the displacement vector.
    # It will be negative for a hanging form (since Z_f < Z_orig_f).
    delta_z = VectorMath.sub(z_current, z_orig_free)
    
    model.start_operation("Generate Vault", true)
    
    group = entities.add_group
    mesh_out = Geom::PolygonMesh.new
    
    final_pts = []
    
    # Use the sign of the scale factor to determine the flip
    # scale_factor = -5.0 means: flip the negative displacement (to positive) and scale by 5.0
    scale = scale_factor 
    
    (0...n).each do |i|
      v_orig = verts[i].position
      if anchors.include?(i)
        final_pts << v_orig # Anchors stay at their original Z
      else
        dz_calc = delta_z[global_to_free[i]]
        
        # Z_final = Z_original + (Delta Z * Scale)
        # If Delta Z is negative (hanging form) and Scale is negative (-5.0),
        # the result is positive displacement, creating the arch/vault.
        z_final = v_orig.z + (dz_calc * scale)
        
        final_pts << [v_orig.x, v_orig.y, z_final]
      end
    end

    # Reconstruct faces
    faces.each do |f|
      idxs = f.vertices.map { |v| v_to_id[v.entityID] }
      mesh_out.add_polygon(idxs.map { |k| final_pts[k] })
    end
    
    group.entities.add_faces_from_mesh(mesh_out)
    group.name = "Vault_Result"
    group.material = "White"
    
    group.entities.grep(Sketchup::Edge).each { |e| e.soft = true; e.smooth = true }

    model.commit_operation
  end

  # --- 5. UI Dialog ---
  def self.show_dialog
    prompts = ["Force Density (Stiffness)", "Load", "Height Scale (Multiplier)", "Iterations"]
    # Default Scale set to 5.0, as requested.
    defaults = [1.0, 1.0, 5.0, 30] 
    
    input = UI.inputbox(prompts, defaults, "TNA Settings")
    return unless input
    
    sel = Sketchup.active_model.selection
    self.process_mesh(sel, input[0], input[1], input[2], input[3])
  end

  unless file_loaded?(__FILE__)
    menu = UI.menu('Plugins')
    menu.add_item('Create Vault (TNA)') { self.show_dialog }
    file_loaded(__FILE__)
  end
end

Now let's imagine some of them as 3D objects/buildings.

Just imagine they could be plans/sections/facades of buildings such as houses, complexes, hospitals, hotels, etc...

Let's continue with the letter I:
As usual, I start from 2D sketches:

The style is deliverable with the model: https://3dwarehouse.sketchup.com/model/30865223-c310-46bb-9743-46d655302747/An-H-building

Finally modeled an H building to see how it will come.

link to the model:
https://3dwarehouse.sketchup.com/model/30865223-c310-46bb-9743-46d655302747/An-H-building

I said to myself: Try your imagination with H, then try to make them 3D as well

This is really great, and thank you for sharing. You did the right job and well deserve what you got! I wish for way better upcoming days man!

I said to myself: Try your imagination with H, then try to make them 3D as well

Some more creative H!

I wish I could teach how to paint watercolors (online or in person)

If this is me only one who likes the vibe of old cities?
And one more old Eindhoven:

Based on a B/W photo of Eindhoven.

@Rich-O-Brien Woha! I am left speechless!
What an impressive 3D environment! What piece of software are you using?