Update to Runic version 1.1 (#1118)

This patch updates Runic to version 1.1 and enables (partial) formatting to some more files which were previously excluded completely.
Ferrite-FEM · Dec 6, 2024 · a97aa88 · a97aa88
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diff --git a/.github/workflows/Check.yml b/.github/workflows/Check.yml
@@ -27,7 +27,7 @@ jobs:
       - uses: julia-actions/cache@v2
       - uses: fredrikekre/runic-action@v1
         with:
-          version: "d9a27b9d6279a103fedc7202258207a7b7afe18c"
+          version: "1.1"
 
   explicit-imports:
     runs-on: ubuntu-latest

diff --git a/README.md b/README.md
@@ -6,6 +6,7 @@
 
 ![Build Status](https://github.com/Ferrite-FEM/Ferrite.jl/workflows/CI/badge.svg?event=push)
 [![codecov.io](https://codecov.io/github/Ferrite-FEM/Ferrite.jl/coverage.svg?branch=master)](https://codecov.io/github/Ferrite-FEM/Ferrite.jl?branch=master)
+[![code style: runic](https://img.shields.io/badge/code_style-%E1%9A%B1%E1%9A%A2%E1%9A%BE%E1%9B%81%E1%9A%B2-black)](https://github.com/fredrikekre/Runic.jl)
 [![DOI](https://zenodo.org/badge/DOI/10.5281/zenodo.13862652.svg)](https://doi.org/10.5281/zenodo.13862652)
 
 A finite element toolbox written in Julia.

diff --git a/benchmark/benchmarks-dofs.jl b/benchmark/benchmarks-dofs.jl
@@ -36,30 +36,30 @@ for spatial_dim in [3] # 1:3
 
                     LAGRANGE_SUITE["DofHandler"] = BenchmarkGroup()
 
-                    close_helper = function(grid, ip)
+                    close_helper = function (grid, ip)
                         dh = DofHandler(grid)
                         push!(dh, :u, field_dim, ip)
                         return close!(dh)
                     end
                     LAGRANGE_SUITE["DofHandler"]["one-field"] = @benchmarkable $close_helper($grid, $ip)
 
-                    close_helper = function(grid, ip, ip2)
+                    close_helper = function (grid, ip, ip2)
                         dh = DofHandler(grid)
                         push!(dh, :u, field_dim, ip)
                         push!(dh, :p, 1, ip2)
                         return close!(dh)
                     end
                     LAGRANGE_SUITE["DofHandler"]["two-fields"] = @benchmarkable $close_helper($grid, $ip, $ip2)
 
-                    close_helper = function(grid)
+                    close_helper = function (grid)
                         dh = DofHandler(grid)
                         sdh = SubDofHandler(dh, Set(1:Int(round(getncells(grid) / 2))))
                         add!(sdh, :u, ip^field_dim)
                         return close!(dh)
                     end
                     LAGRANGE_SUITE["DofHandler"]["one-field-subdomain"] = @benchmarkable $close_helper($grid)
 
-                    close_helper = function(grid)
+                    close_helper = function (grid)
                         dh = DofHandler(grid)
                         sdh = SubDofHandler(dh, Set(1:Int(round(getncells(grid) / 2))))
                         add!(sdh, :u, ip^field_dim)

diff --git a/src/Quadrature/gaussquad_prism_table.jl b/src/Quadrature/gaussquad_prism_table.jl
diff --git a/src/Quadrature/gaussquad_pyramid_table.jl b/src/Quadrature/gaussquad_pyramid_table.jl
diff --git a/src/Quadrature/gaussquad_tet_table.jl b/src/Quadrature/gaussquad_tet_table.jl
@@ -1,29 +1,32 @@
-# runic: off
 # Yu, Jinyun. Symmetric Gaussian Quadrature Formulae for Tetrahedronal Regions. 1984. CMAME.
 function _get_jinyun_tet_quadrature_data(n::Int)
     if n == 1
-        a = 1. / 4.
-        w = 1. / 6.
+        a = 1.0 / 4.0
+        w = 1.0 / 6.0
         xw = [a a a w]
     elseif n == 2
-        a = ( 5. + 3. * √(5.) ) / 20.
-        b = ( 5. - √(5.) ) / 20.
-        w = 1. / 24.
-        xw = [a b b w
-              b a b w
-              b b a w
-              b b b w]
+        a = (5.0 + 3.0 * √(5.0)) / 20.0
+        b = (5.0 - √(5.0)) / 20.0
+        w = 1.0 / 24.0
+        xw = [
+            a b b w
+            b a b w
+            b b a w
+            b b b w
+        ]
     elseif n == 3
-        a1 = 1. / 4.
-        a2 = 1. / 2.
-        b2 = 1. / 6.
-        w1 = -2. / 15.
-        w2 = 3. / 40.
-        xw = [a1 a1 a1 w1
-              a2 b2 b2 w2
-              b2 a2 b2 w2
-              b2 b2 a2 w2
-              b2 b2 b2 w2]
+        a1 = 1.0 / 4.0
+        a2 = 1.0 / 2.0
+        b2 = 1.0 / 6.0
+        w1 = -2.0 / 15.0
+        w2 = 3.0 / 40.0
+        xw = [
+            a1 a1 a1 w1
+            a2 b2 b2 w2
+            b2 a2 b2 w2
+            b2 b2 a2 w2
+            b2 b2 b2 w2
+        ]
     elseif 4 ≤ n ≤ 6
         throw(ArgumentError("Jinyun's Gauss quadrature rule (RefTetrahedron) is not implemented for orders 4 and 6"))
     else
@@ -39,59 +42,63 @@ function _get_keast_a_tet_quadrature_data(n::Int)
         # The rules of Jinyin and Keast are identical for order 1 to 3, as stated in the Keast paper.
         xw = _get_jinyun_tet_quadrature_data(n)
     elseif n == 4
-        a1 = 1. / 4.;
-        w1 = -74. / 5625.;
+        a1 = 1.0 / 4.0
+        w1 = -74.0 / 5625.0
 
-        a2 = 5. / 70.;
-        b2 = 11. / 14.;
-        w2 = 343. / 45000.;
+        a2 = 5.0 / 70.0
+        b2 = 11.0 / 14.0
+        w2 = 343.0 / 45000.0
 
-        a3 = ( 1. + √(5. / 14.) ) / 4.;
-        b3 = ( 1. - √(5. / 14.) ) / 4.;
-        w3 = 28. / 1125.;
+        a3 = (1.0 + √(5.0 / 14.0)) / 4.0
+        b3 = (1.0 - √(5.0 / 14.0)) / 4.0
+        w3 = 28.0 / 1125.0
 
-        xw = [a1 a1 a1 w1
-              b2 a2 a2 w2
-              a2 b2 a2 w2
-              a2 a2 b2 w2
-              a2 a2 a2 w2
-              a3 a3 b3 w3
-              a3 b3 a3 w3
-              a3 b3 b3 w3
-              b3 a3 a3 w3
-              b3 a3 b3 w3
-              b3 b3 a3 w3]
+        xw = [
+            a1 a1 a1 w1
+            b2 a2 a2 w2
+            a2 b2 a2 w2
+            a2 a2 b2 w2
+            a2 a2 a2 w2
+            a3 a3 b3 w3
+            a3 b3 a3 w3
+            a3 b3 b3 w3
+            b3 a3 a3 w3
+            b3 a3 b3 w3
+            b3 b3 a3 w3
+        ]
     elseif n == 5
         w1 = 0.602678571428571597e-2
-        a1 = 1. / 3.
-        b1 = 0.
+        a1 = 1.0 / 3.0
+        b1 = 0.0
 
         w2 = 0.302836780970891856e-1
-        a2 = 1. / 4.
+        a2 = 1.0 / 4.0
 
         w3 = 0.116452490860289742e-1
-        a3 = 1. / 11.
-        b3 = 8. / 11.
+        a3 = 1.0 / 11.0
+        b3 = 8.0 / 11.0
 
         w4 = 0.109491415613864534e-1
         a4 = 0.665501535736642813e-1
         b4 = 0.433449846426335728e-0
 
-        xw = [a1 a1 a1 w1
-              a1 a1 b1 w1
-              a1 b1 a1 w1
-              b1 a1 a1 w1
-              a2 a2 a2 w2
-              a3 a3 a3 w3
-              a3 a3 b3 w3
-              a3 b3 a3 w3
-              b3 a3 a3 w3
-              a4 a4 b4 w4
-              a4 b4 a4 w4
-              a4 b4 b4 w4
-              b4 a4 a4 w4
-              b4 a4 b4 w4
-              b4 b4 a4 w4]
+        xw = [
+            a1 a1 a1 w1
+            a1 a1 b1 w1
+            a1 b1 a1 w1
+            b1 a1 a1 w1
+            a2 a2 a2 w2
+            a3 a3 a3 w3
+            a3 a3 b3 w3
+            a3 b3 a3 w3
+            b3 a3 a3 w3
+            a4 a4 b4 w4
+            a4 b4 a4 w4
+            a4 b4 b4 w4
+            b4 a4 a4 w4
+            b4 a4 b4 w4
+            b4 b4 a4 w4
+        ]
     elseif 6 ≤ n ≤ 8
         throw(ArgumentError("Keast's Gauss quadrature rule (RefTetrahedron) not implement for order 6 to 8"))
     else
@@ -103,8 +110,8 @@ end
 # Positive points
 function _get_keast_b_tet_quadrature_data(n::Int)
     if n == 4
-        w1 = 0.317460317460317450e-2
-        a1 = 1. / 2.
+        w1 = 0.31746031746031745e-2
+        a1 = 1.0 / 2.0
         b1 = 0.0
 
         w2 = 0.147649707904967828e-1
@@ -115,20 +122,22 @@ function _get_keast_b_tet_quadrature_data(n::Int)
         a3 = 0.314372873493192195e-0
         b3 = 0.568813795204234229e-1
 
-        xw = [a1 a1 b1 w1
-              a1 b1 a1 w1
-              a1 b1 b1 w1
-              b1 a1 a1 w1
-              b1 a1 b1 w1
-              b1 b1 a1 w1
-              a2 a2 a2 w2
-              a2 a2 b2 w2
-              a2 b2 a2 w2
-              b2 a2 a2 w2
-              a3 a3 a3 w3
-              a3 a3 b3 w3
-              a3 b3 a3 w3
-              b3 a3 a3 w3]
+        xw = [
+            a1 a1 b1 w1
+            a1 b1 a1 w1
+            a1 b1 b1 w1
+            b1 a1 a1 w1
+            b1 a1 b1 w1
+            b1 b1 a1 w1
+            a2 a2 a2 w2
+            a2 a2 b2 w2
+            a2 b2 a2 w2
+            b2 a2 a2 w2
+            a3 a3 a3 w3
+            a3 a3 b3 w3
+            a3 b3 a3 w3
+            b3 a3 a3 w3
+        ]
     else
         xw = _get_keast_a_tet_quadrature_data(n)
     end