Transform: corr. consSmooth tests

Author: benoit128

Cassiopee/Transform/Transform/consSmooth.cpp

@@ -37,14 +37,14 @@ inline E_Int stepCorrection(E_Int isOpen, E_Int nUnique)
   // Case of a CLOSED curve with an ODD number of points
   if ((isOpen == 0) && (nUnique % 2 != 0)) 
   {
-    printf("WARNING: consSmooth: step=2 is invalid for closed curve with odd number of points. Forcing step=1.\n");
+    printf("Warning: consSmooth: step=2 is invalid for closed curve with odd number of points. Forcing step=1.\n");
     return 1;
   }
 
   // Case of an OPEN curve with an EVEN number of points
   if ((isOpen == 1) && (nUnique % 2 == 0)) 
   {
-    printf("WARNING: consSmooth: step=2 is invalid for open curve with even number of points. Forcing step=1.\n");
+    printf("Warning: consSmooth: step=2 is invalid for open curve with even number of points. Forcing step=1.\n");
     return 1;
   }
 
@@ -139,16 +139,16 @@ PyObject* K_TRANSFORM::consSmooth(PyObject* self, PyObject* args)
 
     if (isOpen)
     {
-      printf("consSmooth: open geometry: fixed nodes %d and %d.\n", 0, npts-1);
+      printf("Info: consSmooth: open geometry: fixed nodes %d and %d.\n", 0, npts-1);
     }
     {
-      printf("consSmooth: closed geometry with double points");
+      printf("Info: consSmooth: closed geometry with double points.\n");
     }
 
 
     E_Int nUnique = (isOpen == 0) ? npts - 1 : npts; 
     E_Int start = 0;
-    E_Int end   = (isOpen == 0) ? nUnique : nUnique - 3; 
+    E_Int end = (isOpen == 0) ? nUnique : nUnique - 3; 
 
     // step 2 invalid for some cases, correction by taking step = 1
     if (step == 2)
@@ -166,7 +166,6 @@ PyObject* K_TRANSFORM::consSmooth(PyObject* self, PyObject* args)
         {
 
           if (isOpen == 0)
-
           {
             // Cycle, always in [0, nUnique-1]
             idx0 = (j == 0) ? i % nUnique : (nUnique - i % nUnique) % nUnique;
@@ -281,17 +280,17 @@ PyObject* K_TRANSFORM::consSmooth(PyObject* self, PyObject* args)
       if (isOpen == 0)
       {
         // CASE 2: mesh is topologically OPEN, but geometrically CLOSED.
-        printf("consSmooth: closed geometry with double points: %d and %d.\n", n1, n2);
+        printf("Info: consSmooth: closed geometry with double points: %d and %d.\n", n1, n2);
       }
       else // CASE 3: mesh is OPEN (extremities will stay fixed)
 
       {
-        printf("consSmooth: open geometry: fixed nodes %d and %d.\n", n1, n2);
+        printf("Info: consSmooth: open geometry: fixed nodes %d and %d.\n", n1, n2);
       } 
     }
     else 
     {
-      printf("consSmooth: closed geometry \n");
+      printf("Info: consSmooth: closed geometry.\n");
     }
 
     // Create a chained of ordered nodes
@@ -321,19 +320,19 @@ PyObject* K_TRANSFORM::consSmooth(PyObject* self, PyObject* args)
 
       bar.push_back(next);
       prev = cur;
-      cur  = next;
+      cur = next;
       if (isOpen == 1 && cur == n2) break; // we reach the end of opened curve
     }
 
     E_Int nUnique = (E_Int)bar.size();
 
     E_Int start = 0;
-    E_Int end   = (isOpen == 0) ? nUnique : nUnique - 3;
+    E_Int end = (isOpen == 0) ? nUnique : nUnique - 3;
 
     // step 2 invalid for some cases, correction by taking step = 1
     if (step == 2)
     {
-      step = stepCorrection (isOpen, nUnique);
+      step = stepCorrection(isOpen, nUnique);
     }
 
     for (E_Int k = 0; k < sweeps; k++)

Cassiopee/Transform/test/consSmoothPT_t1.py

@@ -10,22 +10,22 @@
 l3 = D.line((1.,1.,0.), (1.,0.,0.), N=5)
 l4 = D.line((1.,0.,0.), (0.,0.,0.), N=5)
 
-# standard array1 tests on closed curve
+# struct 1D closed curve
 a = T.join([l1,l2,l3,l4])
 a = T.consSmooth(a, sweeps)
 test.testT(a, 1)
 
-# standard array1 tests on open curve
+# struct 1D open curve
 b = T.join([l1,l2,l3])
 b = T.consSmooth(b, sweeps)
 test.testT(b, 2)
 
-# standard bar1D tests on closed curve
+# bar1D closed curve
 c = C.convertArray2Tetra(a)
 c = T.consSmooth(c, sweeps)
 test.testT(c, 3)
 
-# standard bar1D tests on open curve
+# bar1D open curve
 d = C.convertArray2Tetra(b)
 d = T.consSmooth(d, sweeps)
 test.testT(d, 4)

Cassiopee/Transform/test/consSmooth_t1.py

@@ -5,30 +5,27 @@
 import Converter as C
 
 sweeps = 5
-l1 = D.line((0.,0.,0.), (0.,1.,0.), N=5+1)
+l1 = D.line((0.,0.,0.), (0.,1.,0.), N=5)
 l2 = D.line((0.,1.,0.), (1.,1.,0.), N=5)
 l3 = D.line((1.,1.,0.), (1.,0.,0.), N=5)
 l4 = D.line((1.,0.,0.), (0.,0.,0.), N=5)
 
-# standard array1 tests on closed curve
+# struct 1D closed curve
 a = T.join([l1,l2,l3,l4])
 a = T.consSmooth(a, sweeps)
 test.testA([a], 1)
 
-# standard array1 tests on open curve
+# struct 1D open curve
 b = T.join([l1,l2,l3])
 b = T.consSmooth(b, sweeps)
 test.testA([b], 2)
 
-# standard bar1D tests on closed curve
+# bar1D closed curve
 c = C.convertArray2Tetra(a)
-c = T.consSmooth(c, sweeps, 1,2)
+c = T.consSmooth(c, sweeps)
 test.testA([c], 3)
 
-C.convertArrays2File(c, "out3.plt")
-
-# standard bar1D tests on open curve
+# bar1D open curve
 d = C.convertArray2Tetra(b)
-d = T.consSmooth(d, sweeps, 1, 2)
-test.testA([d], 4)
-C.convertArrays2File(d, "out4.plt")
+d = T.consSmooth(d, sweeps)
+test.testA([d], 4)

docs/ReleaseNotes.html

@@ -15,8 +15,14 @@
 <body>
 <h1>Release notes</h1>
 
+
 <HR><p>
-- All: release 4.1 (02/2026)<br>
+
+- Converter: add _initBCDataSet.<br>
+
+- Converter: move getFamilyBCs, getFamilyBCNamesOfType to Internal.<br>
+
+- All: release 4.1 (02/2026).<br>
 
 - Converter: FSDM format for ME (read/write).<br>