3D visualization problem

["Xianjie Yi" <xianjie_yi@xxxxxxxxxxx>]

I used the nonequally distributed 3d coornidates of each node to constuct a 
[3][Rows*Cols*Levls] samples and then use it to establish a domain_set using 
either Irregular3DSet or Gridded3DSet, see below. I then put it in P$_10, 
why does it come up with just some points distributed in 3D space according 
to given coordinates? How can I improve it. Thanks so much.

Yi


float[][] sd=new float[][]{
                                            {
                                            1f,2f,3f,4f,5f,6.0f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0f,0f,0f,0f,0f,0f,

                                            1f,2f,3f,4f,5f,6.0f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0f,0f,0f,0f,0f,0f,

                                            1f,2f,3f,4f,5f,6.0f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0f,0f,0f,0f,0f,0f,

                                            1f,2f,3f,4f,5f,6.0f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0f,0f,0f,0f,0f,0f,
                                            },
                                            {
                                            0f,0f,0f,0f,0f,0f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            1f,2f,3f,4f,5f,6.0f,

                                            0f,0f,0f,0f,0f,0f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            1f,2f,3f,4f,5f,6.0f,

                                            0f,0f,0f,0f,0f,0f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            1f,2f,3f,4f,5f,6.0f,

                                            0f,0f,0f,0f,0f,0f,
                                            0.38f,0.76f,1.14f,1.52f,1.9f,2.3f,
                                            0.71f,1.42f,2.13f,2.84f,3.55f,4.26f,
                                            0.92f,1.84f,2.76f,3.68f,4.6f,5.52f,
                                            1f,2f,3f,4f,5f,6.0f,
                                            },
                                            {
                                            0f,0f,0f,0f,0f,0f,
                                            0f,0f,0f,0f,0f,0f,
                                            0f,0f,0f,0f,0f,0f,
                                            0f,0f,0f,0f,0f,0f,
                                            0f,0f,0f,0f,0f,0f,

                                            1f,1f,1f,1f,1f,1f,
                                            1f,1f,1f,1f,1f,1f,
                                            1f,1f,1f,1f,1f,1f,
                                            1f,1f,1f,1f,1f,1f,
                                            1f,1f,1f,1f,1f,1f,

                                            2f,2f,2f,2f,2f,2f,
                                            2f,2f,2f,2f,2f,2f,
                                            2f,2f,2f,2f,2f,2f,
                                            2f,2f,2f,2f,2f,2f,
                                            2f,2f,2f,2f,2f,2f,

                                            3f,3f,3f,3f,3f,3f,
                                            3f,3f,3f,3f,3f,3f,
                                            3f,3f,3f,3f,3f,3f,
                                            3f,3f,3f,3f,3f,3f,
                                            3f,3f,3f,3f,3f,3f,
                                            }
                                        };
   domain_set=new Gridded3DSet(domain_tuple,sd,6,5,4);
or
   domain_set=new Irregular3DSet(domain_tuple,sd);


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