com.openinventor.meshvizxlm.mesh

Enum CellStorageLayout

java.lang.Object

java.lang.Enum<CellStorageLayout>

com.openinventor.meshvizxlm.mesh.CellStorageLayout

All Implemented Interfaces:

java.io.Serializable, java.lang.Comparable<CellStorageLayout>

public enum CellStorageLayout
extends java.lang.Enum<CellStorageLayout>

Hint about coordinates organization in a hexahedron cell.

Enum Constant Summary

Enum Constants

Enum Constant and Description
I_MAX_FIRST The vertices of each hexahedron are numbered as follows : The first 4 vertices define the "right" face of the hexahedron.
I_MIN_FIRST The vertices of each hexahedron are numbered as follows : The first 4 vertices define the "left" face of the hexahedron.
J_MAX_FIRST The vertices of each hexahedron are numbered as follows : The first 4 vertices define the "front" face of the hexahedron.
J_MIN_FIRST The vertices of each hexahedron are numbered as follows : The first 4 vertices define the "back" face of the hexahedron.
K_MAX_FIRST The vertices of each hexahedron are numbered as follows : The first 4 vertices define the "top" face of the hexahedron.
K_MIN_FIRST The vertices of each hexahedron are numbered as follows : The first 4 vertices define the "bottom" face of the hexahedron.

Method Summary

Modifier and Type	Method and Description
static CellStorageLayout	valueOf(java.lang.String name) Returns the enum constant of this type with the specified name.
static CellStorageLayout[]	values() Returns an array containing the constants of this enum type, in the order they are declared.

Methods inherited from class java.lang.Enum

compareTo, equals, getDeclaringClass, hashCode, name, ordinal, toString, valueOf

Methods inherited from class java.lang.Object

getClass, notify, notifyAll, wait, wait, wait

Enum Constant Detail

I_MIN_FIRST

public static final CellStorageLayout I_MIN_FIRST

The vertices of each hexahedron are numbered as follows :

• The first 4 vertices define the "left" face of the hexahedron. This face is on the logical JK plane I=i.
• The last 4 vertices define the "right" face of the hexahedron. This face is on the logical JK plane I=i+1.

Vertices numbering:

 
                        J
                        |
                        |

                       n1----------n5
                       /|          /|
                     /  |        /  |
                   /    |      /    |
                 n2---------n6      |
                  |     |    |      |
                  |    n0----|-----n4    --- I
                  |    /     |     /
                  |  /       |   /
                  |/         | /
                 n3---------n7

               /
             /
           K
 
 

I_MAX_FIRST

public static final CellStorageLayout I_MAX_FIRST

The vertices of each hexahedron are numbered as follows :

• The first 4 vertices define the "right" face of the hexahedron. This face is on the logical JK plane I=i+1.
• The last 4 vertices define the "left" face of the hexahedron. This face is on the logical JK plane I=i.

Vertices numbering:

 
                        J
                        |
                        |
 
                       n5----------n1
                       /|          /|
                     /  |        /  |
                   /    |      /    |
                 n6---------n2      |
                  |     |    |      |
                  |    n4----|-----n0    --- I
                  |    /     |     /
                  |  /       |   /
                  |/         | /
                 n7---------n3
 
               /
             /
           K
 
 

J_MIN_FIRST

public static final CellStorageLayout J_MIN_FIRST

The vertices of each hexahedron are numbered as follows :

• The first 4 vertices define the "back" face of the hexahedron. This face is on the logical IK plane J=j.
• The last 4 vertices define the "front" face of the hexahedron. This face is on the logical IK plane J=j+1.

Vertices numbering:

 
                        J
                        |
                        |
 
                       n4----------n7
                       /|          /|
                     /  |        /  |
                   /    |      /    |
                 n5---------n6      |
                  |     |    |      |
                  |    n0----|-----n3    --- I
                  |    /     |     /
                  |  /       |   /
                  |/         | /
                 n1---------n2
 
               /
             /
           K
 
 

J_MAX_FIRST

public static final CellStorageLayout J_MAX_FIRST

The vertices of each hexahedron are numbered as follows :

• The first 4 vertices define the "front" face of the hexahedron. This face is on the logical IK plane J=j+1.
• The last 4 vertices define the "back" face of the hexahedron. This face is on the logical IK plane J=j.

Vertices numbering:

 
                        J
                        |
                        |
 
                       n0----------n3
                       /|          /|
                     /  |        /  |
                   /    |      /    |
                 n1---------n2      |
                  |     |    |      |
                  |    n4----|-----n7    --- I
                  |    /     |     /
                  |  /       |   /
                  |/         | /
                 n5---------n6
 
               /
             /
           K
 
 

K_MIN_FIRST

public static final CellStorageLayout K_MIN_FIRST

The vertices of each hexahedron are numbered as follows :

• The first 4 vertices define the "bottom" face of the hexahedron. This face is on the logical IJ plane K=k.
• The last 4 vertices define the "top" face of the hexahedron. This face is on the logical IJ plane k=k+1.

Vertices numbering:

 
                        J
                        |
                        |
 
                       n3----------n2
                       /|          /|
                     /  |        /  |
                   /    |      /    |
                 n7---------n6      |
                  |     |    |      |
                  |    n0----|-----n1    --- I
                  |    /     |     /
                  |  /       |   /
                  |/         | /
                 n4---------n5
 
               /
             /
           K
 
 

K_MAX_FIRST

public static final CellStorageLayout K_MAX_FIRST

The vertices of each hexahedron are numbered as follows :

• The first 4 vertices define the "top" face of the hexahedron. This face is on the logical IJ plane K=k+1.
• The last 4 vertices define the "bottom" face of the hexahedron. This face is on the logical IJ plane k=k.

Vertices numbering:

 
                        J
                        |
                        |
 
                       n7----------n6
                       /|          /|
                     /  |        /  |
                   /    |      /    |
                 n3---------n2      |
                  |     |    |      |
                  |    n4----|-----n5    --- I
                  |    /     |     /
                  |  /       |   /
                  |/         | /
                 n0---------n1
 
               /
             /
           K
 
 

Method Detail

values

public static CellStorageLayout[] values()

Returns an array containing the constants of this enum type, in the order they are declared. This method may be used to iterate over the constants as follows:

for (CellStorageLayout c : CellStorageLayout.values())
    System.out.println(c);

Returns:

an array containing the constants of this enum type, in the order they are declared

valueOf

public static CellStorageLayout valueOf(java.lang.String name)

Returns the enum constant of this type with the specified name. The string must match exactly an identifier used to declare an enum constant in this type. (Extraneous whitespace characters are not permitted.)

Parameters:

name - the name of the enum constant to be returned.

Returns:

the enum constant with the specified name

Throws:

java.lang.IllegalArgumentException - if this enum type has no constant with the specified name

java.lang.NullPointerException - if the argument is null