Grids Naming Rules - Intergraph Smart 3D - Help - Hexagon

Intergraph Smart 3Dx Help

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Intergraph Smart 3D
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3Dx
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Smart 3D Version
13

The software provides several options for naming the elevation planes, grid planes, radial cylinders, and radial planes.

Index

The Index Net name rule uses the position of the plane relative to the other planes to assign the name. The first plane is given the name 1, the second plane 2, the third plane 3, and so forth. The secondary planes are suffixed with an additional decimal indication of the sequential order, and so forth for tertiary planes.

Index Naming RuleSP3D_SHOW_hierarchy_CreateGridElevate

Plane Type

Plant

Ship

Example

Elevation Plane

ElevPlane

D

ElevPlane1, ElevPlane 2, ElevPlane 3
D1, D2, D3, D4

X-axis Perpendicular

GPX

F

GPX1, GPX2, GPX3, GPX4
F1, F2, F3, F4

Y-axis Perpendicular

GPY

L

GPY1, GPY2, GPY3, GPY4
L1, L2, L3, L4

Radial Cylinders

C

C

C1, C2, C3, C4

Radial Planes

R

R

R1, R2, R3, R4

Position

The Position Net name rule uses the physical position of the plane for the name of the plane. The position is relative to the origin of the coordinate system to which the plane belongs. The position is always displayed in meters, regardless of the session working units.

Position Naming Rule

Plane Type

Plant

Ship

Example

Elevation Plane

El

D

El -3.00m, El 3.00 m, El 6.00m
D - 3.00m, D 3.00 m, D 6.00m

X-axis Perpendicular

E

F

E -3.00, E 3.00 m, E 6.00m
F -3.00, F 3.00 m, F 6.00m

Y-axis Perpendicular

N

L

N -3.00m, N 3.00 m, N 6.00m
L -3.00m, L 3.00 m, L 6.00m

Radial Cylinders

C

C

C 3.0m, C 6.0m, C 9.0m

Radial Planes

R

R

R 15deg, R 30deg, R 45deg

Imperial Position

The Imperial Position Net name rule uses the physical position of the plane for the name of the plane. The position is relative to the origin of the coordinate system to which the plane belongs. The position is always displayed in feet and inches, regardless of the session working units.

Imperial Position Naming Rule

Plane Type

Plant

Ship

Example

Elevation Plane

EL

Z

EL 0ft 0.00in (Grade), EL 15ft 0.00in (TOS), EL 18ft 0.00in (Splice)
Z 1ft 0.00in, Z 3ft 6.00in, Z 9ft 10.00in

X-axis Perpendicular

E

X

E -3ft 0.00in, E 3ft 0.00in, E 6ft 5.00in
X -3ft 0.00in, X 3ft 0.00in, X 6ft 5.00in

Y-axis Perpendicular

N

Y

N -3ft 0.00in, N 3ft 0.00in, N 6ft 8.00in
Y -3ft 0.00in, Y 3ft 0.00in, Y 6ft 0.00in

Radial Cylinders

C

C

C 15ft 0.00in and C 30ft 0.00in

Radial Planes

R

R

R 30.0 deg and R 45.0 deg

Global Position

The Global Position Net name rule uses the physical position of the plane for the name of the plane. The position is relative to the origin of the global coordinate system. The position is always displayed in meters, regardless of the session working units.

Plane Type

Plant

Ship

Example

Elevation Plane

EL

D

El -3.00m, El 3.00 m, El 6.00m
D - 3.00m, D 3.00 m, D 6.00m

X-axis Perpendicular

E

F

E -3.00, E 3.00 m, E 6.00m
F -3.00, F 3.00 m, F 6.00m

Y-axis Perpendicular

N

L

N -3.00m, N 3.00 m, N 6.00m
L -3.00m, L 3.00 m, L 6.00m

Radial Cylinders

C

C

C 3.0m, C 6.0m, C 9.0m

Radial Planes

R

R

R 15deg, R 30deg, R 45deg

Imperial Global Position

The Imperial Global Position Net name rule uses the physical position of the plane for the name of the plane. The position is relative to the origin of the global coordinate system. The position is always displayed in feet and inches, regardless of the session working units.

Plane Type

Plant

Ship

Example

Elevation Plane

EL

Z

EL 0ft 0.00in (Grade), EL 15ft 0.00in (TOS), EL 18ft 0.00in (Splice)
Z 1ft 0.00in, Z 3ft 6.00in, Z 9ft 10.00in

X-axis Perpendicular

E

X

E -3ft 0.00in, E 3ft 0.00in, E 6ft 5.00in
X -3ft 0.00in, X 3ft 0.00in, X 6ft 4.00in

Y-axis Perpendicular

N

Y

N -3ft 0.00in, N 3ft 0.00in, N 6ft 8.00in
Y -3ft 0.00in, Y 3ft 0.00in, Y 6ft 0.00in

Radial Cylinders

C

C

C 15ft 0.00in and C 30ft 0.00in

Radial Planes

R

R

R 30.0 deg and R 45.0 deg

Index and Percent

The Index and Percent Net name rule uses the position of the plane relative to the other planes to assign the name. The first primary plane is given the name 1, the second primary plane 2, the third primary plane 3, and so forth. The secondary planes are suffixed to the primary plane with a decimal indicator. The number to the right of the decimal indicator is the relative position between the previous primary plane and the next primary plane, expressed as a percentage. For example, if the secondary plane is directly between the two primary planes, .5 is the suffix. The locations of the tertiary plane are suffixed to the secondary plane location using the same method.

Index and Position Naming Rule

Plane Type

Plant

Ship

Example

Elevation Plane

not available

not available

X-axis Perpendicular

GPX

F

GPX1, GPX2, GPX3
F1, F2, F3

Y-axis Perpendicular

GPY

L

GPY1, GPY2, GPY3
L1, L2, L3

Radial Cylinders

C

C

C1, C2, and C3

Radial Planes

R

R

R1, R2, and R3

Alphanumeric and Percent

The Alphanumeric and Percent Net name rule uses the position of the plane relative to the other planes to assign the name. The first primary plane is given the name 1 or A, the second primary plane 2 or B, the third primary plane 3 or C, and so forth. The secondary planes are suffixed to the primary plane with a decimal indicator. The number to the right of the decimal indicator is the relative position between the previous primary plane and the next primary plane, expressed as a percentage. For example, if the secondary plane is directly between the two primary planes, .5 is the suffix. The locations of the tertiary plane are suffixed to the secondary plane location using the same method.

Alphanumeric and Percent Naming Rule

Plane Type

Plant

Ship

Example

Elevation Plane

not available

not available

X-axis Perpendicular

A, B, C

A, B, C

A, A.5, B, C

Y-axis Perpendicular

1, 2, 3

1, 2, 3

1, 1.3, 1.6, 2

Radial Cylinders

C

C

C1, C2, C3

Radial Planes

R

R

R1, R2, R3