Difference between revisions of "OpenIGTLink/ProtocolV2/Type/PolyData"
From NAMIC Wiki
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| align="left" | POINTS | | align="left" | POINTS | ||
| align="left" | PTYPE * NPOINTS * 3 | | align="left" | PTYPE * NPOINTS * 3 | ||
| − | | align="left" | Coordinates of points | + | | align="left" | Coordinates of points (P0x, P0y, P0z, P1x, P1y, P1z, ... P(n-1)x, P(n-1)y, P(n-1)z |
| + | |- | ||
| + | | align="left" | NVERTICES | ||
| + | | align="left" | uint32 | ||
| + | | align="left" | Number of vertices | ||
| + | |- | ||
| + | | align="left" | VERTICES | ||
| + | | align="left" | uint32 * ((NPOINTS_0+1) + (NPOINTS_1+1) + (NPOINTS_(N-1)+1)) | ||
| + | | align="left" | array of vertices ((NPOINTS_0, index_0_0, index_0_1, ....), (NPOINTS_1, index_1_0, index_1_1, ....), ..., (NPOINTS_(N-1), index_(N-1)_0, index_(N-1)_1, ....)) | ||
| + | |- | ||
| + | | align="left" | VERTICES | ||
| + | | align="left" | uint32 | ||
| + | | align="left" | Number of vertices | ||
|- | |- | ||
Revision as of 06:24, 17 November 2010
Home < OpenIGTLink < ProtocolV2 < Type < PolyDataContents
Summary
POLYDATA is used to transfer 3D polygonal data. The message format is designed based on the POLY DATA format defined in VTK file format and equivalent to VTK's vtkPolyData class.
Message Types
POLYDATA
| Data | Type | Description |
| NPOINTS | uint32 | Number of points |
| PTYPE | uint16 | Data type (see image) |
| POINTS | PTYPE * NPOINTS * 3 | Coordinates of points (P0x, P0y, P0z, P1x, P1y, P1z, ... P(n-1)x, P(n-1)y, P(n-1)z |
| NVERTICES | uint32 | Number of vertices |
| VERTICES | uint32 * ((NPOINTS_0+1) + (NPOINTS_1+1) + (NPOINTS_(N-1)+1)) | array of vertices ((NPOINTS_0, index_0_0, index_0_1, ....), (NPOINTS_1, index_1_0, index_1_1, ....), ..., (NPOINTS_(N-1), index_(N-1)_0, index_(N-1)_1, ....)) |
| VERTICES | uint32 | Number of vertices |
GET_POLYDATA
| Data | Type | Description |
STT_POLYDATA
| Data | Type | Description |
STP_POLYDATA
| Data | Type | Description |
RTS_POLYDATA
Implementations
The NDARRAY message type is implemented in the following source code.
Contributors
Junichi Tokuda, Yuichiro Hayashi
