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Lagrange
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Chart computation options. More...
#include <lagrange/xatlas/Options.h>
Public Attributes | |
| float | max_chart_area = 0.f |
| Maximum chart area, in input units squared. Set to 0 (default) to disable the limit. | |
| float | max_boundary_length = 0.f |
| Maximum chart boundary length, in input units. Set to 0 (default) to disable the limit. | |
| float | normal_deviation_weight = 2.f |
| Weight applied to normal deviation when growing charts. | |
| float | roundness_weight = 0.01f |
| Weight applied to chart roundness. Higher values prefer compact (disk-like) charts. | |
| float | straightness_weight = 6.f |
| Weight applied to chart boundary straightness. Higher values prefer straight cuts. | |
| float | normal_seam_weight = 4.f |
| Weight applied to crossing input normal seams. | |
| float | texture_seam_weight = 0.5f |
Weight applied to crossing input UV seams (when use_input_mesh_uvs is true). | |
| float | max_cost = 2.f |
| Maximum allowed chart cost. Faces whose addition would exceed this cost are not merged. | |
| uint32_t | max_iterations = 1 |
| Maximum number of segmentation iterations. | |
| bool | use_input_mesh_uvs = false |
| If true, treat the input UV attribute as the chart layout (faces with the same UV island belong to the same chart). | |
| bool | fix_winding = true |
| If true, fix triangle winding so all charts have a consistent orientation. | |
Chart computation options.
Maps 1-to-1 onto xatlas::ChartOptions.
Charts are extracted by greedily growing seed faces while a cost function is below max_cost. The cost is a weighted sum of normal deviation, roundness, straightness, and seam terms; tuning the weights tunes the chart shapes.
| float normal_deviation_weight = 2.f |
Weight applied to normal deviation when growing charts.
Higher values produce flatter charts.
| float normal_seam_weight = 4.f |
Weight applied to crossing input normal seams.
Values > 1000 effectively forbid crossing normal seams.
| uint32_t max_iterations = 1 |
Maximum number of segmentation iterations.
Higher values may produce better charts but cost more time.