Revision as of 05:27, 27 March 2018

AFLR

Metric given by Linear metric.png where h_x =0.1, h_y=0.1, h₀ = 0.001, h_z = h₀ + 2(0.1-h₀)|z-0.6|

Surface Mesh, cross-cut and detail of the generated volume mesh.

Quality statistics in the metric space for generated volume mesh.94 % of the edges has length between [0.5,1.5]. For the mean ratio 96%,of the elements have quality higher that 0.7.

Metric given by

where h_x = min(0.002  5^a, h_max}), h_y = min(0.05 \cdot 2^a, h__max), h_{z<\sub>= h_max$,}

h_max = 0.1, θ = arctan(x,y), $ = 10 \cdot | 0.75 - \sqrt{x^2 + y^2}$

Surface Mesh, cross-cut and detail of the generated volume mesh.

Quality statistics in the metric space for generated volume mesh. 91 % of the edges has length between [0.5,1.5]. For the mean ratio 79% of the elements have quality higher that 0.7.

@@ Line 45: / Line 45: @@
 |[[File:Cube_linear_qual.png|350px|link=]]
 |-
-!colspan="2"| Quality statistics in the metric space for generated volume mesh.94 % of the edges has length between [0.5,1.5].
+!colspan="2"| Quality statistics in the metric space for generated volume mesh.
-For the mean ratio 96%,of the elements have quality higher that 0.7.
+% of the edges has length between [0.5,1.5]. For the mean ratio 79%
+of the elements have quality higher that 0.7.
 |}