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authorEugeniy Mikhailov <evgmik@gmail.com>2011-07-07 11:46:24 -0400
committerEugeniy Mikhailov <evgmik@gmail.com>2011-07-07 11:46:24 -0400
commite278022475608a2fcfa2d23b88d63467f304a542 (patch)
tree7cfec4d1ff3ae189d086ff60e987272f5fb62f8c /beam2face_distance.m
parentd13928279d3b245797ec39027c55f029fbcc1b59 (diff)
downloadwgmr-e278022475608a2fcfa2d23b88d63467f304a542.tar.gz
wgmr-e278022475608a2fcfa2d23b88d63467f304a542.zip
add simple check for interception
Diffstat (limited to 'beam2face_distance.m')
-rw-r--r--beam2face_distance.m16
1 files changed, 13 insertions, 3 deletions
diff --git a/beam2face_distance.m b/beam2face_distance.m
index ba3d16b..4df0f49 100644
--- a/beam2face_distance.m
+++ b/beam2face_distance.m
@@ -2,10 +2,23 @@ function [hit_distance, hit_position, is_face_hit] = beam2face_distance(beam,fac
%% return distance to face if beam hits it or infinity otherwise
% for beams and faces structure description see face_beam_interaction.m
+ % defaul returning values fot the case when beam misses the face
+ is_face_hit = false;
+ hit_position = [NA, NA];
+ hit_distance = Inf;
+
k = beam.k;
% face direction or kf
kf=face.vertex2 - face.vertex1; % not a unit vector
+ %% simple check for intersection of two vectors
+ % if beam are parallel no intersection is possible
+ % we do this via simulated cross product calculation
+ if ( ( k(1)*kf(2)-k(2)*kf(1) ) == 0 )
+ % beams never intercept
+ return;
+ end
+
%% let's find the intersection of lines passing through face and light beam
% we introduce parameters tb and tf
% which define distance (in arb. units) along k vectors
@@ -23,9 +36,6 @@ function [hit_distance, hit_position, is_face_hit] = beam2face_distance(beam,fac
is_face_hit = true;
else
% beam misses the face
- is_face_hit = false;
- hit_position = [NA, NA];
- hit_distance = Inf;
return;
end