@@ -5743,7 +5743,7 @@ module M
57435743
57445744 # The Fine Storage space has 2 floors, at different Z-axis levels:
57455745 # - main ground floor (slab on grade), Z=0.00m
5746- # - a mezzanine floor, adjacent to the office space ceiling below, Z=4.27m
5746+ # - mezzanine floor, adjacent to the office space ceiling below, Z=4.27m
57475747 expect ( mod1 . facets ( fine , "all" , "floor" ) . size ) . to eq ( 2 )
57485748 groundfloor = model . getSurfaceByName ( "Fine Storage Floor" )
57495749 mezzanine = model . getSurfaceByName ( "Office Roof Reversed" )
@@ -5755,10 +5755,10 @@ module M
57555755 # The ground floor is L-shaped, floor surfaces have differenet Z=axis
57565756 # levels, etc. In the context of codes/standards like ASHRAE 90.1 or the
57575757 # Canadian NECB, determining what constitutes a space's 'height' and/or
5758- # 'width' can matter , namely with regards to geometry-based LPD rules (e.g.
5759- # adjustments per corridor 'width'). Not stating here what the definitive
5760- # answers should be in all cases. There are however a few OSut functions
5761- # that may be useful .
5758+ # 'width' matters , namely with regards to geometry-based LPD rules (e.g.
5759+ # adjustments based on corridor 'width'). Not stating here what the
5760+ # definitive answers should be in all cases. There are however a few OSut
5761+ # functions that may be helpful .
57625762 #
57635763 # OSut's 'aligned' height and width functions were initially developed for
57645764 # non-flat surfaces, like walls and sloped roofs - particularly useful when
@@ -5778,11 +5778,13 @@ module M
57785778
57795779 # OSut's 'spaceHeight' and 'spaceWidth' are more suitable for height- or
57805780 # width-based LPD adjustement calculations. OSut sets a space's width as
5781- # the widest edge of the largest bounded box it can fit within a collection
5782- # of neighbouring floor surfaces. This is considered reasonable for a long
5783- # corridor, with a varying width along its full length. Achtung! The
5784- # function can be time consuming for very convoluted spaces (e.g. long
5785- # corridors with multiple concavities).
5781+ # the length of the narrowest edge of the largest bounded box that fits
5782+ # within a collection of neighbouring floor surfaces. This is considered
5783+ # reasonable for a long corridor, with varying widths along its full
5784+ # length (e.g. occasional alcoves).
5785+ #
5786+ # Achtung! The function can be time consuming (multiple iterations) for
5787+ # very convoluted spaces (e.g. long corridors with multiple concavities).
57865788 expect ( mod1 . spaceHeight ( fine ) ) . to be_within ( TOL ) . of ( 8.53 )
57875789 expect ( mod1 . spaceWidth ( fine ) ) . to be_within ( TOL ) . of ( 21.33 )
57885790
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