@@ -80,19 +80,14 @@ function gridplot!(ctx, TP::Type{UnicodePlotsType}, ::Type{Val{2}}, grid)
8080
8181 # determine resolution (divided by 10, to reduce pixel count in the terminal)
8282 layout = ctx[:layout ]
83- resolution = ctx[:size ] ./ 12 ./ (layout[2 ], 2 * layout[1 ])
83+ resolution = ctx[:size ] ./ ( 48 , 24 ) ./ (layout[2 ], layout[1 ])
8484 aspect = ctx[:aspect ]
8585
86- if (true ) # auto scale feature, do we want this?
87- wx = ex[2 ] - ex[1 ]
88- wy = (ey[2 ] - ey[1 ]) * 2
89- rescale = wx / wy * (resolution[1 ] / resolution[2 ])
90- if rescale > 1
91- resolution = (resolution[1 ] * aspect, Int (ceil (resolution[2 ] / rescale)))
92- else
93- resolution = (Int (ceil (resolution[1 ] * aspect / rescale)), resolution[2 ])
94- end
95- end
86+ # rescale resolution
87+ wx = ex[2 ] - ex[1 ]
88+ wy = ey[2 ] - ey[1 ]
89+ rescale = 2 * wx / wy * (resolution[2 ] / (resolution[1 ])) / aspect
90+ resolution = (resolution[1 ] * rescale, resolution[2 ])
9691
9792 # we need an integer resolution
9893 resolution = @. Int (round (resolution))
@@ -259,7 +254,7 @@ function gridplot!(ctx, TP::Type{UnicodePlotsType}, ::Type{Val{1}}, grid)
259254 ncellregions = num_cellregions (grid)
260255 nbregions = num_bfaceregions (grid)
261256 layout = ctx[:layout ]
262- resolution = (Int (round (ctx[:size ][1 ] / 6 / layout[2 ])), max (7 , 5 + ncellregions + nbregions))
257+ resolution = (Int (round (ctx[:size ][1 ] / 12 / layout[2 ])), max (7 , 5 + ncellregions + nbregions))
263258
264259 # create UnicodePlots.Canvas
265260 CanvasType = UnicodePlots. BrailleCanvas # should this be a changeable parameter ?
@@ -460,16 +455,12 @@ function scalarplot!(
460455 ey = extrema (view (coords, 2 , :))
461456
462457 aspect = ctx[:aspect ]
463- if (true ) # auto scale feature, do we want this?
464- wx = ex[2 ] - ex[1 ]
465- wy = (ey[2 ] - ey[1 ])
466- rescale = wx / wy * (resolution[1 ] / resolution[2 ])
467- if rescale > 1
468- resolution = (resolution[1 ] * aspect, Int (ceil (resolution[2 ] / rescale)))
469- else
470- resolution = (Int (ceil (resolution[1 ] * aspect / rescale)), resolution[2 ])
471- end
472- end
458+
459+ # rescale resolution
460+ wx = ex[2 ] - ex[1 ]
461+ wy = ey[2 ] - ey[1 ]
462+ rescale = wx / wy * (resolution[2 ] / (resolution[1 ])) / aspect
463+ resolution = (resolution[1 ] * rescale, resolution[2 ])
473464
474465 # we need an integer resolution
475466 resolution = @. Int (round (resolution))
576567function vectorplot! (ctx, TP:: Type{UnicodePlotsType} , :: Type{Val{2}} , grid, func)
577568
578569 layout = ctx[:layout ]
579- resolution = ctx[:size ] ./ 12 ./ (layout[2 ], 2 * layout[1 ]) # reduce pixel count in the terminal
570+ resolution = ctx[:size ] ./ ( 48 , 24 ) ./ (layout[2 ], layout[1 ])
580571
581572 # find bounding box
582573 coords = grid[Coordinates]
@@ -592,18 +583,14 @@ function vectorplot!(ctx, TP::Type{UnicodePlotsType}, ::Type{Val{2}}, grid, func
592583 else
593584 ey = extrema (view (coords, 2 , :))
594585 end
586+
595587 aspect = ctx[:aspect ]
596588
597- if (true ) # auto scale feature, do we want this?
598- wx = ex[2 ] - ex[1 ]
599- wy = (ey[2 ] - ey[1 ]) * 2
600- rescale = wx / wy * (resolution[1 ] / resolution[2 ])
601- if rescale > 1
602- resolution = (resolution[1 ] * aspect, Int (ceil (resolution[2 ] / rescale)))
603- else
604- resolution = (Int (ceil (resolution[1 ] * aspect / rescale)), resolution[2 ])
605- end
606- end
589+ # rescale resolution
590+ wx = ex[2 ] - ex[1 ]
591+ wy = ey[2 ] - ey[1 ]
592+ rescale = 2 * wx / wy * (resolution[2 ] / (resolution[1 ])) / aspect
593+ resolution = (resolution[1 ] * rescale, resolution[2 ])
607594
608595 # we need an integer resolution
609596 resolution = @. Int (round (resolution))
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