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Time-scale. Each view of the shrivelled earth model is associated with a time-scale. This time-scale should evolve when zooming and de-zooming and when changing epoch.
Time scale could show the speed ratio as a figure like 7.5 the ratio between air and road transport
network links with slopes
hover info with modes speed
hover info with angle alpha value
hover info with kilometres linked to zoom level
UI to fix a given km amount in the scale (cleaner than adjusting with mouse)
UI to optionally show/not show the legend
export to txt
year
speed kph mode 1
speed kph mode 2
etc.
(add the graphical elements of the legend to export 3D scene not relevant because legend is 2D)
Time-scale (floating as such, different from 1.)
Basics of the computation:
At loading of dataset need to have 1 cm of screen = duration in hours
a. chose two given cities u and v in the dataset
b. compute length in km of geodesic Lkm
c. retrieve vec3d uv on "screen" 3d coordinates (in 3D before projecting on the 2d screen)
d. rotate vec3d uv (without zooming) to align with the plan of the screen
e. retrieve new (hypothetical) coordinates of u and v on screen, measure Luvcm
f. use Smax to compute Lhours = Lkm / Smax
g. at this stage the time-space scale can state Luvcm <-> Lhours for a geographical distance of Lkm
h. round the value of Lhours and adjust Luvcm proportionally (for readability purpposes)
need to be connected to the zoom level (1 cm = x hours)
showing by default up right
moveable by mouse
Indicate duration, with rounded values
Possibility to adjust with mouse (with value jumping from 2 to 3 hours)
Possibility to set a given duration ? (not needed if previous solution is functioning well)
The text was updated successfully, but these errors were encountered:
Time-scale. Each view of the shrivelled earth model is associated with a time-scale. This time-scale should evolve when zooming and de-zooming and when changing epoch.
Time scale could show the speed ratio as a figure like 7.5 the ratio between air and road transport
Basics of the computation:
At loading of dataset need to have 1 cm of screen = duration in hours
a. chose two given cities u and v in the dataset
b. compute length in km of geodesic Lkm
c. retrieve vec3d uv on "screen" 3d coordinates (in 3D before projecting on the 2d screen)
d. rotate vec3d uv (without zooming) to align with the plan of the screen
e. retrieve new (hypothetical) coordinates of u and v on screen, measure Luvcm
f. use Smax to compute Lhours = Lkm / Smax
g. at this stage the time-space scale can state Luvcm <-> Lhours for a geographical distance of Lkm
h. round the value of Lhours and adjust Luvcm proportionally (for readability purpposes)
The text was updated successfully, but these errors were encountered: