Search found 951 matches
- Fri May 23, 2025 9:50 am
- Forum: Map projections
- Topic: Eckert III Projection In Use
- Replies: 2
- Views: 29708
Re: Eckert III Projection In Use
If you ever wanted confirmation of how inflexible the typical person’s thinking is, show them a south-up map. It’s puzzling to how exotic this seems to a lot of people. The responses on the Service Formerly Known As Twitter can only be described as a meltdown, according to reports. (I don’t patroni...
- Tue Apr 01, 2025 8:47 am
- Forum: Map projections
- Topic: The first true equal-area projection
- Replies: 7
- Views: 47792
Re: The first true equal-area projection
That’s a thing of beauty! Bravo!
— daan
— daan
- Fri Jan 10, 2025 7:08 pm
- Forum: Problems with Geocart 3
- Topic: Display problem on M1 Mac
- Replies: 9
- Views: 93375
Re: Display problem on M1 Mac
Happy new year to you, too!
I wish I had something to tell you. I don’t — nothing anyone could act on, anyway. I seem to believe I will adapt the code base to Metal, but I have not started and have no idea how long it will take.
— daan
I wish I had something to tell you. I don’t — nothing anyone could act on, anyway. I seem to believe I will adapt the code base to Metal, but I have not started and have no idea how long it will take.
— daan
- Mon Dec 30, 2024 3:21 pm
- Forum: Map projections
- Topic: The Liquid Earth projection
- Replies: 15
- Views: 33378
Re: The Liquid Earth projection
Ah, right. Sorry; I should have confirmed your conjecture about the usual definition for angular deformation. And yes, using the Jacobian is a pithy path to the solution. Nice to see that explicitly. You might be surprised how uncommon it is in the map projection literature to see the Jacobian used ...
- Mon Dec 30, 2024 11:56 am
- Forum: Map projections
- Topic: The Liquid Earth projection
- Replies: 15
- Views: 33378
Re: The Liquid Earth projection
I didn't turn these into angle distortion values because I don't know the typical definition of angle distortion. For angular deformation 𝜔, it is common to use 50 𝜔 = 2 arcsin(𝑏′/𝑎′) where 50 𝑎′ = √( h ² + 𝑘² + 2 h 𝑘 sin 𝜃′) 50 𝑏′ = √( h ² + 𝑘² − 2 h 𝑘 sin 𝜃′) 50 h = √(( ∂ 𝑥/ ∂ 𝜑)² + ( ∂ 𝑦/ ∂ 𝜑)²)...
- Sun Dec 29, 2024 10:19 pm
- Forum: Map projections
- Topic: The Liquid Earth projection
- Replies: 15
- Views: 33378
Re: The Liquid Earth projection
Welcome to the forums, saga. That’s an interesting inaugural posting. It looks like you’ve put a lot of work into this. I like the Liquid Earth; I could see it being used for maps whose spatial relationships among continents is unimportant. It does a good job of preserving continental shapes on a (n...
- Sat Oct 19, 2024 12:09 am
- Forum: Map projections
- Topic: Fool's Cap projection
- Replies: 4
- Views: 14343
Re: Fool's Cap projection
Many of the 16th century projections were ad hoc. I don’t know if that exact one shows up in other contexts. I can speculate on what influenced its design, but I don’t know of any description for its construction.
— daan
— daan
- Thu Oct 17, 2024 11:38 pm
- Forum: Map projections
- Topic: Fool's Cap projection
- Replies: 4
- Views: 14343
Re: Fool's Cap projection
The variant you link to is something along the lines of the modified ptolemaic projection used by Waldseemüller in his very famous 1507 map of the world as the first showing “America”.
Cheers,
— daan
Cheers,
— daan
- Sat Oct 05, 2024 2:55 pm
- Forum: Problems with Geocart 3
- Topic: Display problem on M1 Mac
- Replies: 9
- Views: 93375
Re: Display problem on M1 Mac
Apologies for the long delay.
Thank you, Bill, for the solidarity. I still have not settled on a course of action. I’ll note when I do.
— daan
Thank you, Bill, for the solidarity. I still have not settled on a course of action. I’ll note when I do.
— daan
- Sat Sep 21, 2024 11:46 am
- Forum: Map projections
- Topic: Icosahedral Projection
- Replies: 1
- Views: 10514
Re: Icosahedral Projection
Hello Maezar. You have several choices in Geocart: • Chaise lounge • Dymaxion-like conformal • Polyhedron conformal face • Gnomonic In the case of the dymaxion-like conformal, a couple of the faces have been split and moved; you may need to reassemble them. In the case of the polyhedron conformal fa...