Funicular geometry is an actual thing, and not just a clever title for my square of Angels Flight in downtown Los Angeles. I know what geometry is and I know what a funicular is, but I am not sure I completely understand this description of ‘funicular geometry’!
Funicular geometries, which follow the idealized shapes of hanging chains under a given loading, are recognized as materially efficient structural solutions because they exhibit no bending under design loading, usually self-weight.
Now I have since found better explanations but I wish Robert was here. He always knew how to explain things like this to me. He’d have loved Angels Flight too.

This is the second site that Angels Flight has operated on. The first site closed in the 1960s after nearly 70 years of service and then the second site re-opened here in 1996. Apparently it is not just a tourist attraction, commuters use it to travel up to the California Plaza. I decided it was quicker to walk up the steps alongside it than wait for the next car. It only travels 298 ft with a gradient of around 33%. However it was fun to see.
What is also fun is all your fabulous Geometric Squares. Only a week left of GeometricJanuary, so if you haven’t yet joined us you might want to use this weekend to square.
Too much like physics to me! But I do like a funicular railway, though I can’t see the point of this one. Pretty though.
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hee hee yeah I couldn’t quite get my head around this one either – really wasn’t a steep climb
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It was fun to see and a great title for such a funicular post 😁
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I was delighted when I discovered it was a thing
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I could ask John, but I won’t bother. He might tell me!
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hee hee – maybe he could write it down for us all!!
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Trust me, it would be tmi!
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lol!
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I like the photos better than the explanation! I prefer to keep my train on the rails or my feet on the boards: https://picturesimperfectblog.com/2025/01/24/walking-on-wood-and-iron/
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so do I, had to include it though to see who else was confused by it!
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Beyond my comprehension!!
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So glad not just me. I read this one and thought what on earth?!!
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I don’t really understand that mathematical explanation but I do love a good funicular and we’ve been a few in our travels. This one looks like a beauty.
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I am with you on this 🙂
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This is amazing dear BeckyB, beautiful photograph and subject. A different system in architecture. ( What I found says that funicular structures are a prime example of modern architecture’s ability to create both functional and aesthetically pleasing designs. These structures are defined as systems of cables and support that utilize tensional forces, resulting in a visually striking and structurally stable design.) Your photograph in many way hits, geometry, architecture/design/ and aesthetic, and art,…. So impressive and beautiful. They really designed it that beautifully befits a city. Thank you, dear BeckyB, Have a nice day and weekend, Love, nia
For Today’s mine coming with an historical story, I hope you enjoy.
https://photographyofnia.com/2025/01/24/cushions/
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awww thanks Nia, and so impressed you have done some further research. I think funiculars are such a great way to travel
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That’s a bit complicated Becky! Great photo though.
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I know! Whoever put those words together!!
glad you like the photos 🙂
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That’s definitely a heavy handed description, Becky! I don’t think mine would help you much either. My favourite one is at Saltburn-by-the Sea on the north east coast, where the weight of water pulls the carriage up the gradient. I agree, probably more fun to watch than to ride.
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Oh yes, the Saltburn one is a real beauty, Jo. But it wasn’t operating when I was there 😦
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Shame xx
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There you go, another one not working haha
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they’re amazing feats of engineering
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Funiculars are the best but I think I am unlucky when it comes to finding Funiculars that is working. I think 3 times in my travels that they were under repair. In Budabest, Montmartre and in Prague. Haha
Here is my entry for today:
https://wanderingteresa.com/geometrical-chairs-tables/
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oh no that’s not good. I have been lucky to mostly find working ones, only rarely been caught out
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It’s good that my knees were still not bad that time because the alternative was just to climb. But there was a tourist train in Montmartre so that was great!
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Ooh I love the title and the explanation. Although it seems like physics to me – hard to separate areas in maths.
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yeah I think you are right about the physics
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