The #AntikytheraMechanism Episode 6 - Making The Metonic Calendar Train
The Antikythera Mechanism Episode 6 - Making The Metonic #Calendar Train, by Clickspring
In this video I make the gearing that drives the Metonic, Callippic and Olympiad pointers. If you’re interested in a bit more detail on the ancient Greek approach to calendars, then I recommend this excellent article on the Athenian calendars -
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Cameras used in this video:
Panasonic GH5 -
Panasonic X920 -
Tools & Shop Products:
“Solidworks 2013 Bible“:
“A Portable Cosmos: Revealing the Antikythera Mechanism, Scientific Wonder of the Ancient World“
Dykem 80300 Steel Blue Layout Fluid, Brush-in-Cap (4oz):
Blue Matador Abrasive Paper -
Dormer A190202 Jobber Drill Set, 1.0 mm - 6.0 mm x 0.1 mm Size:
Dormer A190203 Jobber Drill Set, 6.0 mm - 10.0 mm x 0.1 mm Size:
YG1 NC Spotting Drill 8% Cobalt HSS 1/8 to 1/2“ 120 Degree 5 Pc Set CNC Machine:
Hegner Scroll Saw:
Super Pike Saw Blades Size 4/0 pkg of 144:
Abbreviated Transcript:
01:16 So ignoring sign convention for the moment, and viewed from the perspective of the pointers, the gearing ensures that a full turn of th Metonic pointer occurs once every 3.8 years. And you might notice that two of the gears cancel out in the train calculation, so they appears to be redundant. But as it happens a 53 tooth gear turns out to be essential for another part of the mechanism thats driven by the first section of this train, and I’ll cover that in detail in a later video Now there’s a small error in the Metonic cycle thats corrected in the Callipic cycle, by essentially multiplying the entire Metonic cycle by 4 to give a more accurate 76 year relationship. And finally the Olympiad pointer indicates the passage of the 4 year Games cycle. So there are 6 wheel assemblies to be made to complete this part of the mechanism, as well as a number of supporting components.
02:54 Some were evolutionary dead ends, and simply didn’t make it. Some, like the single pivot idea were the origins of an idea that continued to evolve. And others were evolutionary winners from the very beginning. Travelling through time essentially unchanged, right up to the modern era. Now one idea that of course definitely evolved is the tooth profile. But that’s not to say it wasn’t largely effective as it was. Because despite its mechanical inefficiency, a triangular tooth profile brings a tremendous advantage when it comes to certain aspects of the build. Like for example, depthing.
04:39 In that instance the entire outside profile of one or even both of the wheels can be very slightly filed back, much like when the teeth were originally formed. So that the final stage of depthing essentially becomes an extension of the tooth forming process.
12:42 so next I moved on to the pointer components, starting with the support frame for the metonic pointer. And since I’ll soon need a second one of these for the Saros pointer, I figured I’d better make both of them at the same time.
References:
Gears From The Greeks - Derek de Solla Price:
The CT and PTM data that the AMRP have made publicly available can be found here:
Gear schematic can be found in Tony Freeth’s 2012 research paper:
The Athenian Calendar -
The Callippic Cycle:
Meton Of Athens/Metonic Cycle:
MT Wright (2005) Counting Months and years: The Upper Back Dial of The Antikythera Mechanism
Credits:
Clips from “The 2000 Year Old Computer“ courtesy Images First Ltd.
Digital image of the Back Dial of The Antikythera mechanism courtesy Tony Freeth, Images First Ltd
The Antikythera Mechanism Episode 6 - Making The Metonic Calendar Train, by Clickspring
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