I've been playing around (on paper) with Nikola Tesla's boundary layer turbine. Based on a few sources, the turbine discs need to be "maximally thin and maximally light".
Here is the question: At a given diameter and RPM, is the stress on the disc dependent on its mass? If so, then the thinner and lighter the disc, the less likely to fail catastrophically due to speed.
Also on this topic: For a thin, flexible disc, at high RPM will centripetal acceleration tend to "stiffen" the disc, making it effectively more dimensionally stable?
The purpose of all this is, the inter-disc spacing of a boundary layer turbine is determined by the fluid type. So for a given fluid, increasing the number of discs in a given size turbine increases the power density.
If I can match Tesla's stated efficencies and power density (95% {turbine only} and 1/2 pound per horsepower) I can replace expensive, heavy, complex electric motors with cheap, light, simple turbine units.
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ASCII silly question, get a stupid ANSI.
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