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  1. #1
    Very pretty but also a very non accurate picture has been painted here. I use 30mm un supported rails on my machine and the accuracy is as good as can be (way more than my needs). The main factor is that it is all bolted to a very sturdy structure. the problem with your assumption here is that the rails sit on something with a solid base. The main problem with machines is the deflection of the bed and not necessarily the rails? if you look at all those nice machines with expensive supported rails or slides, most of them are mounted on aluminium profile that will flex more than the rail. You need to recalculate this to show the defection of the bed for it to stand up? Also what is this for Milling or routing?

    Thats my 2 pence worth
    If the nagging gets really bad......Get a bigger shed:naughty:

  2. #2
    Quote Originally Posted by 2e0poz View Post
    Very pretty but also a very non accurate picture has been painted here...
    You seem to be under the impression that I'm trying to say that unsupported rails are weak. I'm not, I'm saying they are many times weaker than their supported equivalent. If 30mm unsupported rails give you enough accuracy, then I'm saying you could achieve the same result on a much smaller diameter with support.

    If I'm honest, I've seen so much abysmal design in commercial machines that I simply ignore what 'expensive' machines do. Their objective is to make money not make good machines, and those different objectives result in different designs.

    Yes, there is deflection in the bed, I'm not implying this accounts for all the deflection. My only point here is that the same diameter of rail is tens of times weaker when unsupported, so all other factors being equal, if given a choice between unsupported and supported, you should go for supported.

    An FEA simulation is never 100% accurate, but it's certainly a big improvement on estimation and common sense. I've simulated bed designs too, here's park of one I'm working on:

    Click image for larger version. 

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