Newb here looking for some help with a design.
Aiming to make a simple mechanism that will move a pointer in a curve like the one attached, which I generated manually.
I would like to use rolling wheels as used to generate cycloids, epicycloids etc.
I used a curve fitting app which shows a 3rd order polynomial is a very good fit.
My question is that given it is such a short curve how can I work out if there is part of a cycloid (for example) that might match my curve within say a few percent.
Thanks for any advice, the Arc.
Aiming to make a simple mechanism that will move a pointer in a curve like the one attached, which I generated manually.
I would like to use rolling wheels as used to generate cycloids, epicycloids etc.
I used a curve fitting app which shows a 3rd order polynomial is a very good fit.
My question is that given it is such a short curve how can I work out if there is part of a cycloid (for example) that might match my curve within say a few percent.
Thanks for any advice, the Arc.