tautochrone |
brachistochrone |
In mathematics|lang=en terms the difference between tautochrone and brachistochrone
is that
tautochrone is (mathematics) a curved line, such that a heavy body, descending along it by the action of gravity, will always arrive at the lowest point in the same time, wherever in the curve it may begin to fall while
brachistochrone is (mathematics) a cycloid; the curve of fastest descent between two points.
As nouns the difference between tautochrone and brachistochrone
is that
tautochrone is (mathematics) a curved line, such that a heavy body, descending along it by the action of gravity, will always arrive at the lowest point in the same time, wherever in the curve it may begin to fall while
brachistochrone is (mathematics) a cycloid; the curve of fastest descent between two points.
brachystochrone |
brachistochrone |
As nouns the difference between brachystochrone and brachistochrone
is that
brachystochrone is while
brachistochrone is (mathematics) a cycloid; the curve of fastest descent between two points.