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I know it might be too theoretical but i'm curiouse about it

Is it possible to be stable in the turn when my mass center isnt over working edge?

And how center of mass is related to centrifugal force?

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umm...idk...but you also are probably lowering your cog because you are squating instead of standing straight legged....so the relative position or angle to pressure the edge is different. I'd imagine also you are entering and exiting the box and angle differently using cross under turns vs cross over turns and the angle of attacking the snow/fall line is going to be more parallel with the fall line...instead of transversing it.

I know it might be too theoretical but i'm curiouse about it

Is it possible to be stable in the turn when my mass center isnt over working edge?

And how center of mass is related to centrifugal force?

....its kind of using 4 dimensional space....x, y, z and moving/time/speed instead of your above perspective which seems more 2 dimensional.

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Of course there are things you can do to affect your center of mass. For instance, sticking your arms out in front of you will shift your center of mass forward, requiring more lean. Squatting will shift your center of mass back.

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It's the same as those MotoGP riders when they're hanging all the way into their turns. One little slip and you're on the ground though.

Inclination is the angle between your weight vector (vertical) and the vector formed by connecting your center of mass to the board. Without the jargon, it means leaning into your turns. You can make heavy use of inclination if the surface is consistent and edgeable (groomers). On ice, moguls, icy moguls, powder, or any variable conditions, inclining your body relative to vertical frequently makes you fall. Angulation is articulating the joints in the body to create edge pressure/edge angle while keeping the body vertical. In the photo, the guy's upper body is nearly vertical. He is using a combination of lots of inclination and lots of angulation. Using angulation allows him to make shorter radius turns, since only his legs (rather than his whole body) need to change their momentum and orientation to the hill to make the board change edges.

No wipeout because f x sin A =mass x gravity . I hope this translates.thx guys for replies

mass center is over the edge, otherwise it would be wipeout?

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