From MB's Party; i bounced a theory of RB aboput what was the best direction to pull against some SideLean to fall true to gunned face.
If you want to go straight and everything is balanced except 500# leaning left @ 30'; that is 15000# force pulling to the side on the hinge. To fall true, quite logically must be matched by 500# X 30' on R (or a R. rope pull of 250# X 60'; or R. rope pull of 300# X 50'=15000# R. etc.) to balance the pulls. Direction is very important, their can be no movement, not even force without direction (i think); it always must be considered. You must match the strength of the pull to balance forward and the direction of the pull too must be balanced/reciprocated.
If the clock of lean was layed on the ground for direction axis now; a pull to 10 o'clock would have to be matched by a pull to 2 o'clock of equal strength to fall balanced like the needle on a scale to 12o'clock.
The only reason the tree moves is that it is out of balance as you have removed it's holding power against lean; lean wins, it will fall into a balanced rest again; like it was lazily seeking it. You can even plot things to give it that easiest path to follow and chase it into that opening. So, anyway, the tree will fall to the balance of pulls/pushes to sleep again.
To get it there, what direction do you pull with how much? And, if you have less than a matching pull, can you make that up in direction, so as to once again balance to target? What if i can only pull to 1 o'clock against a 10o'clock lean?
The same principals learned on this level, can be taken into the tree and turned sideways etc. IMLHO; but have the same functions.
In all cases, the specificness of direction is important i think; and not just that one, but it's counter direction on the same axis. The most leveraged direction of resistance on compression is straight under lean. So we take wedge out of face, like a chock taken from a tire, to allow the commencement of force, the rolling forward of the tree, on the radius of the hinge.
On the same axis to the reverse, is the most leveraged point of resistance of pull to work from, this is the pocket that the tapered hinge reaches for. Each of these generally give the equal and opposite reaction quite readily for there positions, and Nature seeking the easiest way, therefore using the most leveraged positions the most!
If you want to go straight and everything is balanced except 500# leaning left @ 30'; that is 15000# force pulling to the side on the hinge. To fall true, quite logically must be matched by 500# X 30' on R (or a R. rope pull of 250# X 60'; or R. rope pull of 300# X 50'=15000# R. etc.) to balance the pulls. Direction is very important, their can be no movement, not even force without direction (i think); it always must be considered. You must match the strength of the pull to balance forward and the direction of the pull too must be balanced/reciprocated.
If the clock of lean was layed on the ground for direction axis now; a pull to 10 o'clock would have to be matched by a pull to 2 o'clock of equal strength to fall balanced like the needle on a scale to 12o'clock.
The only reason the tree moves is that it is out of balance as you have removed it's holding power against lean; lean wins, it will fall into a balanced rest again; like it was lazily seeking it. You can even plot things to give it that easiest path to follow and chase it into that opening. So, anyway, the tree will fall to the balance of pulls/pushes to sleep again.
To get it there, what direction do you pull with how much? And, if you have less than a matching pull, can you make that up in direction, so as to once again balance to target? What if i can only pull to 1 o'clock against a 10o'clock lean?
The same principals learned on this level, can be taken into the tree and turned sideways etc. IMLHO; but have the same functions.
In all cases, the specificness of direction is important i think; and not just that one, but it's counter direction on the same axis. The most leveraged direction of resistance on compression is straight under lean. So we take wedge out of face, like a chock taken from a tire, to allow the commencement of force, the rolling forward of the tree, on the radius of the hinge.
On the same axis to the reverse, is the most leveraged point of resistance of pull to work from, this is the pocket that the tapered hinge reaches for. Each of these generally give the equal and opposite reaction quite readily for there positions, and Nature seeking the easiest way, therefore using the most leveraged positions the most!