If you bring a milkshake in opposite backyards that are equally distant, will the boys be suspended between both atraction fields uncapable of moving as if it was some sort of lactic lagrange point or would both milkshakes repeal each other until their fields are no longer superposing?
If you bring a milkshake in opposite backyards that are equally distant, will the boys be suspended between both atraction fields uncapable of moving as if it was some sort of lactic lagrange point or would both milkshakes repeal each other until their fields are no longer superposing?
The boys would follow the more tempting milkshake. One boy would divide from the group to scout out the less tempting milkshake at close proximity.
Yes
‘lactic Lagrange point’ got my upvote
And mine.
Aka cleavage.
It’s an unstable equilibrium, any external force will disturb it and lead to the boys being pulled into one of the milkshakes
This implies a pair of rotating milkshakes can be used to suspend the boys
Exercise 3.1: Compute the lagrange points for boys near two rotating milkshakes. For extra credit show that it’s better than yours.