Recent content by york

if a is too amall the block A will slide down, and if a is too large i think the block will severed from the plane backward

you right, sorry. this is what i did, but i got a expression for a but i don't know how to find the min and max

Body A rests on a inclined plane of body B . the angle of slope is α , the coefficient of friction between the two bodies is μ . Body A does not slip on body B because we accelerate body B with a. What is the minimum and maximum acceleration required for body A not to slip? What will be the...

this is where i stuck, i think i understand what happened but i don't know how to write it down

no, first when the bodies severed there c.m each has a velocity only in y axis, the velocity in x-axis is xternal insert.

yes, I think you right so far

the dark line enclosing the area in body 1. X1,Y1 you mean the coordinate of c.m?

i mean that I want the minimum separation speed required which the bodies won't collide, thank you. the bodies severed exactly in the position in the picture

M1 and M2 are rigid bodies that connected. they spin freely around the Z-axis. At a certain time (we will set t=0) when the bodies are in the state described below, the bodies disconnect from each other when each of the bodies is given a speed addition in the direction of the X(V1 and V2 axis...