explain torque please
@UnknownRandom you want to take this one? I think I'm gonna get ready for bed. I'll stick around for a few more minutes.
I have not covered this yet. I will give it my best shot though. I will need a minute or two.
it's ok then, I can do it
This might be handy to read.
ok, @silverxx you know what force is right? F=ma. Well torque is the rotational analog of force and is \[\large\tau=r X F\] but you want to be careful about that "X", it is not multiplication, it means cross product
it could be also, the force (the perpendicular distance)
@UnknownRandom its okay!! =) Thank you so much
\[F= {dp \over dt}\] where \[p=mv\]
\[F={d(mv) \over dt}\] mass is constant (until you get to relativity but that's in modern physics) \[F={d(mv) \over dt}=m{dv\over dt}=ma\]
well if u need a non mathematical def Torque basically tells you how much ROTATION a force can cause simple example.. take door u can put a force on the edge and cause HUGE rotation (easier to ROTATE) but u put that same force near the hinge.. and god.. u can barely rotate it so u see in either cases, the force was the same, but how much Rotation it caused was different, ergo, the torque in either case was different (was huge in the first case near the edge of the door, where the handle is usually placed ;-) )
ow thank you @Mashy thank you
This is the translational form. Now torque like I said is the rotational analog so that is \[\tau=\frac {dL} {dt}={d(mrv \sin \phi) \over dt}={d(r Xp) \over dt} = r XF \]
ah.. its quite complicated but i'll get use to this =)
your welcome.. glad i could help.. and for formal definition.. you have these experts here ;-)!
hmm, I like @Mashy 's explanation better
i'm more of a math nut
@roadjester thank you so much!! now, i need to answer problems related to torque..
Join our real-time social learning platform and learn together with your friends!