Understanding Degrees of Freedom 

NOW I HAVE THE CONFIDENCE TO FACE THEORY OF MACHINES. YOUR EFFORT HAS MADE SO MUCH CHANGES IN MANY OF OUR MINDS. THANK YOU SOOOOO MUCH.

03:45 you said 3 Lp but did the equation correctly. You helped me to understand it! Thanks

This channel is pretty good at explaining things. I really feel that if the channel owner were to hire a voice actor to narrate the video scripts, this channel would really flourish!

everything makes so much more sense to me now! thanks!

It's just a five minute video.. But i learnt so much from this video that i couldn't understand by self-studying for several hours... So, Thank you, who ever uploaded this video😍😍😍😍.... The voice was not a problem for me 😃

Thanks sir. The video have cleared my concepts

mastered it with this one video! Thanks!

Brilliantly explained!!!

thank you for damn good instruction

It's really very helpful. Thank you ✌️

i couldnt understand why only rotational degree of freedom in a plane ... visualizing it makes it more understandable. great work!!

Digibro sent me here. Good video man it really helped.

how easily you explained mate...thanks

thnk u for the video, it is really helpful

Thank you very much. It is very useful.

Thank you sir... For this video

my only complaint is, use a real person instead of microsoft bob

That's some quality content.. keep up the work..

Good morning by france, very beautiful and interresting, do you make kinematic diagrams ? Your accent is good for french people. Thanks

Thank you for the great video. Just a small correction: DOF is the MINIMUM number of INDEPENDENT variables dad describes the position of every point in the system.

finally can find a playlist without accent

more recent clarification for advanced students! - a rigid body can also have an additional DOF in that temperature or pressure can deform it's alignment or dimensions, so in some cases it can 7 DOF. we must take in to account it's environment which may without translation or rotation, incorporate any various twisting deformation in 3 planes

Thank you this vedio is helpful

THANK YOU SIR!!!!

2:40 to nitpick, the animation implies 2DOF as it is a cylinder joint that can rotate and still has space to slide along the rod

i founf 4 DOF ( 6(3-1)-5-3-1 = 4 , -1 being for the Ball-ground contact, -3 for the the arm rotating into the ground, -5 for the pair between the two arms) for the 3D exemple at the end, is it right?

This video was very nice i did know about DOF but i didn't know there was that fantastic equation

I have read the lowest no of links required to form a mechanism is 4, but here we can see a 3 link mechanism, can somebody explain?

In slider crank mechanism, one crank angle is sufficient to define the position. So DOF of slider crank is one.

Thank you very much for such an wonderful video....I have a doubt....We all know that superstructure has a negative degree of freedom....But could you please tell me the physical significance of the same or site an example??????

it is agreat explanation

Good and beautiful.very useful.

superb

1:40 why would each link would have three degrees of freedom if they were not connected? If they were not connected they could rotate around the vertical axis and translate along the horizontal axis, what is the third one?

for the third example, why is there 5 lower pairs? Why shouldn't it be higher pair?

Plz make a video on how to calculate DOF for 3D space mechanisms.....

hello I am trying to find solution for packing of incense sticks , I need a solution to make a batch of 1000 sticks kind request as share information if you have any

How many degrees of freedom an object can have at the same time? For example, a sphere is spinning clockwise and moving forward at the same time, i.e. it’s using 2 out of 6 degrees of freedom, can it have more?

What's the name of the structure on the left at the beginning of the video?

did you use TTS for voice?

4:11 how is the slider link 5 a lower pair? it has surface contact why then? could someone elaborate

@3:46 should say 4 links AND 4 LOWER PAIRS

Number of degrees of freedom of two particles connected by a rigid rod moving freely in plane_____________?

Please make more video of TOM

good!

I couldn't get the 3rd no. what is the physical meaning, as we can see the wheel can rotate in a rotatory axis. On the other hand, the body is moving towards the z-axis. we have found 2 degrees of freedom, but the calculation is saying there is 1. What's wrong am I doing? But the video was tremendous, the level of thinking of the creator is beyond the expectation.

Thanks

make a video on gyroscope plz

Is it really hard to find a microphone to talk into this day and age?

can you please upload about gyroscopes plz?

It's the voice of Paul bot

Define static force analysis

Whoah!!! I walked into the wrong room. lol

i didn't understand why he has taken in equation 2lowerpair and 1 higherpair i.e in 3(N-1)-2Lp-Hp

It's this similar to the statistics population

gear of defnition

in last animation i think DoF is one because all of another variables depend on rotation of first variable if the first variable rotate another variables should rotate so they are limited! who can help me understand the concept without formula thanks.

in 4:12 i think its 4 LP and 1 HP

Wow

would be much better if the geometry is accompanied by mathematical expressions and derivations. figures give only an impression, do not give a feeling of proof.

And just what is the next video?

#accesstoenergy

wow

No subtitles

Robot voice

I don't understand

Pink sheep!!

Make video in hindi

I sincerely recommend everyone to not learn anything from this video. Believe me, the information provided is skewed and misses out on many things. Read a book; the information is much clearer in a book.

This man is totally confusing things and dictating things the individual bodies must have 6 degree of freedom how is he telling that it has 3 dof

Great video. Horrible voice. Please let go of the computerized voices...

Thanks