Mechanical Engineering: Particle Equilibrium (14 of 19) Vectors in 3-Dimensions Explained

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In this video I will introduce force vectors in 3-dimensions and its x, y, and z magnitudes.
Next video in the Particle Equilibrium series can be seen at:
• Mechanical Engineering...

[@НиколайКалугин-б3г]

Золотое правило механики: "Выигрываем в силе, проигрываем в расстоянии." Браво УЧИТЕЛЬ! Предельно просто и понятно!👍👍👍

[@MichelvanBiezen]

Interesting expression! 🙂 Thank you for sharing.

[@luislandivar]

I always get brought back to this channel. And everytime i do, it puts a smile on my face. You make it simple. Always. Thanks for everything you do. God bless you

[@MichelvanBiezen]

Thank you

[@brandongregory7081]

Thank you Mr Biezen, good Sir! you have saved my life on many occasion!

[@Aquald]

Thank you Mr. Biezen! Now I can say, that TARSIS is real!

[@jamilrezachowdhury8661]

Okay, it is pretty clear for 2d and 3d vectors the magnitude and the angle.
But can we intuitively extend the concept from 3d to 'n' dimensions? Like instead of 3 axes we have 'n' axes where, n=10 or n=60? is that possible to find the angles between the vector and the corresponding axis?
Thanks in advance

[@DestructoXxShaunxX]

Hi Michel, could you do a series on vectors in a more mathematical view? I would like to get a better grip on the ideas of multiple planes intersecting, and how to write equations in different forms (Cartesian, parametric, etc...). I am currently in my final year of the IBDP system, in Swaziland. Thanks for all your videos.

[@TooSweetTate]

Thank you! Thank you! Thank you so very much!

[@Quancept]

great explanation :)

[@trystardometor4013]

well explained.

[@tahy59]

exceptional

[@sponsje]

You are a hero!

[@ZainKhan-xx6np]

Sir can you make a video on force vectors (Chapter 2 from book Engineering mechanics and statics 11 edition by R.C. Hibbler ) i really need concept for this chapter. Can you please make a video on this. I will be really thankful to you.

[@MichelvanBiezen]

We have provided many videos on vectors both in the mechanical engineering playlists and the physics playlists: PHYSICS 1 VECTORS

[@wirito]

I love that book. I have the 14th edition. This book is challenging but a lot of fun. The exercises on vectors are no joke!!

[@joreesalim8172]

Thanks ❤❤❤❤❤❤❤❤❤

[@Martin-pu5op]

In 2d, you are able to find the the Fy using (F)(sin(theta)) and fx using (F)(cos(theta)). Why cant I do this when it is in 3d? Can I only find Fy if I have the angle sub y?

[@MichelvanBiezen]

In 3-d you can find Fx, Fy, and Fz by using the direction cosines. You'll find more videos on that topic in this playlist: PHYSICS 1 VECTORS

[@NN-zz5gh]

Thank you!

[@hatomontana6190]

It's very good but is difficult to look on blackboard

[@MichelvanBiezen]

Yes, the lighting on our older videos wasn't as good. We were learning as we went along this journey.

[@marals1061]

Thank you

[@freakingik2781]

I can't see from the board sir.

[@student6830]

Thanks

[@mugalatracy5935]

Cool

[@MichelvanBiezen]

Glad you liked it.

[@adgf1x]

Fy=Fsin thita y.

[@MichelvanBiezen]

Not sure if you are asking a question of making a statement. (A few words may help out).

[@adgf1x]

Fx=Fcosthitax

[@MichelvanBiezen]

Not sure if you are asking a question of making a statement. (A few words may help out).

[@زيّد-ق5ش9ت]

شوف المشاهدات عبن عدهم شي سهل

[@MichelvanBiezen]

Glad you liked it.

[@زيّد-ق5ش9ت]

@@MichelvanBiezen thank you for your reply 🌚💓