Dynamics of Machine Course Help

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Discussion Overview

The discussion revolves around seeking resources for understanding Dynamics in Mechanical Engineering, specifically focusing on vectors, their addition, and resultant calculations. The inquiry highlights a need for foundational knowledge in vectors and their application in Dynamics.

Discussion Character

  • Homework-related
  • Technical explanation

Main Points Raised

  • One participant expresses difficulty with vectors and seeks videos or websites for learning Dynamics, mentioning confusion with vector laws.
  • Another participant suggests reviewing Statics before Dynamics, noting that understanding position, velocity, and acceleration is crucial.
  • A participant provides a formula for the magnitude of vectors in three dimensions, indicating a geometric approach to understanding vectors.
  • Several resources are shared, including links to websites that may assist with Dynamics concepts.

Areas of Agreement / Disagreement

Participants generally agree on the importance of understanding foundational vector concepts before tackling Dynamics, but no consensus is reached on specific resources or methods for learning.

Contextual Notes

Some limitations include the participant's self-identified gaps in knowledge and the potential confusion arising from the transition from Statics to Dynamics, which may not be fully addressed in the discussion.

theitcrowd
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Hi All,

I was wondering if anyone could post some videos or some websites where I can read about Dynamics required for Mechanical Engineering i.e. related to vectors , how to add vectors , how to find the resultant. I searched YouTube but I am not really getting any good responses.

I am a third year student and I don't really know Vectors that well and I find no way in my books to brush up on that, for e.g. I don't remember the parallelogram vector law and triangular one and its confusing me during class and I keep cursing my self for skipping that part in Physics when I was in school.

I hope you get the idea.

Thanks
 
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If your looking to brush up on vectors you should review Statics first since Dynamics will more likely confuse the situations since you also have to deal with how position relates to velocity, and how velocity relates to acceleration, instead of just dealing with direction.

Either way the easiest way to think of vectors is as a trig or geometry problem where you have so much force, velocity, acceleration going in the x, y, and z direction, where the magnitude of these properties would equal the following:

magnitude = sqrt (x2+y2+z2)

Anyways, some sites that might help with dynamics are the following.

http://www.engineeringtoolbox.com/dynamics-t_60.html

http://sbainvent.com/dynamics/
 
Thanks for the help , really helped me out!

Cheers
 

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