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Curvilinear Motion with Polar Coordinates: Position Vector
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In this video, I go over a new way to define a position vector relative to two new unit vectors. This new way to define position is dependent on polar coordinates. Understanding this new way of defining a position vector will allow use derive velocity and acceleration vectors in polar coordinates.
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💰 AFFILIATE STUFF (thank you for the support!)
I am a affiliate with Chegg. Although I am an affiliate, I do use Chegg for my studies. It does help for learning problem solving skills in mechanical engineering, and Chegg is also very convenient to have due to the many solutions that are readily available to you from your textbooks! Enjoy!
Get Chegg Study for $14.95/month or $99.95/year!
I am also an Amazon Affiliate and by using these referral links you can support this channel.
Thank you for using these links! ❤️ engineering courses
mechanical engineering courses
engineering education
engineering degrees
engineering classes
engineering science
engineering dynamics
engineering careers
dynamic definition
principles of dynamics
engineering dynamics help
me engineers
mechanical degree
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