Find position or velocity when given acceleration as a function of time

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Dynamics Tutorial: Find position or velocity when given acceleration as a function of time.
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20 окт 2024

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Комментарии : 13

@techwithtonny9837 Год назад

My friend you have done a wonderful job. I have been having a problem with the differentiation of those equations when I came across your content. Thank you soo much

@BoZhaoengineering 5 лет назад

Very good videos! You set a quality criteria that the other engineering course can compare with and follow up. As an practicing engineer, I should refresh my knowledge by frequently visiting these video. I hate to hear that my colleague says I forget about them though I learnt them.

@Engineer4Free 5 лет назад

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@viniciuscmeng 6 лет назад

Great channel, congratulations! Please keep up with the work!

@Engineer4Free 6 лет назад

Thanks Vinícius! =)

@captainaryan26 Год назад

I have a vector ā = (4t)I - (10t²)j So at t=2 seconds, What will be the velocity ? 😣

@thebelieverkhan3741 5 лет назад

VERY good explaination man.

@Engineer4Free 5 лет назад

Thanks!!! 🤩

@liaqatali1397 6 лет назад

Kindly complete the dynamics course me and my friends are waiting for it. Thanks. Kindly reply when you are planning for it. Thanks.

@grizzzee 2 года назад

This makes absolutely no sense to me. I even read your explanation to answer one question. What i dont understand that even if there is a negative acceleration, how would velocity still be increasing.

@captainaryan26 Год назад

Suppose I push an object and accelerate it with 2 m/s² in right direction. It is in motion now that I have pushed it. Well, during it's motion if I push it to the left direction with 2 m/s² acceleration. Then I gave it an acceleration of *-2 m/s²* Hence, the negative sign just indicates the opposite direction. The velocity was there when I pushed it in left direction. If acceleration is zero, then velocity is zero.