Projectile Motion: Linear Drag

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When air resistance isn't neglected I have a contrasting tendency to neglect my work but this video is spectacular

thanoscube
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Most comprehensive explanation. Thanks.

ybtan
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Great explain! Please, could you write the equation to find the angle of launch for a known range?

danielkuchen
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Great animations and clear explanations

codygilleland
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Great video and explanation! I'm amazed at how quickly I've forgotten calculus

ssojyeti
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Thank you so much. This was what I was looking for.

shadowzica
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thnx, very clear and helpfull, now time to solve it using Eulers Method

and use it for a simulation

manameisjeffie
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hi, can you make a video about calculating that angle that achieves the furthest range with air resistance

Hamza-yowh
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3:44 is the purple arrow itself acceleration then? whereas the green is velocity?

mysteryguy
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Hey, at 2:40 you talk about how difficult it is to calculate the optimum angle with drag taken into account. I’m doing a study currently where I want to find exactly this, but I’m not sure how to do it. Could anyone help?

tangoseven
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nead to know the time of fligth and the final distance of motion

zizoeldjazairi
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How would I find k for a projectile such as a tennis ball or football?

yash_bala
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do you have an answer for the integrals!

jonathansilberman
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Does anyone know what is A at 5:46 is? I'm kinda lost from there, thank you in advance!

anhhuynguyen
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What if resistance varies with angle with vertical

ggxsky
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Could you please explain how to get the value of k here?

jamesducks
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Hello! How could I find what projectile launch angle I need for a given x-distance? Namely, I would launch the projectile from the point (0, 0) at a certain speed v0 with an angle theta such that the projectile passes through the point (x, 0).

Thank you,

BullSight_Archery
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How can we find the displacement with the drag included?
I feel that is really important to solve for when making a ballistic object

thegloriousquran
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Which softwares are used for this type of videos?

qandayqilib
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Question: Why does the derivative of acceleration, from being a linearly negative function, turned into e^kt?

abizair