Energy In a Simple Harmonic Oscillator - Maximum Velocity & Acceleration Calculations
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- Опубликовано: 16 ноя 2017
- This physics video tutorial focuses on the energy in a simple harmonic oscillator. It explains how to calculate the amplitude, spring constant, maximum acceleration and the mechanical of a mass spring system in simple harmonic motion. It explains how to the conservation of principle to calculate the maximum velocity of the oscillator. You need to know the formulas for the kinetic energy and potential energy of a spring mass system. This tutorial also explains how to calculate the velocity of the spring at any position relative to its equilibrium position.
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this is really a big help. Thanks.
Its 2021.. but still saving lives❤️
I'm so grateful for this video, thanks ever so much
My physics professor is a very nice guy, and is obviously passionate about what he does... but after about 5 minutes in class all I hear is the teacher from "Peanuts"..."womp womp womp".
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since the amplitude is the maximum displacement from the equilibrium point, does the same rule apply to vertical harmonic motion? So for example if a weight is put on a spring, and then brought up 0.5 m from its equilibrium point, and dropped, then the amplitud has to be equal to 0.5 m. Am i right?
Thank you very much..now I'm done with my assignment
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thank u for your explanation , in my class ,i couldn't understand what my teacher is doing ,but now everything is crystal clear completely ,from VietNam
This is awesome thanks really easy to understand, one question however, shouldn't I be adding the mass of the spring to the formula to achieve a more accurate calculation and if so how much of the total weight of the spring is important to consider if at all?
Physics has been so hard for this year!! Your videos help so much!!
Ashley Wilson omg same😫
Yep same
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U just covered the whole chapter 😮
Well explained
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I thought I had it, then my exam had a coefficient of friction and then I was screwed.
the net force would just be the force of the spring minues the force of friction which is the coefficent of friction times mg
Thank you!
Do you have any videos touching on damped harmonic motion
thank you
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How about finding the length of the maximum extension?
Hi, great video, I noticed you used SI units in the equations (m, kg, etc) would it be a problem to use, cm,g, etc. For example in the equation for maximum velocity, v = A*sqrt(k/m), would it be possible to use cm for A, N/cm for k, and grams for m? Or must one use SI units as you've done?
I mean you could but then you'd have to convert back to SI units as SI units are standard
does horizontal and vertical spring have the same formula?, hope you'll read this, sorry I'm kinda dumb. By the way, Thanks for this, you're such a great teacher.
Nice
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How about time? Is time at x=A is 0 right
good
You explain well, maybe you should make a patreon
Thanks. Here it is: www.patreon.com/MathScienceTutor
Can I know why is the max acceleration at 4:39 is positive? (I thought acceleration is always directed away =negative)
I think acceleration is a vector quantity the magnitude is same on both directions and also the mass is directed away but it's indication of displacement in positive or negative direction (IT'S QUESTIONED ONLY TO FIND MAGNITUDE OF ACCELERATION IRRESPECTIVE OF THE DIRECTION)
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acceleration may be -600 ?
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Thanks
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I find it weird that the literally formula for max Velocity is Alpha Omega.
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10:45 man you forgot to square the amplitude
You don’t need to
It would have been the sqrt of A^2, which is simply A so he did nothing wrong, just simplified the formula
It isn't point twenty five. It's point two five. So annoying
why didn't you use omega function,sine,cosine.you didn't mention the formula x=Asin(2pie t/T)
you cost me a final exam
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