Heisenberg's Uncertainty Principle Explained & Simplified - Position & Momentum - Chemistry Problems

[@TheOrganicChemistryTutor]

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U are the best... Instead of going to lectures, I just check the course outline... The I search the topic...... And when u teach it doesn't require going back again

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Most helpful educational youtube channel. Good job

[@vjrz8472]

Another Punjabi in Canada

[@lunchmind]

Even tough the math gets away from me, it does prove to me the truth of the uncertainty principle. Thank you very much for this video .I'll watch it again.

[@mariaelguelay5019]

there are no words to describe how helpful and stickable to memory your simplifying abbilities are !!!

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Where do I pay my tuition at?

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Facts. I would love for him to be my teacher.

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@@witika7151 like my own personal tutor

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We would invent so many things and change this world in a second, 100% certainty

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Buy & send Super Thanks!

[@keithdalitso5175]

you are the biggest blessing to mankind my friend God bless you in abundance

[@georgesadler7830]

Professor Organic Chemistry Tutor, thank you for a powerful analysis of Heisenberg Uncertainty Principle as it appears in Physics and AP/General Chemistry. I have seen the Heisenberg Uncertainty Principle in Engineering Physics Three,, however I really did not understand it until I watched this short video. This is an error free video/lecture on KZbin TV with the Organic Chemistry Tutor.

[@IShowVelocity.]

Jesse we need to solve 🎩

[@Evelyn_ys86]

Clearly and briefly! Helps me a lot to understand the principle!👍

[@joyvanla5667]

Thanks so much! Saving me the night before a exam.

[@pauldevan7245]

Layman's terms for looking at the uncertainty principle would be very simple using no mathematical equations.... If I had an object that was moving through space and I wanted to know its exact exact exact exact exact position. I would need to stop the object to obtain this information and it would have no velocity at that point. Also on the other hand if I really wanted to know the velocity of an object in the study its momentum it would not have an exact exact exact exact position because it would be in motion. Heisenberg's showed this how it would work out mathematically but for someone that doesn't want to do the math for understand it that's basically sums it up.

[@pauldevan7245]

This was directed but not solely for Dana Franchitto who posted comment 9 months ago

[@pac613]

Fantastic explanation. you saved me 10 minutes to complete watching the video ,some of us just want to understand the principle and not the math ,

[@pauldevan7245]

@@prisvizbay6913 lol.. it was a generalization... you know like "general relativity". 🙂

[@pauldevan7245]

@@prisvizbay6913 uncertainty principle refers that a particle can only exist in one domain. Exact position or velocity domains. It would be like saying I'm standing motionless/still and running down the street at the same time. Now don't forget the perspective of the observer, are we measuring velocity for my perspective which could be flawed. The tangled webs we make...lol

[@jeanettesdaughter]

Exactly 😉

[@fega7584]

Taught this better than my lecturer. 😊😊

[@rosette_renah]

In these hard times in Africa and around the world,,you really save lives

[@samsonridge4526]

thanks a lot.This will help as am preparing for my exam

[@MoshkitaTheCat]

This was so simple and so easily digestible. Thank you very much for your hard work.

[@Christos004]

Very nice video! Congrats! That’s the simplest explanation to Heisenberg’s uncertainty principle I’ve seen!

[@Ayush-yq1yq]

Thanks for the vid man, the concept looked really complicated in my textbook

[@fatimaalfehaid]

there is so many similar topics in physics and chemistry ! anyway thank you so much sir

[@medvekuk]

Heisenberg stated that you cannot know both the position and the momentum (mass times velocity) of an object with an absolute certainty at the same time. Basically, if you are absolutely certain that your velocity is 85 miles per hour, the certainty in your position goes to zero, making you not sure where you’re at

[@alexanderkrizel6187]

Thanks so much for taking the time to make these videos.

[@dalinarkholin5621]

I think it'd be more simple to memorize it as Walter White's Uncertainty Principle..😁✌🏻

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your existence is a blessing. thank you so much !!

[@krrishp3497]

Thx Bruh! From India I'm in 9th & preparing for IJSO

[@yesitwasmewho]

Watching tons of vids + taking tons of classes < his one video

[@charmendro]

I’m curious how this is applied to harder problems

[@sophiedoreen3816]

From Kenya,and am greatful

[@mitalilohar6278]

Thank you so much for such an easy and convenient explaination... Can we have a face reveal video???...pls ...

[@witika7151]

Sir you are greatness💯

[@medievalmusiclover]

Like your videos a lot. Very nice way to get to the point. Excellent JOB.

[@w.heisenberg9313]

Damn that's wayyy easier than I thought

[@antrim7008]

He’s good at teaching, that’s why.

[@arindam1249]

because you're Heisenberg

[@abdulfathmohamoud2736]

Wrong he is enberg

[@dogedude6969]

such a simplified explanation.Very easy to understand.Thank you so much🙏

[@aly3633]

Thank you for getting me through my senior year or high school

[@soniclevels1514]

You’re learning this stuff in high school? 😲

[@aly3633]

@@soniclevels1514 no, for my English class they let us choose a topic to talk about and I chose quantum physics

[@JHANSI_REDDY]

I'm studying this at the beginning of my junior year of high school. My teacher is an absolute shit so I have to learn it on you tube

[@constantinadeli6318]

@@soniclevels1514 i did learn about this in High school 😬😬 it was traumatizing 😂

[@sarkerscope]

Sir don't know if you ever going to read this comment but if you do plz leave a like. I will know then. I am very proud to learn from you. You are literally great teacher ❤️❤️❤️

[@TeraAFK]

Question: What happens to a particle if you confine it to a very definite position and try to measure it? Does it gain infinite speed?

[@pauldevan7245]

As Ryan mention uncertainty principle says that it is not possible. Though I do believe if you could contain a particle in a very small space on fraction on the Plank scale it or may be possible for the particle to gain infinite speeds in a very small space. This would be possible due to E=mc2 and may be the cause of a particle being in a superposition... thoughts anyone?

[@tanvidwarka714]

@@pauldevan7245 Why would it gain infinite speed though?

[@bonelessbooks9263]

⁠@@pauldevan7245infinite speed is impossible. According to special relativity, all rules of physics must apply for all observers, which includes no velocities Greater than c

[@quesade2043]

@@tanvidwarka714the uncertainty of the position would be very smallllll (because she is confining it to a known spot), so in the equation uncertainty of v >= h/(4pi mass (really really small uncertainty x goes to lower limit 0)) then v would be very large… so you would never know the speed? Loll

[@TuroobArab-oh1ee]

I liked this video even before watching

[@Alqahqah]

When theorganicchemistrytutor became heisenberg🤠

[@Chainless_Slave7]

waltuh

[@rohantaneja122]

Thanks!

[@MrRANDUM145]

My university's chemistry department is absolute garbage...

[@MrRANDUM145]

sahil sultan UH Manoa

[@spicyy812]

yall learn about this in chemistry?? Im here for my physics class lol

[@eshaxcx]

@@spicyy812 quantum mechanic is sadly the basis for chemistry😭😭

[@spicyy812]

@@eshaxcx yeah that makes sense, but ive just never heard someone take a chemistry class based on/called "quantum mechanics" xD

[@eshaxcx]

@@spicyy812 and you wont find any😹 im just referring to the name of this branch of physics

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Much love from africa

[@KovidhVSBhati]

how to solve when accuracy is given ?

[@asianwandererr]

Does probability has to do something with this?

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Thank you so much! Huge help, as always!

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might as well stop paying tuition and learn everything I need to know for my MCAT on this channel lol

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Thanks alot,, your page is helpful. Lots of blessings

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You're an incredible professor, really. Congrats for your work!

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Really helps during the lockdown

[@larryvincent2350]

Brilliant! Just brilliant!!! 👍👍👍

[@paulzhu4981]

don't know what people are praising. Introducing that theorem and keep repeating the theorem without explaining how it got derived. Did not mention how to measure momentum and location either.

[@salihatabdella6763]

Can you tell us about the formula of wave functions

[@siddr5537]

Please solve neet questions

[@TWALUMBAZULU]

Thank you so much ❤

[@ahmet27382]

Thank you.

[@morrismanganhe1113]

Heisenberg, a great mAth cook.

[@claretdenis7670]

But here in my textbook,the uncertainty principle's formula is given as ∆x.∆p=h/2π not h/4π

[@αλρηαδελτα]

It's not h/2π , but it's ℏ/2 . See it again ☺️

[@Kajetanpsikuta]

JESSE. We gotta learn physics jesse. Yeah mistah white. Yeah PHYSICS

[@aloysiusandrewmiria7739]

Thank you so much sir. It helps me a lot. 👍👍🙏🙏.

[@kokfahchong1867]

Frankly, we don't even know the mass of an electron. Free electrons are saturated with more stationary photons than the one of stationary electrons. J. J. Thompson is measuring the charge per mass ratio of free electron rather than stationary electrons and needless to say it is definitely not bare electrons. We have no ideas how many stationary photons that are adhered onto the measured free electrons. In addition, different saturation of stationary photons adhere onto a free electron will have different mass content, momentum and magnetic field strength. Therefore this makes it virtually impossible to know the charge per mass ratio of free electrons. Millikan's oil drops experiment can't be replicated even with better apparatus, and we suspected Millikan fabricated his data about the charge of an electron. Frankly, an oil drop no matter how tiny it's is considered to be huge in size that consisted several oil molecular structures where they can adhere with high variations of stationary electrons. Therefore it's naïve to assume there is small, integer number of electrons that adhere to those oil drops. In addition, the charge strength of an electron is just too small that it is considered to be negligible. Therefore it's impossible to measure the charge strength of an electron no matter how sophisticated our apparatus is. Since the charge of an electron can't be measured then we don't really know its momentum. The interesting question is how we measure the electrons velocities? Frankly, we have no idea how to measure their velocities since they are revolving around the nucleus so swiftly. One must be talking if he claimed that he know how to measure the velocities of electrons. Likewise we know stationary electrons are confines within an electron-shell of an atom but we have no idea about its exact whereabouts within the electron-shell simply because they are moving very fast. Heisenberg's uncertainty principles turned out to be a bluff. Knowing the position of the electrons that we will not know their momentum? In reality, we don't even know its location at the same time we also don't know its momentum! If you are interested in real discoveries, I would recommend you to read my book, The Unification Theory - Volume One and you will be amazed with lots of new, interesting discoveries. In God I trust.

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Can I have your contact?on WhatsApp

[@moleenmapfumo7251]

you explain very well but can you please make your voice audible

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Thank you

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Thank you 😊

[@HotPotatos]

This is such a great vid!

[@amirabendahmane2824]

well simplified and explained 👌m thanks a lot!

[@ThomasvanLoon05]

What if Δv = 0? You then get the strange equation: Δx >= (h) ÷ (4π • (9,11 • 10^(-31)) • 0) Δx >= h ÷ 0 Since deviding by 0 is not possible, what should I do. If someone spots a mistake in my calculations, or if Δv = 0 is not possible (I wouldn't know why), please respond.

[@uxleumas]

I think Δv = 0 would not be possible because it mean that the partial is at absolute zero and it's not possible.

[@chaoticstorm8145]

delta v = 0 implies that the uncertainty in momentum = 0 because delta p=delta v * m, which means your are 100% sure what the momentum is, which is impossible because of the uncertainty principle. Saying you know the momentum with absolute certainty then implies that the position could be absolutely anywhere in the entire universe, which because of the uncertainty principle we know cant be true.

[@ThomasvanLoon05]

@@chaoticstorm8145 Thanks

[@arzaan2674]

Position uncertainty will be infinite and vice versa is also true

[@tomatencio8441]

A good refresher course!

[@richardrodriguesjettappa9744]

Both delta x and delta p can increase without limit and still the inequality is valid.

[@عقل.32]

Can you do videos to Explain all researchs

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thank you so much, I love you

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Thank you so much😊

[@candleby]

Excellent!

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You are incredible

[@TWALUMBAZULU]

God bless you 🙏

[@emmapapile5248]

at this point hes not my tutor, hes my professor

[@marxman1010]

The formula says x and p can't be small at the same time.

[@minhazmunna1239]

Thank you❤️

[@belletv8101]

my textbook has it as h/2pi instead of h/4pi :/

[@mariammachabeli9967]

same

[@ΙωάννηςΖέρβας-ξ5ι]

h/4pi(or π in greek)= h bar(h/2pi)/2pi=h/4pi

[@triplexgamer18z25]

Same

[@allpakistantestmcqs5863]

Great expl

[@i.arcturus]

sad thing is, i have my mid terms tomorrow and my school (actually, the whole country) _doesn't allow calculators_ lol i might fail just cuz of the calculations T^T but at least i understand the concepts ;)

[@Alex-ci3vp]

India? 👀

[@deej8442]

heisenberg…walter white…

[@Tarif2809]

Good ending: waltuh opens this channel and gains money and recognition

[@uduakubokudom6076]

Why is h divided by 4pi because some textbook use h divided by 2pi

[@h2o708]

In the text bok there is n variation of the planck constant, but they are equal

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preview pic looks like ps4 cheat sheet

[@hgtrad7655]

Thanks

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“Yeah, Mr. White! You Really Do Have A Plan! Yeah, Science!”

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Thanks so so so so so MUCH!!!x :)

[@philmiller99]

Great video.

[@ark52]

But you can calculate the result of a coin toss using angular momentum ignoring air resistance and wind effects can't you?

[@jalilnazarli13]

jesse we need to cook jesse

[@user-xr9ez1ds3q]

Now say my name

[@japantradingmachinery9782]

Sir you did not tell how to increase or decrease the uncertanity by using waves

[@WinterTheJellyfish]

The less I know, the better 🎶

[@krijesh9109]

Thanks sir🥲🥲

[@NepaliQuanta]

h/2 pi or h/4 pi

[@bemnettesfaye757]

why did you had to convert the answer to micro meters?

[@neko_aple]

what is the essence of 4 pi in the equation?

[@claretdenis7670]

That's what am asking cos am seeing 2pi

[@mellokeed6617]

But h =2πh cut why are you using 4

[@JamesJohnson-sw4gy]

He does a lot of math. Chihuahuas planet for people like me. If you know the position you double the end the the uncertainty of the velocity. And if you know the velocity you double the uncertainty of the position.

[@wezzuh2482]

what does the 4 π do in the equation?

[@antrim7008]

It’s a spook