thank you ever so much for the simple, excellent explanation! i have one question though, when you mentioned that we could divide by N! if we wanted to treat the particles as indistinguishable, what does it differ, then, from Bose-Einstein statistic? we would be dealing with the same conditions as B.E so what calls for this particular formula? thanks in advance.
while deducing the probability...at first we considered the particles to be indistinguisabhle... then after multiplying the degeneracy probability how the entire probability is considered as for distinguishable particle ?
no, we took the particles all the way distinguishable, just at the end if we divide the probability with N! then its considered as indistinguishable. Please watch the video carefully.
sry sry.. got it... got it... its the order of the particles doesnt matter **without degenarcy being taken as constraint (thats y althought they are distiguishable u r using combination instead of permutation) Btw Thanks a lot... Epic Video ... ❣️ Good work..keep it up
Boltzmann Distribution Hey Guys does this model look like it might describe what in your lecture? Thanks for your well produced video. Your viewers might enjoy seeing my personal amateur science project. Sorry if it’s not a well produced video I need to do better. It might be a good visual aid that the math describes. See the sheet of spring-like material buckled from the ends to form a Gaussian curve. The area under the curve represents the energy in the system. The sheet of material represents a field with the ends bounded. Seeing the mechanical effect may takes some of the mystery of what the math for your students. See the load verse deflection graph in the white paper found elsewhere on my RUclips channel. ruclips.net/video/wrBsqiE0vG4/видео.htmlsi=waT8lY2iX-wJdjO3
I Hope This Helps !
It did
Thank you so much
Otaku too, what a legend!
thank you ever so much for the simple, excellent explanation!
i have one question though, when you mentioned that we could divide by N! if we wanted to treat the particles as indistinguishable, what does it differ, then, from Bose-Einstein statistic? we would be dealing with the same conditions as B.E so what calls for this particular formula?
thanks in advance.
Thank u bro for this wonderfull explanation....😊
while deducing the probability...at first we considered the particles to be indistinguisabhle... then after multiplying the degeneracy probability how the entire probability is considered as for distinguishable particle ?
no, we took the particles all the way distinguishable, just at the end if we divide the probability with N! then its considered as indistinguishable.
Please watch the video carefully.
sry sry.. got it... got it...
its the order of the particles doesnt matter **without degenarcy being taken as constraint (thats y althought they are distiguishable u r using combination instead of permutation)
Btw Thanks a lot... Epic Video ... ❣️ Good work..keep it up
Thanks 😁😁
Bro you cleared my doubts thank❤️ you man ..
Thanks. It's helpful
Thank u for such a clear explanation...
glad you liked :)
Great work. Keep it up.
Thanks 😁😁
Show a reward as physics meme, just a suggestion
Thanks buddy!
Boltzmann Distribution
Hey Guys does this model look like it might describe what in your lecture?
Thanks for your well produced video.
Your viewers might enjoy seeing my personal amateur science project.
Sorry if it’s not a well produced video I need to do better.
It might be a good visual aid that the math describes.
See the sheet of spring-like material buckled from the ends to form a Gaussian curve.
The area under the curve represents the energy in the system.
The sheet of material represents a field with the ends bounded.
Seeing the mechanical effect may takes some of the mystery of what the math for your students.
See the load verse deflection graph in the white paper found elsewhere on my RUclips channel.
ruclips.net/video/wrBsqiE0vG4/видео.htmlsi=waT8lY2iX-wJdjO3
Binod is mathematician