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Legendre Polynomials 

Physical Chemistry
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The angular dependence of the rigid-rotor wavefunctions is described by a family of functions known as Legendre polynomials.

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4 окт 2024

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Комментарии : 14   
@jaybae8056
@jaybae8056 6 месяцев назад
this is by far the best tutorial on yt. thank you so much.
@muhsinhancer
@muhsinhancer 11 месяцев назад
very clear explanation. thanks a lot Dr. Steven Stuart
@PhysicalChemistry
@PhysicalChemistry 10 месяцев назад
My pleasure
@mortezakhoshbin
@mortezakhoshbin 3 года назад
so simple. thanks god for finding your channel
@PhysicalChemistry
@PhysicalChemistry 3 года назад
It is simple once it makes sense to you, right? Thanks for the support.
@mortezakhoshbin
@mortezakhoshbin 3 года назад
@@PhysicalChemistryright! thank you...
@arifahmedbegg2199
@arifahmedbegg2199 Год назад
My college lectures on this topic were very boring & tough too. Thanks to you sir for helping.
@PhysicalChemistry
@PhysicalChemistry Год назад
Happy to help. Polynomial basis sets are fascinating and useful, but t is definitely be hard to teach them in a way that doesn't put students to sleep.
@lordofutub
@lordofutub 2 года назад
Yo this is such a good explanation
@loser-kun8062
@loser-kun8062 3 года назад
Thank you for your effort.
@PhysicalChemistry
@PhysicalChemistry 3 года назад
My pleasure! Thank you for your interest
@adeelrahmat3194
@adeelrahmat3194 2 года назад
In wave function we put m is negative so how we calculate Legendre polynomial on negative numbers??
@PhysicalChemistry
@PhysicalChemistry 2 года назад
They are different only in the normalization constant. The x-dependence of P_l^m is the same as that of P_l^−m. If the normalization constant is important, then you can use this equation: P_l^−m = P_l^m * (l-m)! / (l+m)!
@lordofutub
@lordofutub 2 года назад
Please up your mic
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