Gauss v. Slater: GTO's and STO's

[@lseinjr1]

(For mobile users) 00:07 Carl Friedrich Gauss, John C. Slater 00:46 Slater type orbital (STO) 03:57 Gaussian type orbital (GTO) 06:10 Multiple GTO multiplication property 09:10 Approximation of STO's by linear combinations of STO's

[@smiler0charon]

Thanks for this. It's very helpful! (From about 7:40 to 9:15, there is a repeat clip of the material from 6:10 to 7:40.)

[@iborge]

Quite good explanation, Many thanks!

[@kanmaniroy9202]

A simple yet elusive explanation for students learning computational chemistry. Liked the content a lot. The creator is requested to create more such educational videos on computational chemistry. Thank you

[@amoahs7779]

Kanmani Roy are you doing a degree in computational chemistry?

[@lseinjr1]

My Ph.D. is officially in inorganic / physical chemistry, using computational chemistry to understand the properties of electrically conductive polymers.

[@1jj598]

Nice video!

[@lseinjr1]

Thanks!

[@unr3achabl35ky5]

Befor this video i really didn t have an idea how to use the gaussians equation to model the slater type orbitals. Now with a little bit further reading i can really understand it. Thank you veeery much.

[@chandranshutiwari4139]

thanks for such a good explanation

[@LovelandBL]

It really helped thanks a lot 💜💜💜💜

[@lseinjr1]

I'm so glad!

[@fcsc7583]

Ty for the video! Please make more on computational chemistry! I'm on a master's degree in this area, you're helping me a lot.

[@mohammedlateef7549]

thank you

[@lseinjr1]

You're welcome

[@maryamdaneen7190]

Please make videos on approximations like LDA GGA U r explaining so well