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### Concepts of Schrodinger equation

Posted: **Fri Oct 18, 2019 7:20 pm**

by **Jielena_Bragasin2G**

Hi! I was wondering if anyone can explain to me the main concept of the Schrodinger equation because I am slightly confused about what I am supposed to know about it. Thank you!

### Re: Concepts of Schrodinger equation

Posted: **Sat Oct 19, 2019 9:19 am**

by **KeyaV1C**

Here’s what I have in my notes:

Schrodinger's wave function equation

-> Uses a wave function to describe position of e- in an atom

-> Ψ: height of wave at position (x, y, z)

-> Ψ^2: represents probability of finding an e- / electron density distribution

H(Hamiltonian)Ψ = E(energy)Ψ

↳ operate a change on Ψ = energy of Ψ

Ψ -> wave function -> orbital

many solutions (Ψ) → many orbitals

higher energy = larger orbitals

Ψ - s, p, d, f

### Re: Concepts of Schrodinger equation

Posted: **Sat Oct 19, 2019 11:49 am**

by **Naji Sarsam 1F**

An extra note which is important to keep in mind is that the "Wave Function" is a mathematical equation. That is why it is also called the Schrodinger Equation. Once you think of it in that way, it becomes very easy to contextualize all of the chemistry terms related to it.

We will not learn the equation itself or do calculations with it, as that is a higher level of chemistry. However, the job of the wave function is to be an equation which one could solve to figure out where the electron can be in an atom and its relative probability of being in those locations.

Since an electron can be in different places in an atom depending on its energy, the equation has many solutions. Thus, the s, p, d, and f orbitals are just names for the answers to the wave function--which describe where the electrons can be.

### Re: Concepts of Schrodinger equation

Posted: **Sat Oct 19, 2019 11:57 am**

by **Sally Qiu 2E**

schrodinger's equation solves for a wave function (treating electrons as matter waves) and it can be used to find the relative location of an electron and the probability of finding an electrons in a location.