Difference between revisions of "Linear response from real time simulations"
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In this section you will learn how excitonic effects can be captured in real-time | In this section you will learn how excitonic effects can be captured in real-time | ||
[[Real time Bethe-Salpeter Equation (TDSE)]] | [[Real time Bethe-Salpeter Equation (TDSE)]] | ||
==Links for schools== | |||
* Back to [[Rome 2023#Tutorials]] | |||
* Back to [[ICTP2020]] | |||
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|style="width:15%; text-align:left"|Prev: [[ | |style="width:15%; text-align:left"|Prev: [[Tutorials| Tutorials Home]] | ||
|style="width:70%; text-align:center"|Now: [[ | |style="width:70%; text-align:center"|Now: [[Tutorials| Tutorials Home]] --> [[Linear response from real time simulations|Linear Response]] | ||
|style="width:15%; text-align:right"|Next: [[Introduction to Real Time propagation in Yambo|Theory]] | |style="width:15%; text-align:right"|Next: [[Introduction to Real Time propagation in Yambo|Theory]] | ||
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Latest revision as of 09:10, 27 April 2023
Step 0: Theoretical background
To follow the present tutorial you need to know the basic concepts about real time propagation in the yambo code Introduction to Real Time propagation in Yambo
Step 1: Prerequisites
Before running real time simulations in yambo you need to perform the steps described in Prerequisites for Real Time propagation with Yambo
Step 2: Independent particles
In this section you will learn how to compute, in practice, a spectrum at the independent particles level using the real-time propagation Real time approach to linear response
Step 3: Real time approach to the Bethe--Salpeter equation
In this section you will learn how excitonic effects can be captured in real-time Real time Bethe-Salpeter Equation (TDSE)
Links for schools
- Back to Rome 2023#Tutorials
- Back to ICTP2020
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