How to output quantum states for each time step using an optimized control pulse? #113
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Leeseok-628
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Why should the propagation return a fidelity of 1? Optimal control is generally asymptotic: you can get close to 1, but you won't reach 1. In this case, it looks like you stopped the optimization when you reached 99.6%. The discrepancy between |
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After obtaining an optimized control pulse solution using Krotov's package, I would like to print out density matrices for each time step. Initially, I attempted to accomplish this using
qutip.mesolve
, but found that the resulting solutions were different (e.g., see the code below). I then attempted to use the propagator function (after reading through this notebook), but still encountered discrepancies.Therefore, my inquiry is: What is the correct way to output quantum states for each time step, given a list of optimized control pulses?
To make my question clearer, below is an example of my code that failed. What I want is to make the fidelity to$1$ . However, both the
qutip.mesolve
andpropagator
function methods gave fidelity values below 1. What could be the issue with my code?Beta Was this translation helpful? Give feedback.
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