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Model
$$ H( k) =\begin{pmatrix} \varepsilon _{v}( k+A( \tau)) & d\cdotp E( \tau)\\ d\cdotp E( \tau) & \varepsilon _{c}( k+A( \tau)) \end{pmatrix} $$ $$\varepsilon _{v,c}( k) =\pm \Delta/2 \mp 2t\cos( k)$$ $$E(\tau)=E_0\sin(\Omega \tau)$$
Parameters
Delta (Bandgap)
7.0
t (Hopping)
1.0
Omega (Photon energy)
3.0
E0 (Field strength)
2.0
d (Dipole moment)
0.1
n (Floquet truncation)
2
Calculating...