Nonlinear pulse propagation - the Keller Group
Nonlinear pulse propagation - the Keller Group
Nonlinear pulse propagation - the Keller Group
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Comparison of SPM and GDD<br />
Everything calculated for an initially 10-fs long Gaussian <strong>pulse</strong><br />
φ 2<br />
After SPM (n 2 >0):<br />
( t) = −kn 2<br />
I ( t) L K<br />
= −kn 2<br />
L K<br />
A( t) 2 ≡ −δ A( t) 2<br />
After 100 fs 2 of GDD:<br />
ϕ(ω ) = 1 2 ⋅100 fs2 ⋅( ω − ω 0 ) 2<br />
• “Red” before “blue”<br />
• Chirp is (mostly) linear in center<br />
⇒ Negative GDD can compensate linear chirp in center of SPM broadened <strong>pulse</strong>