Quasiparticle interference in the pseudogap phase of cuprate ...
Quasiparticle interference in the pseudogap phase of cuprate ...
Quasiparticle interference in the pseudogap phase of cuprate ...
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QP INTERFERENCE 12<br />
Nodal approximation: importance <strong>of</strong> coherence factors<br />
One f<strong>in</strong>ds<br />
Λ(q, iω) = 1 L 2 ∑<br />
k<br />
(iω + ɛ + )(iω + ɛ − ) − ∆ + ∆ −<br />
(ω 2 + E+)(ω 2 2 + E−)<br />
2 ,<br />
k<br />
y<br />
with ɛ ± = ɛ<br />
√ k±q/2 , ∆ ± = ∆ k±q/2<br />
and E ± = ɛ 2 ± + ∆ 2 ±. L<strong>in</strong>earize<br />
near <strong>the</strong> nodes to obta<strong>in</strong><br />
v<br />
−<br />
F<br />
v∆<br />
Q’<br />
Q<br />
+<br />
v<br />
∆<br />
v<br />
F<br />
−<br />
k 2 k 1<br />
k<br />
x<br />
v<br />
F<br />
v<br />
∆<br />
+<br />
v<br />
∆<br />
v<br />
F<br />
Λ l<strong>in</strong> = 1<br />
v F v ∆<br />
∫<br />
d 2 k<br />
(2π) 2 −ω 2 + (k 2 1 − k 2 2) − (˜q 2 1 − ˜q 2 2)<br />
[ω 2 + (k + ˜q) 2 ][ω 2 + (k − ˜q) 2 ] .<br />
SLIDES CREATED WITH FoilTEX & PP 4