  We study the quantum Seiberg-Witten (SW) curves for $(A_1, G)$-type
Argyres-Douglas (AD) theory by taking the scaling limit of the quantum SW curve
of $N=2$ gauge theory with gauge group $G$. For $G=A_r$, the quantum SW curve
of the AD theory is consistent with the scaling limit of the curve of the gauge
theory. For $G=D_r$, we need the quantum correction to the SW curve of the AD
theory, which depends on the quantization condition of the original SW curve.
We also study the universality of the quantum SW curves for $(A_1, A_3)$ and
$(A_1, D_4)$-type AD theories.
