  We study quantized Coulomb branches of quiver gauge theories of Jordan type.
We prove that the quantized Coulomb branch is isomorphic to the spherical
graded Cherednik algebra in the unframed case, and is isomorphic to the
spherical cyclotomic rational Cherednik algebra in the framed case. We also
prove that the quantized Coulomb branch is a deformation of a subquotient of
the Yangian of the affine $\mathfrak{gl}(1)$.
