Liquid A forms a concave meniscus of radius \(R\) in a capillary tube in which its capillary rise is \(b_{A}\). Liquid \(B\) has twice the surface tension and twice the mass density of liquid \(\mathrm{A}\) and forms a concave meniscus of radius \(R / 2\) in an identical capillary tube. How does the capillary rise \(b_{\mathrm{B}}\) of liquid B compare with \(h_{A}\) ?