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We obtain two dimensional analogue of the Jordan-Brans-Dicke (JBD) gravityaction described in four dimensional spherically symmetric curved space timemetric. There will be two scalar fields, namely, the Brans Dicke (BD) $\phi$and scale factor of 2-sphere part of the space time $\psi.$ We obtainedsuitable duality transformations between $(\psi,\phi)$ and $(\rho,S)$ where$\rho$ and $S$ is respectively amplitude and phase part of the corresponding deBroglie pilot wave function $\Psi(\rho,S)=\sqrt{\rho}e^{iS}.$ Covariantconservation of mass-energy current density of particles ensemble$J_a=\rho\partial_aS,$ is established by applying a particular dynamicalconformal frame described by $(\rho,S).$

Spherically symmetric Jordan-Brans-Dicke quantum gravity with de Broglie Bohm pilot wave perspective