NEXTENSIBLE FLOWS OF b-TANGENT DEVELOPABLE SURFACES OF BIHARMONIC NEW TYPE b-SLANT HELICES ACCORDING TO BISHOP FRAME IN THE SOL SPACE Sol^3

In this paper, we study inextensible flows of b-btangent developable surfaces of biharmonic new type b-bslant helix in the Sol^3 . We obtain partial differential equation for tangent developable surfaces of biharmonic new type b-slant helix in terms of their Bishop curvatures. Finally, we find explicit parametric equations one-parameter family of the b-btangent developable surface of a unit speed non-geodesic biharmonic new b-bslant helix in Sol^3.