Editing Grashof number (section)

==Effects of Grashof number on the flow of different fluids==
In a recent research carried out on the effects of Grashof number on the flow of different fluids driven by convection over various surfaces.<ref name="ShahAnimasaun2018">{{cite journal|last1=Shah|first1=Nehad Ali|last2=Animasaun|first2=I.L.|last3=Ibraheem|first3=R.O.|last4=Babatunde|first4=H.A.|last5=Sandeep|first5=N.|last6=Pop|first6=I.|title=Scrutinization of the effects of Grashof number on the flow of different fluids driven by convection over various surfaces|journal=Journal of Molecular Liquids|volume=249|year=2018|pages=980–990|issn=0167-7322|doi=10.1016/j.molliq.2017.11.042}}</ref> Using slope of the linear regression line through data points, it is concluded that increase in the value of Grashof number or any buoyancy related parameter implies an increase in the wall temperature and this makes the bond(s) between the fluid to become weaker, strength of the internal friction to decrease, the gravity to becomes stronger enough (i.e. makes the specific weight appreciably different between the immediate fluid layers adjacent to the wall). The effects of buoyancy parameter are highly significant in the laminar flow within the boundary layer formed on a vertically moving cylinder. This is only achievable when the prescribed surface temperature (PST) and prescribed wall heat flux (WHF) are considered. It can be concluded that buoyancy parameter has a negligible positive effect on the local Nusselt number. This is only true when the magnitude of Prandtl number is small or prescribed wall heat flux (WHF) is considered. Sherwood number, Bejan Number, Entropy generation, Stanton Number and pressure gradient are increasing properties of buoyancy related parameter while concentration profiles, frictional force, and motile microorganism are decreasing properties.