Does the viscosity unit "$\mathrm{ps}$" exist or is it a misprint and refers to poise "$\mathrm{P}$"? Thank you

A liquid of $0,014\,\mathrm{ps}$ viscosity and $1,4\,\mathrm{g/cm^3}$ density circulates through a $3,14\,\mathrm{cm^2}$ section pipe with a flow rate of $0,352\,\mathrm{liters/s}$. Determine the Reynolds number of the flow and decide if the liquid is flowing in laminar or turbulent regime. Sun: $Re = 22415$; turbulent regime

Does the viscosity unit "$\mathrm{ps}$" exist or is it a misprint and refers to poise "$\mathrm{P}$"? Thank you

A liquid of $0.014\,\mathrm{ps}$ viscosity and $1.4\,\mathrm{g/cm^3}$ density circulates through a $3.14\,\mathrm{cm^2}$ section pipe with a flow rate of $0.352\,\mathrm{liters/s}$. Determine the Reynolds number of the flow and decide if the liquid is flowing in laminar or turbulent regime. Sun: $Re = 22415$; turbulent regime

Does the viscosity unit "$ps$" exist or is it a misprint and refers to poise "$p$"? Thank you

A liquid of $0,014~ps$ viscosity and $1,4~g/cm^3$ density circulates through a $3,14~cm^2$ section pipe with a flow rate of $0,352~liters/s$. Determine the Reynolds number of the flow and decide if the liquid is flowing in laminar or turbulent regime. Sun: $Re = 22415$; turbulent regime

Does the viscosity unit "$\mathrm{ps}$" exist or is it a misprint and refers to poise "$\mathrm{P}$"? Thank you

A liquid of $0,014\,\mathrm{ps}$ viscosity and $1,4\,\mathrm{g/cm^3}$ density circulates through a $3,14\,\mathrm{cm^2}$ section pipe with a flow rate of $0,352\,\mathrm{liters/s}$. Determine the Reynolds number of the flow and decide if the liquid is flowing in laminar or turbulent regime. Sun: $Re = 22415$; turbulent regime