(Problem 2 - use MATLAB) Modeling liquid flow through a pipe involves a number of interrelated calculations based on system and fluid properties. For this problem, take note of the following: The pressure loss (AP) across a pipe is related to the fluid and pipe properties: Here we have the fluid density (p), the pipe length (L), the flow speed (v), the pipe diameter (D), and the friction factor (f). For fully turbulent flow, the friction factor may be calculated using the iterative equation: f has a value of less than 0.01 in most systems The term Re is known as the Reynolds number, and is a dimensionless quantity calculated using: Dpv Re (Problem 2 - use MATLAB) Modeling liquid flow through a pipe involves a number of interrelated calculations based on system and fluid properties. For this problem, take note of the following: The pressure loss (AP) across a pipe is related to the fluid and pipe properties: Here we have the fluid density (p), the pipe length (L), the flow speed (v), the pipe diameter (D), and the friction factor (f). For fully turbulent flow, the friction factor may be calculated using the iterative equation: f has a value of less than 0.01 in most systems The term Re is known as the Reynolds number, and is a dimensionless quantity calculated using: Dpv Re