Re4: Calculating the Reynolds Number 4

In iemisc: Irucka Embry's Miscellaneous Functions

Calculating the Reynolds Number 4

Description

Calculating the Reynolds Number 4

Usage

Re4(Q, nu, D)

Arguments

Q	numeric vector that contains the discharge value of the fluid (m^3/s or ft^3/s) Reference: Lindeburg Manual
nu	numeric vector that contains the kinematic viscosity of the fluid (m^2/s or lbf-sec/ft^2) Reference: Lindeburg Manual
D	numeric vector that contains the hydraulic diameters "(four times the area in flow divided by the wetted surface) is a characteristic length" (m or ft) Reference: Lindeburg Manual

Value

the Reynolds number as a numeric vector for Re4

Author(s)

Irucka Embry

See Also

Re1 for the additional seealso, description, details, note, and references sections, Re2, Re3

Examples

# part of Example 3 from Subramanian Pipe Flow Calculations

# Q = 2.23 * 10 ^ - 2 ft^3/s
# nu = 2.40 * 10 ^ -5 ft^2/s
# D = 9.03 * 10 ^ -2 ft

library(iemisc)

Re4(Q = 2.23 * 10 ^ -2, nu = 2.40 * 10 ^ -5, D = 9.03 * 10 ^ -2)

iemisc documentation built on Sept. 25, 2023, 5:09 p.m.