Engineering Background

            In fluid mechanics, a tool used to measure the equivalence of systems and to assess the conditions of pipe flow is the Reynolds number. The Reynolds number can be calculated using the following equation:

equation for reynolds number: Re = vs times L times p divided by u

where

p is density, vs is velocity, L is characteristic length and u is dynamic viscosity

Reynolds numbers higher than 40,000 generally correspond to turbulent flow conditions. Turbulent flow is desirable for wind tunnel testing because it accurately reproduces normal flow conditions around a truck at high speeds. In turbulent flow, air velocity is relatively uniform over the diameter of the tube, as shown in Fig 1.

The flow at the center of the tube is especially uniform and is consequently the best location for a model to be placed if one's aim is to place it under conditions accurately replicating a normal environment.

image depicting turbulent flow in wind tunnel
Fig 1: Turbulent flow in wind tunnel


Reynolds numbers below 40,000 are indicative of laminar flow. Laminar flow in a pipe results in a great variation in flow speed between the edges of the pipe and the center (Fig 2). Consequently, laminar flow requires very careful positioning of the model in the wind tunnel and the flow does not mimic normal conditions accurately.

Image depicting laminar flow in wind tunnel

Fig 2: Laminar flow in wind tunnel

 

Before you move on, try answering these comprehension questions. Place your cursor over the question to read the answer.

 

 

Click here to move on to the Engineering Objectives page.