Page 9 - Combined_73_OCR
P. 9

S = Car Reference Area (21.8 ft2 full scale)

                                     = Vehicle Rake Angl     C D



                          CORRECTIONS AND CORRELATION - When testing scale models mounted over

                       fixed ground plane in closed jet wind tunnels, numerous corrections

                    must be considered in order to relate the tests to the actual vehicle.

                    Reynolds Number corrections and boundary layer simulation at the ground

                    plane were already discussed in the sections on model description and

                     installation. In addition, corrections for bouyancy and blockage are

                    also normal      required.


                          Bouyancy effects are caused by the longitudinal static pressure

                    gradient in the test section. This gradient is caused by boundary laye

                    growth along the tunnel walls and the loss in total pressure due to

                    friction. Since the tunnel static pressure becomes more negative along

                    the length of the model, the model drag is increased. By measuring the

                    static pressure gradient in the test section and applying the methods of

                    correction outlined in Pope (3), bouyancy can be easily evaluated.



                          When the model is placed in the closed test section, the  n             o  s-

                    sectional area of the test section is effectively reduced and the local

                    velocities at the model increased. This            0 )  ffect is referred to as

                     ’’solid blocking and results in a velocity at the model that is highe

                    than the indicated velocity measured upstream of the model. In addition

                    to ’’solid blocking”, the fact that the air is slowed down in the wake of

                    the model and, consequently, speeded up outside the wake, results in an­

                    other correction called ’’wake blocking”. If the model is quite large in

                    cross-sectional area (greater than 1 or 2%) relative to test section area,

                    blockage effects must be accounted for.



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