Consider an unsteady, incompressible flow of a diver through a converging duct. The velocity field of the diver is app
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Consider an unsteady, incompressible flow of a diver through a converging duct. The velocity field of the diver is app
Consider an unsteady, incompressible flow of a diver through a converging duct. The velocity field of the diver is approximated by V = (u, π, w) = 0.6x i + 0.2t j β 1.4 k (m/s). The pressure field in the duct is given by P (x, y, z) = 400 β 0.4y β 0.6z β 0.2 (5 β π₯)ΰ¬Ά (kPa). Calculate the pressure change that the diver feels after 10 seconds of swimming in the duct, as it goes through x = 1 m. (Keep the proper units through your calculations). Is the calculated pressure change a scalar or a vector?
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