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Deformations of Plane Rectilinear Complexes
The American Mathematical Monthly, 1944(1944). Deformations of Plane Rectilinear Complexes. The American Mathematical Monthly: Vol. 51, No. 5, pp. 247-252.
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2019
One of the primary goals in this book is to obtain analytical solutions for the equations of motion of fluids. In order that such solutions are found, fluid motion is often restricted to be stationary and two dimensional (2-D) in a plane. All fluid fields depend then on the x- and y-coordinates only, and the fluid velocity has no z-component, \(\vec {u}
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One of the primary goals in this book is to obtain analytical solutions for the equations of motion of fluids. In order that such solutions are found, fluid motion is often restricted to be stationary and two dimensional (2-D) in a plane. All fluid fields depend then on the x- and y-coordinates only, and the fluid velocity has no z-component, \(\vec {u}
openaire +1 more source