Nonaxisymmetric wave propagation through a viscous fluid in a viscoelastic tube

¹Department of Mathematics, Kansas State University, Manhattan.

|March 1, 1991

Abstract:

The eigensolution of a nonaxisymmetric linear wave propagation through a viscous fluid in a viscoelastic pipe is obtained. The solution can serve as a foundation for studying nonaxisymmetric blood flow. Some leading eigenvalues for two special cases are computed. The result shows that nonaxisymmetric modes decay fast during their propagation.

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