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Asymptotic Locations of Eigenfrequencies of Euler–Bernoulli Beam with Nonhomogeneous Structural and Viscous Damping Coefficients
A slender beam has two spatially nonhomogeneous damping terms. The first one acts opposite to the bending moment time derivative and is sometimes called structural damping, while the second acts opposite to the velocity and is called viscous damping. When these damping coefficients are constant, it is known that structural …