This paper concerns wave motion in tunable fluid-filled beams. The beams co
mprise two elastic faceplates with a central core of tunable fluid such as
electro-rheological or magneto-rheological fluid. Free wave propagation is
considered and three wave modes are seen to exist. The corresponding wavenu
mbers depend on the viscoelastic properties of the tunable fluid. which in
turn depend on the field applied to the fluid. Consequently, the wavenumber
s can be controlled. A systematic technique for describing wave transmissio
n and reflection in one-dimensional waveguides is described. This involves
transformations between wave amplitudes and waveguide displacements and int
ernal forces. Expressions are derived which describe wave reflection at a b
oundary, reflection and transmission at a change in section and reflection
and transmission at an attachment. Numerical results are presented for elec
tro-rheological fluid-filled beams and the junction between such a beam and
an Euler-Bernoulli beam. The reflection and transmission coefficients also
depend on the applied field so that the transmission characteristics are t
unable. (C) 2001 Academic Press.