The effect of radial boundaries on the ion-dust streaming instability is investigated. Possible applications of our work to certain low-temperature dusty plasma experiments are discussed.The effect of radial boundaries on dust-acoustic (DA) [1] and dust-ion-acoustic [2] waves in a collisional dusty plasma has been investigated previously [3] (see also [4,5]). In a cylindrical geometry, the radial boundaries lead to a frequency cut-off in the DA wave dispersion, i.e. the wave can have finite frequency as the axial wavenumber k → 0 (see also [6]). Recently, this behavior was reported in a dusty plasma wave experiment [7]. Since the DA wave can be driven by ions streaming relative to the dust grains [8,9], it is of interest to investigate the conditions under which radial boundaries may affect the ion-dust streaming instability. Thus, we extend our previous analysis of the DA wave in a radially bounded collisional dusty plasma [3] accounting for the streaming of charged particles in an electric field. We note that recently, an analysis of an ion streaming instability in a radially bounded collisionless quantum dusty plasma has been reported [10]. Our dusty plasma model is weakly ionized and contains electrons, singly charged ions, and negatively charged dust grains of the charge state Z d (i.e. the dust charge q d = −Z d e). In the equilibrium, the quasineutrality condition readswhere n j0 is the equilibrium density of the plasma species j, where j = e, i, d stands for the electrons, ions, and dust, respectively. The plasma has a cylindrical geometry with coordinates r, θ, and z. There is an electric field E 0 = E 0ẑ , whereẑ is the unit vector along the longitudinal axis of the cylinder, viz. the z -direction. Each charged species acquires a drift due to this electric field, given byHere q j , m j , and ν j are the charge, mass, and collision frequency, respectively, of the particle species j. It is assumed that the collision rates are due primarily to collisions of charged particles with neutrals.