A dynamical model of river-lake interaction is used to quantitatively examine the physical behavior of the Kamloops Lake-Thompson River system in British Columbia. Analysis is based on the so-called filling-box method which predicts the thermal stratification of the lake relative to hydrological conditions; specifically the river's effect on thermocline formation and decay, convective overturn, heat exchange, and particle residence time are examined. The model can be used to simulate the effects of hypothetical developments in the watershed and to examine physical processes relevant to the release of pollutants upstream.It is increasingly evident that riverattention is focused on thermocline forlake interactions have an important but mation and decay, convective overturn, poorly understood environmental effect, and heat budget considerations. There especially in lakes and reservoirs with have been many studies of lake thermal short residence times. For example, in structure (e.g. Dake and Harleman 1969; the Kamloops Lake-Thompson River sys- Huber et al. 1972; Sundaram and Rehm tern in British Columbia (Carmack et al. 1979;St. John et al. 1976) seasonal vari-1973; Rahman and Marcotte 1974; Tuckations in river discharge and temperature er and Green 1977). Our model, however, not only predicts thermal structure, but dominated the lake's circulation, stratification, and mixing characteristics and the also-albeit in a simplified sense-ineludes the dynamical effects of heat adseasonal progress of algal growth in both the lake and downstream river was largevection, together with a separate consideration of river plume dynamics. Special ly determined by physical and chemical emphasis is placed on convective proconditions related to river inflow. These cesses caused by the nonsynchronous conclusions were based solely on inspection of field data, and no attempt was passage of lake and river temperatures through the temperature of maximum made to examine, on a seasonal basis, the density. We also introduce the notion of quantitative effects of river inflow on particle residence time: the time it takes water column structure. a unit volume of river water to exit the Here we develop a simple, dynamical lake at any given time of year. model of river-lake interaction. Particular Our analysis is based on the filling-box 201