In this paper a test bench dedicated to the analysis of a lubricated spherical pair is presented. The experimental set-up has been used to validate a numerical code that has been developed by the authors in order to simulate a complex lubricated spherical pair that affects the reliability of a novel continuous variable transmission (CVT). The test bench is modular and can be adapted to other lubricated pairs, either cylindrical or spherical. The stand is equipped with an I/O control card and allows the on-line acquisition of some important parameters. As for the numerical code, the finite-difference method has been used to solve the indirect problem in the lubricated spherical pad, under the condition of hydrodynamic regime, with externally pressurized inlets. Two simulators are needed since the physical properties of the test bench and the real system are different. The one that simulates the behavior of the spherical pair in the test stand has been used to ascertain the numeric approach prediction capability. Indeed, the experimental tests gave results which are in very good correspondence with the numerical predictions. Hence, the second simulator, which has been tailored on the particular spherical pair the CVT is equipped with, gained reliability in predicting the behavior of the real system under different load and speed conditions. These predictions have been useful in achieving new insights into the novel CVT, which, under this new light, has been criticized by making the point that its range of application in automotive is, at the actual state of the art, rather limited, in spite of a high intrinsic complexity.1 2 3 4 5 6 7 8 8 5 6 7 9 911. This makes the BTCVT very appealing for automotive applications, since the engine could work within optimized regions of the state variables, with great benefit for the efficiency.Unfortunately, the torques required in automotive applications are quite high and, therefore, a great normal force between rolling elements is expected to avoid sliding. On the other hand, the whole system must work in an oil bath, which makes it difficult to achieve a good traction effect between rolling elements. This problem is crucial for the effectiveness of the whole class of traction-driven CVTs and it has been partially solved only after the introduction of the so-called traction oils, which allow, under certain conditions, traction coefficients of up to 0.16 to be achieved. 2 By imposing the force balance on each ball, qualitatively represented in Figure 3, it can be shown 1 that each spherical socket must exert a great force on the corresponding ball, otherwise direct contacts will occur between balls and sockets. Hence, the whole functionality of the BTCVT relies on the effectiveness of these spherical pairs.On the other hand, the relative motion of the ball with respect to the socket has a spherical nature, which makes the adoption of rolling bearings very impractical. As a consequence, the only reasonable solution is a lubricated spherical pair and the real problem is so represe...