Abstract: A jamiton corresponds to a traveling wave type solution that appears from the phantom congestion phenomenon and theoretically in macroscopic traffic equations. The objective was to study numerically the exit velocities and other emergent properties in jamiton collisions on a circular route, motivated by kink-antikink collisions in the phi^4 equation. For this, a numerical method based on finite volumes is established to simulate the jamiton collision with good accuracy. From the simulations, it is conjectured that the collision of two jamitons originates a new jamiton. Then, 274 jamitons of different sizes were collided and it was observed that the exit velocity presents a different behavior than phi^4. Also, the following were studied: The amplitude, length and driver reaction time dependencies.