When two identical fluid motors are connected in parallel, what happens to their speed and torque?

When two identical fluid motors are connected in parallel, they maintain the same speed while their torque is effectively added together. This is because, in a parallel configuration, each motor experiences the same input fluid pressure and therefore operates under the same conditions. The flow rate is divided between the two motors, but the torque produced by each motor contributes to the total torque available in the system.

In this scenario, as each motor is identical, they will each produce the same torque. Therefore, the total torque output from both motors will be the sum of the individual torques. However, due to the parallel connection, the speed of each motor remains at the same level as that of a single motor. This is why "same speed, same torque" would not accurately reflect the behavior of the system, as the total torque would be greater than that of one motor alone.

Thus, in this case, the correct understanding of the configuration shows that while the speed remains constant for each motor, the overall torque doubles when considering the combined output from both motors. This aligns with the characteristics of fluid motors in parallel systems.