Josh2008
Mechanical
- Sep 25, 2008
- 42
I'm looking to plot a system curve for a conveyor system (Torque vs RPM), similar to that of a pumping system (pressure vs. flowrate), so that I can send it off to verify that an electric motor can accelerate my system within my alotted time.
I have been using Belt Analyst software, as well as the CEMA Belt Conveyors for Bulk Materials as references, but I'm not sure how to get the torque vs rpm.
My system is a two speed setup, where it modulates between a slow and fast speed that is controlled by time. I have alotted a specific time to accelerate between the two speeds. The low speed first runs with no material on the belt. After a period of time the material begins loading onto the belt at the low speed. Soon after, the material loading stops and the belt accelerates to high speed operation. The belt transfers all of the material off of the belt and slows back down to the slow speed.
Ultimately I believe I need to calculate an equation for belt tensions (force) with respect to belt speed, as torque is a function of the effective belt tension and pulley diameter, and RPM is a function of belt speed and pulley diameter.
I'm lost when calculating belt tensions with respect to belt speed. Cema has a long formula to calculate effective belt tension at the head pulley but it is dependant on a lot of variables, which include belt speed and mass flow rate.
Any suggestions?
I have been using Belt Analyst software, as well as the CEMA Belt Conveyors for Bulk Materials as references, but I'm not sure how to get the torque vs rpm.
My system is a two speed setup, where it modulates between a slow and fast speed that is controlled by time. I have alotted a specific time to accelerate between the two speeds. The low speed first runs with no material on the belt. After a period of time the material begins loading onto the belt at the low speed. Soon after, the material loading stops and the belt accelerates to high speed operation. The belt transfers all of the material off of the belt and slows back down to the slow speed.
Ultimately I believe I need to calculate an equation for belt tensions (force) with respect to belt speed, as torque is a function of the effective belt tension and pulley diameter, and RPM is a function of belt speed and pulley diameter.
I'm lost when calculating belt tensions with respect to belt speed. Cema has a long formula to calculate effective belt tension at the head pulley but it is dependant on a lot of variables, which include belt speed and mass flow rate.
Any suggestions?