You may not always find the "perfect" coupling for your motion system, but when it comes time to select a coupling that will best suit your needs, keep these 7 tips in mind to help find the best solution possible.
You will get efficient and thoughtful service from Huading.
The inertial mass of the rotating system has a significant impact on the demands put on your coupling. Both the rate of acceleration and rate of deceleration needs to be factored in. Sudden braking of a high-speed or high-inertia system can cause a large torque spike to pass through the coupling resulting in its damage.
While a machine is running it may be heating up and cooling down or operating at an elevated temperature. When this happens, there can actually be some relative movement between the shafts that had not been considered previously. The reason this is important is that not all coupling solutions are capable of axial compliance, and are considered axially rigid. The risk in this situation is the possibility of putting a large axial load onto the bearings of the motor. The same motor loading can be true with thrust loads.
In a motion control system, there can be loading of the motor bearing if a solid coupling is used and transmits axial loads to the motor before engaging thrust bearings.
Parallel offset is a more difficult misalignment to accommodate than angular misalignment. Couplings generally do a good job at .010 inches and below (parallel offset). Once you start hitting .020 inches or more of offset, you're going to have a harder time finding a coupling that's going to fit in a relatively compact package. If you find a coupling that has a large parallel offset capability be sure and check its speed rating. Usually when a coupling can handle a large parallel offset the product is limited in its maximum RPM rating.
Keep in mind if the coupling is operating in a harsh environment and/or corrosive atmosphere. Different materials will need to be considered depending on the type of environment. In a severely corrosive environment, specialty materials such as MP35N or Titanium may be the best option. Another environmental consideration is temperature. Certain alloys lose significant strength at elevated temperatures, or for certain elastomeric type couplings, the temperature limits may be limited. In higher temperature applications Inconel may be the material of choice. If the coupling is used in food or medical environments then the material options might be limited to certain stainless steel or Titanium.
Many applications are relatively easy to solve with most couplings if you’re operating at 5,000-10,000 RPM. In today’s high-speed applications it may be possible to reach 25,000 RPM, and sometimes up into 75,000-80,000 RPM. You’ll need to factor in not just torque capacity but how well balanced is the coupling for that type of speed because if it’s not either a balanced coupling or design that’s symmetrical by nature, which makes it a statically balanced part, you’re going to be running into a vibration situation due to the imbalance.
When looking for your best coupling solution, remember there is no governing body for couplings and how their performance is rated. It could be from calculations or the results of testing by the manufacturer. Make sure that you read the data carefully because one manufacturer may have a torque rating and when you look at the footnotes, their torque rating is for static torque which means it’s the torque that will yield the coupling versus another company that uses a dynamic torque, where the rating based upon a high-cycle environment. We actually de-rate the coupling torque capacity based upon realizing that they’re going to be going through millions and millions of revolutions.
In the power transmission field, there are many different types of couplings that can be used in order to transfer power from the gear side to the machine. Taking into consideration that each specific application has its own features, it is extremely important to analyse and check what characteristics should our coupling have, to ensure a long-life cycle and a successful performance of our machinery.
We should take into account the following factors in the coupling selection process:
It is important to analyse the area, the temperature where the coupling is going to be exposed, and also if the device is going to be in a corrosive environment or not.
The space might be an issue when placing the coupling. In some applications there is a limited or a difficult access to locate the coupling. Therefore, this is also another key aspect to take into consideration for the coupling selection.
The type of shafts should be checked, as well as the diameter and the length.
As an example; considering the access, space required, and the shaft types, we have to analyse what size would apply best to our installation from our range of products.
The operator should check what types of misalignments should be corrected; parallel, torsional, axial, angular or lateral.
The main target consists on understanding what kind of performance we want to have with our coupling; high torque, high speed, repeatability or high level of flexibility and cushioning.
Decide which type of coupling will be most appropriate depending on the above aspects.
In order to determine the type of coupling to be used the following formula should be applied:
M = N hp/ n. . K
M = N kW/ n. . k
If you are looking for more details, kindly visit Flexible Coupling Types.
M = Nominal torque
N = Driving-motor power (CV or KW)
n = Minimum speed of the connected axles (rpm)
k = Multiplying co-efficient
The value obtained on applying the formula should be less or equal than the indicated in the tables of sizes and powers that refer to the corresponding coupling in the column “nominal torque”.
Notes:
The values indicated in the above table are by no means applicable to every case. If, for example, one of the machines to be coupled displays such a degree of irregularity that it is judged necessary to carry-out technical investigations of the oscillations, then it is recommended to proceed to the selection of the multiplying co-efficient using the enclosed questionnaire.
K-coefficient calculation guidance for different groups of machines.
The elevator bucket is driven by a motor of 16 kW; n=1.450 rpm., by means of a reducer whose outlet axle rotates at a speed of n= 180 rpm. The motor and reducer are protected by a UNE-FLEX flexible axle coupling.
1. COUPLING BETWEEN MOTOR AND REDUCER
N = 16 kW
n = rpm
M = NKw/n. . k
Elevator buckets figure in group 2 of the classification. Under “variable load machinery”. The multiplying co-efficient k = 1,5 figures in the k value table under heading 2 and in the classification of machines driven by “electric motor”.
M = 16/ x x 1.5 = 158.07 Nm
Then, according to the power table. the appropriate coupling for a torque of 158 Nm. is model M-5.
2. COUPLING BETWEEN REDUCER AND ELEVATOR, BUCKET MECHANISM
N = 16 kW
n = 180 rpm
M = NKw/n. . k
M = 16/180 x x 1.5 = Nm
Then, according to the power table, the appropriate coupling for a torque of Nm is the model M-9.
Note: to carry out the correct selection of a coupling, an indication of power and speed is generally sufficient. However, it’s better to have the following information as well:
For more information, please visit Half Gear Half Rigid Couplings.
Previous: None
Comments
Please Join Us to post.
0