Angular Range of Motion for 2 Limit Sensors in 83° Arc

In summary, the conversation discusses the use of limit sensors in a circular arc around a servo motor and the angle between them. The speaker is inquiring about the angular range of motion that can be achieved and the clearance needed to avoid tripping the limit sensor.
  • #1
miloziz
17
0
If I have 2 limit sensors set in a circular arc around a rotating servo motor, and the angle between them is 83°, approximately what is the angular range of motion that I can achieve? Please take into account, and let me know what clearances I need to be aware of (i.e. how many degrees clearance should I leave between the end of the range of motion, and when the limit sensor is tripped).
 
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  • #2
Not sure what you are asking.
The sensor will have an angle range that it is held over.
So if trips ON when the wheel is over it there will be a finite angle before it is OFF.
 
  • #3


The angular range of motion that you can achieve with 2 limit sensors set in a circular arc with an angle of 83° would be approximately 166°. This is because the angle between the two sensors represents half of the total range of motion.

In terms of clearance, it is recommended to leave at least a few degrees of clearance between the end of the range of motion and when the limit sensor is tripped. This will ensure that the servo motor does not hit the physical limit and potentially cause damage to the motor or the sensors. A safe range of clearance would be around 5-10 degrees, but it is always best to leave a slightly larger margin for error.

It is also important to consider the accuracy and precision of the limit sensors themselves. Depending on the quality and calibration of the sensors, there may be some slight variation in the actual angle at which they are triggered. Therefore, it is advisable to test and adjust the sensors to ensure they are triggering at the desired angle for optimal performance.

In conclusion, with 2 limit sensors set in a circular arc with an angle of 83°, you can achieve an angular range of motion of approximately 166° while leaving a few degrees of clearance for safety purposes. However, it is important to also consider the accuracy and precision of the sensors in order to achieve the desired results.
 

What is the purpose of measuring the angular range of motion for 2 limit sensors in an 83° arc?

The purpose of measuring the angular range of motion for 2 limit sensors in an 83° arc is to determine the maximum and minimum angles at which a certain object or system can move. This information is important for designing and optimizing the movement of mechanical systems, such as robotic arms or machine parts.

How is the angular range of motion calculated?

The angular range of motion is calculated by measuring the position of an object or system at its maximum and minimum angles using the two limit sensors. The difference between these two positions is the angular range of motion. This can be expressed in degrees or radians.

What factors can affect the angular range of motion?

The angular range of motion can be affected by various factors, including the size and shape of the object or system, the type and placement of the limit sensors, and any external forces or constraints acting on the object. Additionally, the mechanical properties of the object, such as its flexibility and friction, can also impact the angular range of motion.

Why is it important to have 2 limit sensors for measuring the angular range of motion?

Having 2 limit sensors allows for a more accurate measurement of the angular range of motion. This is because it provides two different reference points, allowing for a more precise calculation. Additionally, having two sensors can also help detect any errors or malfunctions in the measurement process.

How can the angular range of motion be used in practical applications?

The angular range of motion is a crucial factor in designing and optimizing the movement of mechanical systems. It can also be used in quality control processes to ensure that a system is functioning within its designated range of motion. Additionally, the angular range of motion can also be used in biomechanics studies to analyze the movement capabilities of the human body.

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