Formula Used:
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Number of Workpiece Revolution is defined as the number of times the workpiece rotates completely about its axis during a machining operation. It is a crucial parameter in grinding operations, particularly during spark-out operations where the grinding wheel continues to rotate without feed to improve surface finish.
The calculator uses the formula:
Where:
Explanation: The formula calculates the total number of workpiece revolutions by multiplying the time duration of the spark-out operation by the rotational frequency of the workpiece.
Details: Calculating the number of workpiece revolutions is essential for optimizing grinding processes, ensuring proper surface finish quality, and determining the appropriate duration for spark-out operations to achieve desired machining results.
Tips: Enter the time taken for spark-out operation in seconds and the rotational frequency in Hertz. Both values must be positive numbers greater than zero for accurate calculation.
Q1: What is spark-out operation in grinding?
A: Spark-out operation is the final phase of grinding where the grinding wheel continues to rotate without additional feed to remove residual stresses and improve surface finish quality.
Q2: Why is rotational frequency important in this calculation?
A: Rotational frequency determines how many revolutions occur per unit time, which directly affects the total number of revolutions during the spark-out period.
Q3: How does the number of revolutions affect surface finish?
A: More revolutions during spark-out typically result in better surface finish as it allows for more consistent material removal and stress relief.
Q4: Can this formula be used for other machining operations?
A: While specifically designed for spark-out operations in grinding, the basic principle can be applied to other rotational machining processes where revolution count needs to be calculated.
Q5: What factors affect the optimal number of revolutions for spark-out?
A: Material properties, wheel characteristics, desired surface finish, and initial surface conditions all influence the optimal number of revolutions required for effective spark-out.