Explain the method of balancing of different masses revolving in the same
plane
Answers
Answer:In order to balance a single rotating mass by two masses rotating in different planes which are parallel to the plane of rotation of the disturbing mass i) the net dynamic force acting on the shaft must be equal to zero, i.e. the centre of the masses of the system must lie on the axis of rotation and this is the ...
Explanation:
Answer:
To balance a single rotating mass with two masses rotating in different planes parallel to the disturbing mass's plane of rotation, I the net dynamic force acting on the shaft must be zero.
Explanation:
A weight B at a distance b is attached to the same axle in the diametrically opposite direction to completely balance the mass m. in the same plane, respectively Each mass then generates a centrifugal force acting radially outwards from the rotation axis.
ω2 If F=0, all of the masses will be in equilibrium.
Multiple masses in the same plane must be balanced:
- The rotor is statically balanced when a system of masses rotates in the same lane and the vector sum of centrifugal forces is zero.
- The rotor is unbalanced if the vector sum of centrifugal forces is not zero, and a single counter mass is introduced to at some radius so that the vector sum of all centrifugal forces is zero.
- Balancing a single rotating mass with a single rotating mass in the same plane. Balancing a single rotating mass with two rotating masses in different planes. Multiple masses rotating in a single plane must be balanced.
- Balancing entails redistributing mass, which can be accomplished by adding or removing mass from various machine components.
- The balancing of rotating masses can be a difficult task. A single rotating mass is balanced by another rotating mass in the same plane. A single rotating mass is balanced by two rotating masses in different planes.
- The balancing of several rotating masses in the same plane. Balancing of multiple rotating masses in different planes