Though the theory of viscosity has a number of applications, yet the viscous resistance on bearings is important. The following points may be noted for viscous resistance:
(a) Torque required to overcome viscous resistance of footstep bearing is:
N = Speed of the shaft,
R = Radius of the shaft, and
t = Thickness of the oil film.
(b) Torque required to overcome viscous resistance of a collar bearing is
(a) Torque required to overcome viscous resistance of footstep bearing is:
N = Speed of the shaft,
R = Radius of the shaft, and
t = Thickness of the oil film.
(b) Torque required to overcome viscous resistance of a collar bearing is
where
R1 and R2 = External and internal radius of collar.
(c) The coefficient of viscosity may be found out, experimentally, by the following methods:
(i) Capillary tube method
(ii) Orifice type viscometer;
(iii) Rotating cylinder method; and
(iv) Falling sphere method.
(d) The coefficient of viscosity (in poises), according to the method of orifice type viscometer, is
R1 and R2 = External and internal radius of collar.
(c) The coefficient of viscosity may be found out, experimentally, by the following methods:
(i) Capillary tube method
(ii) Orifice type viscometer;
(iii) Rotating cylinder method; and
(iv) Falling sphere method.
(d) The coefficient of viscosity (in poises), according to the method of orifice type viscometer, is
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