calculation and design of speed and power agitator
DESCRIPTION
calculation for agigatorTRANSCRIPT
-
Design of Agitator8 Batch Volume V = 46 Vessel Diameter T = 1.56 Agitator diameter D = 0.6
Agitation rpm N = 100 rpm
l = 3 m
No of Agitator n = 2
Properties of reactor contentsDensity = 1200 kg/m3Viscosity = 100 cp
Agitator Data7 Agitator Type
Calculation
Power Requirement
Power Number Np = 4.8Power Required P = 5.637 hpGland Loss (10%) = 0.564 hpTransmission loss (20%) = 1.240Total requirement P = 7.44 hpRounding to P = 7.00 hp
Agitator shaft diameterSelect shaft MOC = SS304Permissible shear stress, fs = 40 N/mm2Elastic limit , f = 260 N/mm2Modulus of Elasticity, E = 210000 N/mm2
Output Torque, Tc = 498917.1975 N-mmMax. torque, Tm = 748375.8 N-mmPolar modulus of section of c/s , Zp = 18709.395
= 95334.496d = 45.68 mm
= 3326 NBending moment, M = 9978344 N-mm
Overhang of agitator between shaft bearing & agitator
mm3(d)3 mm3
Force acting on radius from the axis of agitator shaft, Fm
-
Equivalent bending moment, Me = 9992356 N-mmElastic limit, f = 1068
Elastic limit is greater than permissible limit,Change agitator diameter, d
d = 95 mmElastic limit, f = 119
Elastic limit is within permissible limit
Deflection of Shaft (D):I = 3996171 mm4D = 36 mm
Critical Speed (Nc):
Nc = 158 rpm
Actual speed as % of critical speed = 63.1 %
Design is SatisfactoryChecked with critical speed.
70 to 130 % of the critical speed.
N/mm2
N/mm2
Note: Actual speed of agitator should be 40 to 65 % of the critical speed and should not be
Enter agitator dia in 'mm'
-
Actual speed of agitator should be 40 to 65 % of the critical speed and should not be
Enter agitator dia in 'mm'
Data
Drop Down 6: m 3Drop Down 7: m Drop Down 8: m Drop Down 9: Curved blade (P-6)