Experimental results: R flywheel Axle circumference, C = 2ar (m) аxle Axle radius, r (m) Critical mass, mf (Kg) m Weight drops, h (m) h Angle (0): N=h/C revs =2n N(rad) Axial velocity, v =2h/t(m/s) %3D Figure 1 Axial angular velocity, w= v/r rad/s

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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Find Axle circumference, C = 2πr (m) Axle radius, r (m) Critical mass, mf (Kg) Weight drops, h (m) Angle (?): N=h/C revs =2π N(rad) Axial velocity, v =2h/t(m/s) = Axial angular velocity, ?= v/r rad/s Experimental value moment of inertia ?? = ???? − ??? − ???? ?? Theoretical value moment of inertia ? ? = ?? ? ? ? If h=1.61 m , Tave=6.3 sec, R=12.5 cm =0.125 m ,mf=1.7kg,Mass=2kg
Experimental results:
flywheel
Axle circumference, C = 2ar (m)
axle
Axle radius, r (m)
Critical mass, mf (Kg)
Weight drops, h (m)
Angle (0): N=h/C revs =2n N(rad)
Axial velocity, =2h/t(m/s)
Figure 1
Axial angular velocity, w= v/r rad/s
Experimental value moment of inertia
2mgh – mv2 – 2T;0
Io
w?
Theoretical value moment of inertia
1
lo =; MR?
Transcribed Image Text:Experimental results: flywheel Axle circumference, C = 2ar (m) axle Axle radius, r (m) Critical mass, mf (Kg) Weight drops, h (m) Angle (0): N=h/C revs =2n N(rad) Axial velocity, =2h/t(m/s) Figure 1 Axial angular velocity, w= v/r rad/s Experimental value moment of inertia 2mgh – mv2 – 2T;0 Io w? Theoretical value moment of inertia 1 lo =; MR?
h= l.61
Taverg e= 6.3
R= 12.5cm
=0.125mn
structor:
Mass = 2R9
Transcribed Image Text:h= l.61 Taverg e= 6.3 R= 12.5cm =0.125mn structor: Mass = 2R9
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