Tutorial 3: A simple force balance on a spherical particle reaching terminal velocity in a fluid is given by; 4g(P, -p)D, P. V, = 3C,p Where Solution by Visual Basic V : Terminal velocity in m/s g: Acceleration of gravity Pp: Particle density Dp: The diameter of the spherical particle in m CD: Dimensionless drag coefficient. The drag coefficient on a spherical particle at terminal velocity varies with Reynolds number (Re) as followings: Cp=24/Re Cp=24*(1+0.14* Re^0.7)/Re Cp=0.44 for Re< 0.1 for 0.1=

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Tutorial 3: A simple force balance on a spherical particle reaching terminal velocity
in a fluid is given by;
|4g(P, -p)D,
V :
3C,p
Where
Solution by Visual Basic
V Terminal velocity in m/s
g: Acceleration of gravity
Pp: Particle density
Dp: The diameter of the spherical particle in m
CD: Dimensionless drag coefficient.
The drag coefficient on a spherical particle at terminal velocity varies with
Reynolds number (Re) as followings:
Cp=24/Re
Cp=24*(1+0.14* Re^0.7)/Re
Cp=0.44
Cp=0.19-80000/Re
Where,
Re =(D, Vi p)/u
=994.6 kg/m3
µ=0.0008931×kg/m.s.
Calculate the terminal velocity of spherical particle using visual basic program?
for Re< 0.1
for 0.1=<Re=< 1000
for 1000<Re=< 350000
for 350000 <Re
g=9.80665 m/s2
Pp=1 800 kg/m3
Dp=0.000208 m
Transcribed Image Text:Tutorial 3: A simple force balance on a spherical particle reaching terminal velocity in a fluid is given by; |4g(P, -p)D, V : 3C,p Where Solution by Visual Basic V Terminal velocity in m/s g: Acceleration of gravity Pp: Particle density Dp: The diameter of the spherical particle in m CD: Dimensionless drag coefficient. The drag coefficient on a spherical particle at terminal velocity varies with Reynolds number (Re) as followings: Cp=24/Re Cp=24*(1+0.14* Re^0.7)/Re Cp=0.44 Cp=0.19-80000/Re Where, Re =(D, Vi p)/u =994.6 kg/m3 µ=0.0008931×kg/m.s. Calculate the terminal velocity of spherical particle using visual basic program? for Re< 0.1 for 0.1=<Re=< 1000 for 1000<Re=< 350000 for 350000 <Re g=9.80665 m/s2 Pp=1 800 kg/m3 Dp=0.000208 m
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