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Answer in units of ft. 011 (part 3 of 3) 5.0 points Using Table 6 (p. 37), what is the typical range of mixing intensity for

011 (part 3 of 3) 5.0 points Using Table 6 (p. 37), what is the typical range of mixing intensity for low-turbidity

011 (part 3 of 3) 5.0 points Using Table 6 (p. 37), what is the typical range of mixing intensity for low-turbidity

017 (part 6 of 8) 5.0 points Which choice shows the correct motor power (hp) required for each flocculation compart- ment wit

011 (part 3 of 3) 5.0 points Using Table 6 (p. 37), what is the typical range of mixing intensity for low-turbidity

010 (part 8 of 8) 5.0 points Based on previously calculated motor powers, which choice is the set of rotational speeds for th

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Answer #1

Ans 11) Option 3 is correct because for low turbidity , value of G ranges from 20 - 70 s-1

Ans 12) Number of trains (n) = 8

Discharge = 68 x 106 gallon /day or 47222.22 gallon/min

Residence Time = 26 min

Volume (V) = Discharge x time

= 47222.22 x 26

= 1227777.77 gallon or 164130 ft3 ( 1 gallon = 0.1336 ft3)

Volume of each flocculation basin = V / ( n- 1) = 164130 / 7 = 23447 ft3

Ans 13) Volume of each compartment = 23447/3 = 7816 ft3

Ans 14) Area = 7816 / 12 = 651.5 ft2

Ans 15) Length = Width

=> Length = Area1/2 = 651.51/2 = 25.5 ft

Ans 16) Equivalent diameter , T = (4 A/\pi)1/2

=> T = ( 4 x 651.5 / 3.14)1/2

=> T = 28.8 ft

Ans 17) P = G2 x \mu x Volume of each compartment

   P1 = 702 x 3.2 x 10-5 x 7816

=> P1 = 1225.4 x (0.00181/0.8) = 2.78 hp

  P2 = 502 x 3.2 x 10-5 x 7816

=> P2 = 625.28 x (0.00181/0.8) = 1.42 hp

P3 = 302 x 3.2 x 10-5 x 7816

=> P3 = 225.1 x (0.00181/0.8) = 0.511 hp

Hence correct answer is option 2

Ans 18) D = 0.43 T = 0.43 (28.8) = 12.38 ft

Ans 19) We know,

P = Np\rho N3 D5

where, P = Power (Watts)

Np = Power number

  \rho = density ( kg/m3) = 62.4 lb/ft3 or 1000 kg/m3

N = rotational speed (rpm)

D = Diameter of impeller(m) = 12.38 ft or 3.775 m ( 1 ft = 0.3048 m)

Power (P1) = 2.78 hp or 2074 W

Power (P2) = 1.42 hp or 1059 W

Power (P3) = 0.511 hp or 381.2 W

Putting values,

a) 2074 = 0.28 (1000) N13 (3.775)5

=> N13 = 0.0096

=> N1 = 0.21 rev per second

=> N1 = 0.21 rev/sec x 60 sec / min = 12.6 rpm       

b) 1059 = 0.28 (1000) N23 (3.775)5

=> N23 = 0.00495

=> N2 = 0.17 rev/sec or 10.1 rpm

c) 381.2 = 0.28 (1000) N33 (3.775)5

=> N33 = 0.00177

=> N3 = 0.121 rev/sec or 7.14 rpm  

Hence, option 2 is correct

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