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PROCESS HEAT TRANSFER

PROCESS HEAT TRANSFER. Designing of Air Cooler. PRESENTERS. Anas Javaid (06-CHEM – 51) Mohammed Saqib (06-CHEM-57) Malik Qadeer (06-CHEM-91) Ali Raza (06-CHEM-93) Mohammad Iqbal (06-CHEM-97). STATEMENT.

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PROCESS HEAT TRANSFER

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  1. PROCESS HEAT TRANSFER Designing of Air Cooler engineering-resource.com

  2. PRESENTERS • Anas Javaid (06-CHEM – 51) • Mohammed Saqib (06-CHEM-57) • Malik Qadeer (06-CHEM-91) • Ali Raza (06-CHEM-93) • Mohammad Iqbal (06-CHEM-97) engineering-resource.com

  3. STATEMENT Assume that a typical hydrocarbon naphtha liquid from a fractionation tower-side cut stream is to be cooled to 150 F the naphtha stream enters the air cooler at 250 F at a flow rate of 273,000 lb/hr. the physical tube side properties at the average temperature of 200 F are K = 0.0766 btu ft/hr ft2 F Cp = 0.55 btu/lb F Uvis = 0.51 cp Inlet temperature of air = t1 = 100 F engineering-resource.com

  4. Solution Begins Heat duty Q = m CpdT = 15,015,000 BTU/hr Assuming Ux to be 4.5 according to the table 5.4 Temperature difference for air dT = ((Ux + 1)/10) x ((T1 + T2)/2 – t1) = 54 F dT = t2 – t1 t2 = 154 F engineering-resource.com

  5. LMTD = (dt1 – dt2)/ log(dt1/dt2) = 70.5 F Assuming number of passes is three, therefore Ft is 1 Corrected LMTD = 70.5 F Tube outside extended area Ax = Q/(Ux x LMTD) = 48356 ft2 engineering-resource.com

  6. Face Area Calculation FA = Ax/ APSF APSF value is obtained from the table 5.3 FA = 407 ft2/ft2 Width W = FA/L Suppose length is equal to 30 ft then W = 13.6 ft Fans required = 2 engineering-resource.com

  7. Number of tubes NT = Ax / (APF x L) APF value is noted from the values mentioned in table 5.3 = 300 tubes Modified Reynold Number Calculation Ai = 3.1416 (Di/2)2 = 0.5945 in2 GT = (144 x Wt x Np)/ (3600 x NT x Ai) = 184 lb/sec ft2 NRe= (Di x GT)/ Uvis = 314 engineering-resource.com

  8. J = exp[-3.913+3.968 x (log NR)-0.5444 x (log NR)2+0.04323 x (logNR)3 – 0.001379 x (log NR)4] = 2027 Tube Inside Film Coefficient HT= J * K * (Cp * Uvis/K)1.3/Di = 275 BTU/hr ft2 F AIR FLOW WA = Q/(Cp x dt) Cp= 0.24 WA = 1157400 lb/hr engineering-resource.com

  9. Mass Flow Rate GA = WA/FA = 2844 lb/hr ft2 Extended Tube Film Coefficient HA = exp[ -7.1519+1.7837 x (log GA) – 0.076407 x (log GA)2] = 9 BTU/ hr ft2 F Overall Heat Transfer Coefficient Ux= 1/[(1/HT)*(AR*Do/Di)+ RDt * (AR*Do/Di) + (1/HA)] AR = 21.4 From table 5.3 RDt = Fouling Factor = 0.001 Ux = 4.44 btu/ h ft2 F engineering-resource.com

  10. HYDROLIC DESIGN Fan Area per Fan FAPF = 0.4 x FA/ number of fans = 84 ft2 Fan diameter Dfan = (4 FAPF/3.1417)0.5 = 11 ft Air side static pressure loss( DPAT) Calculation Tav = dt/2 + t1 = 127 F engineering-resource.com

  11. Static pressure loss of air flow across each single tube row DPA DPA = exp[1.82 * log GA - 16.58] = 0.122 inch of water per tube row DPAT = 4 x DPA/DR Where DR = 0.9 at 127 F from table 5.5 DPAT = 0.54 inch of water engineering-resource.com

  12. Fan inlet actual volumetric flow ACFM = WA/[ DR * 60 * 0.075] Where DR = 0.95 at 100 F from table 5.5 ACFM = 271000 engineering-resource.com

  13. POUND FORCE CALCULATION Pforce = DPAT + [(4* ACFM)/(4009 * 3.1417 * Dfan2)]2 = 0.67 inch of water Fan horse power Bhp = [ACFM per fan * Pforce]/ (6387*Efficeincy) Assume Eff= 70% Bhp = 20.3 Hp engineering-resource.com

  14. REFERENCE Investor Chemical Process Design by Dougles & Ervin engineering-resource.com

  15. THANK YOU VERY MUCH FOR BEING SOO INDIFFERENT engineering-resource.com

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