Solution.
H=14(Q)0.3;
H - height chimney , Q=(Fuel consumption(Kg/Hr)×Sulphur content(%)×2)/100;
Sulphur content=8%;
"\\eta" =(Q1/Q2)×100%;
Q1=m×"\\Delta" H;
m=250 kg/s;
"\\Delta"H= 3450 KJ/KG=3.45×103J/kg;
Q1=250 kg/s×3.45×103J/kg=862.5×103J/s;
Q2=(Q1/"\\eta" )×100%;
"\\eta" =88.05%;
Q2=((862.5×103J/s)/88.05%)×100%=979.6×103J/s;
Q2=q×m; "\\implies" m=Q2/q; q=34.3MJ/kg=34.3×106J/kg;
m=(979.6×103J/s)/34.3×106J/kg=28.56×10-3kg/s=102.8 kg/Hr;
Q=(102.8 kg/Hr×8%×2)/100%=16.45Kg/Hr;
H1=14×(16.45)0.3=14×2.32=32.48 m;
Since the two boilers are connected in parallel, then H=2×H1=64.96 meters.
Answer: H = 64.96 meters.
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