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Handbook of Solvents - George Wypych - ChemTech - Ventech!

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18.2 Prediction <strong>of</strong> organic solvents emission 1233<br />

duced into the degreasing compartment and vapors <strong>of</strong> trichloroethylene condensed on<br />

surface <strong>of</strong> the parts. After 30 s, the basket was removed from the machine. The average temperature<br />

at the surface was 24 o C. There was an exhaust in the hall with a flow rate <strong>of</strong> 50<br />

m 3 /min. The solvent loss was 30 l/day and it was independent <strong>of</strong> the number <strong>of</strong> degreased elements.<br />

The solvent loss <strong>of</strong> 30 l/day equals 1.25 l/h or 1.825 kg/h with density <strong>of</strong> trichloroethylene<br />

equal 1.46 g/cm 3 .<br />

The average concentration <strong>of</strong> trichloroethylene measured near the exhaust by portable<br />

IR spectrophotometer-Miran was 680 mg/m 3 . Calculation (equation [18.2.2]) with q=50<br />

m 3 /min gives emission <strong>of</strong> 34 g/min or 2040 g/h.<br />

According to equation [18.2.5] for trichloroethylene:<br />

E= (657v + 63.6t + 699.6) × P r + 34.7P<br />

v=0.3 m/s (still air near the surface)<br />

t=24 o C<br />

P r=0.825 m 2<br />

In vapor degreasing, the coefficient <strong>of</strong> mass carried out on wet details ready to ship<br />

P=0. Then<br />

E= (657 × 0.3 + 63.6 × 24 + 699.6) × 0,825 = 1999 g/h<br />

The measured value <strong>of</strong> 2040 g/h and the calculated value <strong>of</strong> 1999 g/h are in good<br />

agreement, meaning that the equations can be successfully applied to predict the organic<br />

solvents emission during process <strong>of</strong> automatic degreasing.<br />

Process <strong>of</strong> manual degreasing was verified for washing motor parts in a metal dish -<br />

0.72 m 2 filled with 500 l <strong>of</strong> extraction naphtha. The surface <strong>of</strong> parts was 0.227 m 2 . This process<br />

took place in an open garage at temperature 14 o C. Air velocity in vicinity <strong>of</strong> parts was<br />

0.48 m/s. The residual solvent volume after degreasing was 4.58 l. The process lasted 7 minutes.<br />

Emission estimated according the loss <strong>of</strong> the solvent during the process was 420 ml.<br />

Taking into account the weight density <strong>of</strong> naphtha - 0.72 g/cm 3 , emission was equal 302.4<br />

g/7 min or 2592 g/h.<br />

Applying the equation [18.2.10] for extraction naphtha<br />

E= (632v + 49.5t + 1147) × P r + 19P<br />

and:<br />

v = 0.48 m/s<br />

t=14 o C<br />

P r= 0.72 + 0.227 = 0.947 m 2 , surface <strong>of</strong> the dish and details<br />

P = 0.947 m 2 /7min [8.12 m 2 /h], solvent carried out on the details and on the surface <strong>of</strong><br />

the dish after pouring out extraction naphtha<br />

Thus:<br />

E= (632 × 0.48 + 49.5 × 14 + 1147) × 0.947 + 19 × 8.12 = 2184 g/h<br />

Again measured value <strong>of</strong> 2592 g/h and the calculated value <strong>of</strong> 2184 g/h were in good<br />

agreement thus the equation can be applied for predicting the organic solvents emission during<br />

the processes <strong>of</strong> manual degreasing.

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