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)
253
DrycombustionroomswithlowNOx(DLN);
Selectivecatalyticreduction.
There are also other technological solutions for
reducingNO
xemissionssuchasrecirculationofburnt
gases or humidifying the alimentation air, but these
arenotsomuchused.
Along with the apparition of international
regulations regarding environment pollution a vast
processofresearchandobservationbeganconcerning
themethodofformationofpollutantemissionandthe
influence of some
parameters over those as well as
lookingfortechnologicalsolutionsfortheirreduction.
Presently, researches lead especially in the
direction of conceiving reduction systems of
emissions,especiallythoseofNO
xandSOx. Another
research direction is that of determination or
predictionofformationprocessesofemissions.
Severalworkspresentasasolutionintheproblem
ofpollutionthe useofalternativefuels, suchasbio‐
diesel. The most important researches in this field
were performed at N.R.E.L. (National Renewable
Energy Laboratory), prevailing
in the field or auto
transport. Results show that decreased values of
sulphuroxidesandmechanicalparticlesareobtained,
andfornitrogenoxidesthereductionispossibleonly
by using some additives for improving the cetane
ratio.
3 SOLUTIONSFORREDUCINGNITROGEN
OXIDESEMISSIONS
Accordingtointernationalregulationsinthe
fieldof
marineenvironmentpollution,alongthetimeaseries
of control and reduction of pollutant emissions
measures were developed resulting from fuel
combustion.
The study of these measures made it easier to
understand the chemical processesof formation and
reductionofpollutantagents.Generally,thepurpose
which is targeted in
the study of pollution is to
respect standards of quality of air and water in the
marine environment. (Moldoveanu, 2005)
Internationalprogrammesofreductionofpollutionof
the marine environment may be divided into long
term and short term programmes of control of
pollution.
3.1 Recirculationofburntgases
Recirculation
of burnt gases, FGR (Flue Gas Re‐
circulation)isoneofthemostwell‐knowntechniques
in the field of the steam generators, used with the
purpose of reducing the content of the nitrogen
oxides(NO
x).Thistechniqueusesboththereduction
ofpressureofalimentationairoftheburningpointof
flame tube and the reduction of the temperature of
theflame.Thisisduetoanincreaseofthecontentof
inert gas in the burning area which leads to a
limitationofthe
thermalformationprocessofNOx.
Analysing the diverse applications of reduction
techniquesofemissionsfromsteamgenerators,itwas
notices that much better results are obtained in
reducing NO
x, if burnt gases are introduced along
with the fuel, unless air would be introduced along
withthefuel.
This technique (combined introduction of fuel
mixed with burnt gases) is called re‐circulated fuel
injection, FIR (Fuel Injection Re‐circulation). For
example, emissions of NO
x have been reduced from
thevalueof90 ppmtothevalue of 30 ppmusinga
systemtype5%FIR,whileitwasnecessarytheuseof
23 % of a classical FGR system „Windbox”, for
obtaining the same reduction of NO
x. Steam
generators used inthe naval field would necessitate
considerable quantities of auxiliary power for
conceivingrecirculation.
Figure3.Recirculationsystemofburntgases
In the next figure, an application of the
recirculation of burnt gases technology is presented
withaseparatedventilator.Quantitiesofre‐circulated
gasarecontrolledwithprecisionbythecontrolunitof
dosage(UCD).Researches performedonthissystem
showedthatareductionofover50%ofemissionsof
NO
xisobtainedifevacuationgassesarere‐circulated
inapercentof20%fromtheirtotalquantity.
Significationofnotationsinfigure3is:TF–flame
tube(combustionroom);A–burner;CE–evacuation
funnel; VRG – ventilator for recirculation of burnt
gases;VA–airventilator;
VCC–fuelcontrolvalve;
PC–fuelpump;UCD–dosagecontrolunit.
Thereductiondegreewhichmaybeobtainedisa
function of the fuel nature, concentration of NO
x
whichmaybeobtainedandtherecirculationdegree.
In the diagram in figure 8.2, dependence on these
parametersispresented.
Figure4.Theeffectofthemixtureair–fuelandburntgases
–fuelovertheproductionofNO
x