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Design and Simulation of Two Stroke Engines

Design and Simulation of Two Stroke Engines

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Chapter 7 - Reduction <strong>of</strong> Fuel Consumption <strong>and</strong> Exhaust Emissions<br />

The results <strong>of</strong> the simulation, either in magnitude or in pr<strong>of</strong>ile, are sufficiently close to<br />

those measured that the simulation can be employed in the design mode with some considerable<br />

degree <strong>of</strong> confidence that its predictions are suitably relevant <strong>and</strong> accurate.<br />

The energy content in exhaust gas emissions<br />

Exhaust gas which contains carbon monoxide <strong>and</strong> hydrocarbons is transmitting energy<br />

originally contained within the fuel into the exhaust system <strong>and</strong> the atmosphere. This energy<br />

content, Qex, is determined from the power output, W, the specific hydrocarbon emission<br />

rate, bsHC, the specific carbon monoxide emission rate, bsCO, the calorific value <strong>of</strong> the fuel,<br />

CfiHC> <strong>and</strong> the calorific value <strong>of</strong> carbon monoxide, Cfico They are related thus, in conventionally<br />

employed units, where the units <strong>of</strong> power output are kW, bsCO <strong>and</strong> bsHC are g/kWh,<br />

<strong>and</strong> the calorific values <strong>of</strong> carbon monoxide <strong>and</strong> the fuel are expressed as MJ/kg:<br />

W<br />

Qex = — (Cfico x bsCO + CflHcbsHC) W (7.2.1)<br />

3.6<br />

As a typical example <strong>of</strong> the simple two-stroke engine, consider an engine with a power<br />

output <strong>of</strong> 4 kW, specific carbon monoxide <strong>and</strong> hydrocarbon emission rates <strong>of</strong> 160 <strong>and</strong> 120<br />

g/kWh, respectively, <strong>and</strong> with fuel <strong>and</strong> carbon monoxide calorific values <strong>of</strong> 43 <strong>and</strong> 10 MJ/kg,<br />

respectively. The exhaust energy content is found by:<br />

W<br />

Qex = —(CflCO x bsCO + CflHcbsHC)<br />

3.6<br />

= —(10x160 + 43x120) = 7511 W<br />

3.6<br />

Observe that this amounts to 7.5 kW, or nearly twice the power output <strong>of</strong> the engine. The<br />

energy being "thrown away" in this fashion is insupportable in the environmental context.<br />

Should this energy be realized in the exhaust system, either by a reactor or by a catalyst,<br />

the very considerable heat output would raise the exhaust gas temperature by many hundreds<br />

<strong>of</strong> degrees.<br />

7.3 Optimizing fuel economy <strong>and</strong> emissions for the simple two-stroke engine<br />

In Sec. 7.2, the problems inherent in the design <strong>of</strong> the simple two-stroke engine are introduced<br />

<strong>and</strong> typical performance characteristics are presented. Thus, you are now aware <strong>of</strong> the<br />

difficulty <strong>of</strong> the task which is faced, for even with the best technology the engine is not going<br />

to be competitive with a four-stroke engine in terms <strong>of</strong> hydrocarbon emission. In all other<br />

respects, be it specific power, specific bulk, specific weight, maneuverability, manufacturing<br />

cost, ease <strong>of</strong> maintenance, durability, fuel consumption, or CO <strong>and</strong> NO emissions, the simple<br />

two-stroke engine is equal, <strong>and</strong> in some respects superior, to its four-stroke competitor. There<br />

may be those who will be surprised to see fuel consumption in that list, but investigation<br />

shows that small-capacity four-stroke engines are not particularly thermally efficient. The<br />

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