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Design and Simulation of Two Stroke Engines

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Chapter 5 - Computer Modeling <strong>of</strong> <strong>Engines</strong><br />

A three-cylinder engine<br />

The illustration is for the engine designed by Thornhill [5.24] <strong>and</strong> it is a V6 3.2-liter<br />

engine with a 90 mm bore <strong>and</strong> a 82 mm stroke. One bank <strong>of</strong> three cylinders is simulated, each<br />

one firing at 120° intervals, with a 1-3-2 firing order. The supercharger included within the<br />

simulation is a Roots blower, geared at 1.5 times <strong>of</strong>f the engine crankshaft, <strong>and</strong> the full map <strong>of</strong><br />

its characteristics for mass flow rate, air temperature rise, <strong>and</strong> isentropic efficiency, as a function<br />

<strong>of</strong> pressure ratio <strong>and</strong> rotational speed, is incorporated into the simulation. The physical<br />

geometry <strong>of</strong> the engine is given in some detail by Thornhill [5.24] <strong>and</strong> the salient points <strong>of</strong><br />

that geometry are repeated here so as to give meaning to the discussion.<br />

The exhaust port opens at 95° atdc <strong>and</strong> the scavenge ports at 120° atdc. The exhaust port<br />

is simulated as a 55-mm-wide port with 16 mm corner radii. The scavenge ports are simulated<br />

as four ports with a total effective width <strong>of</strong> 74 mm <strong>and</strong> with 4 mm corner radii. The trapped<br />

compression ratio is 7.0. The exhaust system is as sketched in Fig. 5.8(b) with the lengths, L\<br />

<strong>and</strong> L3, being 200 mm, <strong>and</strong> length, L2, being 100 mm; the diameters, di, 62, <strong>and</strong> d3, are each<br />

50 mm. The downpipe from the manifold, 64, is 55 mm in diameter <strong>and</strong> the length, L4, is 1 m<br />

before the 10-liter expansion box, i.e., volume, Veb.<br />

An intercooler is employed between the blower <strong>and</strong> the engine. The scavenging model is<br />

assumed to be that appropriate to cylinder YAM1, as shown in Fig. 3.16. The ignition timing<br />

is at 25° btdc, with an air-fuel ratio <strong>of</strong> 14.5 on unleaded gasoline, for a simulation conducted<br />

at 3500 rpm to show the effects <strong>of</strong> the compact manifold on the charging characteristics <strong>of</strong> the<br />

engine. The summary <strong>of</strong> the overall simulation for the 3.2-liter V6 engine at 3500 rpm shows<br />

the performance characteristics to be: power 136 kW, bmep 7.47 bar, bsfc 245 g/kWh, DR<br />

0.80, SE 0.877, TE 0.77, CE 0.615, rjm 0.88, air flow 626 kg/h, fuel flow 33.4 kg/h, fuel<br />

injected per shot 26.5 mg, peak cylinder pressure 46 bar, peak cylinder temperature 2560 K,<br />

position <strong>of</strong> peak pressure 18° atdc, mean blower supply pressure 1.23 bar, <strong>and</strong> mean air supply<br />

temperature 38°C. Although they are not the primary objective <strong>of</strong> the discussion, the high<br />

specific output <strong>and</strong> the low specific fuel consumption <strong>of</strong> the engine are quite evident. The<br />

discussion in Chapter 7 focuses more clearly on the benefits <strong>of</strong> direct in-cylinder fuel injection<br />

to reduce hydrocarbon emissions <strong>and</strong> fuel consumption in two-stroke engines.<br />

The principal objective is to show the influence <strong>of</strong> the compact manifold on the charging<br />

characteristics <strong>of</strong> the engine, <strong>and</strong> some <strong>of</strong> the fundamental design requirements <strong>of</strong> a blowerscavenged<br />

engine by comparison with that generated by a crankcase compression pump. This<br />

is summarized in Figs. 5.36(a)-(c) for the pressures in the cylinder during the open cycle, the<br />

pressures at the cylinder in the exhaust <strong>and</strong> scavenge ports, <strong>and</strong> the charging efficiency which<br />

this produces. The three sub-figures show these effects for cylinders 1-3, respectively.<br />

The effect <strong>of</strong> blower scavenging<br />

The principal difference between blower scavenging <strong>and</strong> crankcase compression scavenging<br />

is that blower scavenging normally lasts for the majority <strong>of</strong> the duration that the scavenge<br />

ports are open. This can seen clearly in Fig. 5.36(a), where the scavenge port pressure is<br />

virtually constant <strong>and</strong> almost always above the cylinder pressure. The charging efficiency<br />

rises to a plateau by 210° atdc, which is then held to the trapping point. This should be<br />

contrasted with the chainsaw in Fig. 5.20, where the sharper scavenging process reaches its<br />

ceiling at this point <strong>and</strong> then spills nearly 10% <strong>of</strong> its contents out <strong>of</strong> the cylinder.<br />

403

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