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Design and Simulation of Two Stroke Engines

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Chapter 6 - Empirical Assistance for the <strong>Design</strong>er<br />

The incorporation <strong>of</strong> the expansion coefficient, Cc, is very similar to that used for the reed<br />

valve case <strong>and</strong> is in the range <strong>of</strong> 1.35-1.45. Actually, it should be noted that in the reed valve<br />

design theory it is employed as the reciprocal number, at 0.70. In the computer solution presented<br />

in Prog.6.5, the actual value encoded is 1.4.<br />

Note, as with previous solutions <strong>of</strong> similar equations, if the data for swept volume in Eq.<br />

6.4.7 are inserted in the conventional units <strong>of</strong> cm 3 , then the next line will fortuitously evaluate<br />

the maximum port area, Amax, as mm 2 . If strict SI units are used, then Vsv is in m 3 in Eq.<br />

6.4.7, <strong>and</strong> Eq. 6.4.8 will produce the output for Amax in the equally strict SI unit <strong>of</strong> m 2 .<br />

However, I issue my familiar warning, stick to SI units throughout all design calculations <strong>and</strong><br />

units will never become an arithmetic problem!<br />

6.4.2 A computer solution for disc valve design, Prog.6.5<br />

So that the designer may concentrate more on the design process <strong>and</strong> less on the arithmetic<br />

tedium <strong>of</strong> solution, the above equations are programmed into a computer program,<br />

Prog.6.5, DISC VALVE DESIGN, available from SAE. As with the majority <strong>of</strong> the programs<br />

referred to in this book, maximum advantage is taken <strong>of</strong> the screen graphics capability <strong>of</strong> the<br />

desktop computer. An example <strong>of</strong> the use <strong>of</strong> the calculation is given in Fig. 6.29, which shows<br />

the computer screen image <strong>of</strong> the program being used to design a disc valve option for induction<br />

to a 125 Gr<strong>and</strong> Prix engine, one <strong>of</strong> the power units used throughout these chapters as a<br />

working example <strong>of</strong> a high specific output engine. The screen displays the correctly scaled<br />

drawing <strong>of</strong> the disc valve <strong>and</strong> the intake port, based on both the input data dimensions inserted<br />

by the designer <strong>and</strong> the output data as calculated by the program. Indeed, the computer<br />

screen picture is almost identical to the view given <strong>of</strong> the left-h<strong>and</strong> cylinder in Plate 1.8, or as<br />

sketched in Fig. 5.3.<br />

The input data are listed in the upper half <strong>of</strong> the printed portion <strong>of</strong> the diagram. As discussed<br />

above, the performance target requirements based on cylinder swept volume <strong>and</strong> the<br />

SWEPT VOLLME, cc= 125 ENGINE BMEP, bar= 1 1 SPEED, rpm= 11500<br />

DISC VALVE OPENS, deg.btdc= 1 40<br />

DISC VALVE CLOSES, deg.atdc= 80<br />

DISC Ml NIMLM RADIUS,'Rm in', mm= 2 8<br />

PORT CORNER RADII, 'Rp', mm= 8<br />

PORT ANGLE, 'PHIp', deg.= 56<br />

OUTPUT DATA<br />

MAXIMUM RADIUS, 'Rmax', mm= 58.<br />

DISC ANGLE, 'PHId', deg=164.<br />

CARBURETTER DIA., 'Dtv', mm= 39.<br />

PORT HEIGHT, mm = 30.<br />

PORT WIDTH at mid-height, mm= 36.<br />

ASPECT RATIO, width/height=1.19<br />

Fig. 6.29 Computer screen output from Prog.6.5, DISC VALVE DESIGN.<br />

459

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