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JST Vol. 21 (1) Jan. 2013 - Pertanika Journal - Universiti Putra ...

JST Vol. 21 (1) Jan. 2013 - Pertanika Journal - Universiti Putra ...

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Ahmad, D., Jamarei, O., Sulaiman, S., Fashina, A. B. and Akande, F. B.<br />

Fig.5: A Comparison of the Motion Resistance Ratio of Pneumatic and Rigid Wheels on Tilled Surface<br />

in terms of Towing Velocity: the Analytical Approach<br />

Fig.6: A Comparison of the Motion Resistance Ratio of Pneumatic and Rigid Wheels on Wet Surface in<br />

terms of Towing Velocity: The Analytical Approach<br />

The motion resistance ratios, measured by the empirical and the semi-empirical methods,<br />

also differed. The motion resistance ratios predicted from the Brixius equation were found to<br />

be lower than those measured experimentally, and the main reason for this could be attributed<br />

to the size of the tyre used to derive the model. Therefore, a multiplying factor was used to<br />

derive the new motion resistance ratio models for the pneumatic and rigid bicycle wheels on<br />

two deformable terrains. The factors are stated in Tables 7 and 8, and the models are presented<br />

in Equations 16 to 19.<br />

From Brixius’ (1987) equation for bias-ply tractor tyres, the motion resistance ratio is as<br />

stated in Equation 5. Therefore, for the 660 mm pneumatic bicycle wheels at 414 kPa inflation<br />

pressure, the motion resistance ratio was derived, as follows:<br />

1<br />

MRR ( Bicycle ) = 2.0254. (0.04 + )<br />

B<br />

2.0254<br />

MRR ( Bicycle)<br />

= 0.0810+<br />

B<br />

70 <strong>Pertanika</strong> J. Sci. & Technol. <strong>21</strong> (1): 283 - 298 (<strong>2013</strong>)<br />

n<br />

n<br />

[16]

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