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Zbornik radova Koridor 10 - Kirilo Savić

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3rd International Scientific and Professional Conference<br />

CORRIDOR <strong>10</strong> - a sustainable way of integrations<br />

Figures 4 and 5 give the pressure distribution along train length, for cross-section 1 and pressure<br />

distribution in the train’s plane of symmetry for the speed of 50 m/s.<br />

As it can be seen from the obtained results, pressure distribution on the train cross-section is<br />

symmetric related to the train’s plane of symmetry by slip angle of =0 o .<br />

Figure 5 represents the pressure distribution for the points of the front train section and top, in the<br />

train’s plane of symmetry and slip angles of = -<strong>10</strong> o , 0 o and <strong>10</strong> o . The figures illustrate that the<br />

stagnation point in the plane of symmetry is on the spot where Cp has maximum positive value. Flow<br />

separation occurs in the spots where the curve moves away from abscissa. The figure illustrates that<br />

this is behind the stagnation point and behind the section 6 (figure 2b) [7,8,9,<strong>10</strong>].<br />

Figure 4: Pressure distribution along train’s cross-section 1<br />

The stagnation point is moved from the train’s plane of symmetry to the windy lateral side, whereas<br />

the flow speed of front top edge and front lateral edge on the windy side is increased. The curve<br />

distance from abscissa in the zone of points 4, 5 and 6 is increased by increasing the slip angle .<br />

That dimension represents the pressure fall on the top surface. The flow separation occurs near point<br />

7, resulting in repeated flow approaching after that.<br />

a)<br />

b)<br />

Figure 5: Pressure distribution in the train’s plane of symmetry a), and along train length b)<br />

Belgrade, 2012 224

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