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structural performance analysis of formula sae car - Jurnal Mekanikal

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S.<br />

No.<br />

1<br />

2<br />

3<br />

4<br />

5<br />

Table 4: Boundary conditions used during various tests<br />

Test Boundary condition Force Moments<br />

Static Shear<br />

Static overall<br />

bending<br />

Static<br />

torsional<br />

loading<br />

Clamp- rear<br />

suspension mounts<br />

Clamp- front and rear<br />

suspension mounts<br />

Clamp- rear<br />

suspension mounts<br />

7.0) RESULTS AND DISCUSSION<br />

<strong>Jurnal</strong> <strong>Mekanikal</strong>, December 2010<br />

Downward force at front<br />

bulkhead<br />

Uniformly distributed<br />

loading<br />

Clockwise Moment at<br />

bulkhead side<br />

7.1 Static Shear<br />

In static shear, it is assumed that frame acts like a cantilever beam and its one end is made<br />

fixed and other end is subjected to vertical downward force as shown in Figure 8. Shear<br />

force and bending moment diagrams were drawn and maximum bending moment was<br />

calculated analytically at the fixed end <strong>of</strong> frame. Blue color shows clamping and yellow<br />

color shows vertically downward forces acting at the front bulkhead as shown in figure 8.<br />

The rear suspension mounts were clamped in this case. Force <strong>of</strong> 1440 N was applied at<br />

the bulkhead which is the sum <strong>of</strong> weight <strong>of</strong> impact attenuator, driver legs and steering<br />

weight etc. Maximum bending moment <strong>of</strong> 2081 Nm calculated to act about the Y-axis.<br />

Clamp<br />

Acceleration<br />

Analysis<br />

Frequency<br />

<strong>analysis</strong><br />

Clamp- front and rear<br />

suspension mounts<br />

Clamp- front and rear<br />

suspension mounts<br />

Force applied towards<br />

rear<br />

Frequency range- 69.12<br />

Hz to 204.79 Hz<br />

Figure 8: Boundary conditions during static shear<br />

Point Load<br />

53

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