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Mike Naughton |
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Aaron McKibben |
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Gabe Currier |
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William Ortiz |
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Task: To design and build a Basic Utility
Vehicle (BUV) prototype |
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Vehicle to be used in developing countries in
rural areas |
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Use many existing components |
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Bottom line: Low cost – High durability |
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Cost as a kit $900 (less engine) |
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Payload of 1000 lbs |
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Top speed of 20mph |
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Range of 100 miles |
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Width 4.4ft |
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Ground clearance 8in |
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Full safety equipment |
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Climb 10% slope at 6mph (full loaded) |
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Engine dry in 3ft of water |
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Brakes lock two or more wheels |
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Tow 385lb trailer w/ 50lb tongue wt |
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Access to brake when pushing in reverse |
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Double A-arm |
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Leaf/solid |
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Coil/solid |
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MacPherson Strut |
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Transverse leaf |
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None |
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MacPherson Strut |
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Has good handling and low vibration |
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It is durable |
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Easy integration |
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Rack and Pinion |
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Go-kart |
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4 Wheeler |
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Recirculating-ball |
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4 Wheeler |
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Simple design |
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Easy to maintain |
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Low cost |
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Easy to handle |
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Mechanical Cam Brake |
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Mechanical Spread Lever |
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Mechanical Disc Brake |
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Hydraulic Servo |
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Hydraulic Simplex |
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Hydraulic Disc Brake |
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Mechanical Spread Lever |
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Simple design |
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Torque ranging from 3500lb.in. to 74000lb.in |
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Applicable to many designs |
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Low cost |
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MacPherson Strut |
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Double A-arm |
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Swing arm |
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Two leaf over solid axle |
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Solid axle with trailing arm and coil over
shocks |
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None |
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Swing arm |
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Low cost |
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Simple design |
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Load carrying |
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Swing arm |
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Honda 4 wheeler |
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CVT with chain |
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CVT with FNR gear box |
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Hydrostatic transaxle |
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Manual transaxle |
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Manual gear box with clutch |
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CVT with chain |
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Very efficient |
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Light weight |
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Simple design |
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Low cost |
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Triangulated space frame |
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Unit body construction |
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Ladder frame |
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Triangulated space frame |
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Low material cost |
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Low manufacturing cost |
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High strength |
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Fairly simple design |
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Decided on final chassis design |
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Material selection |
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Conducted preliminary chassis analysis by hand |
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Conducted advanced chassis analysis using ANSYS |
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Constructed model |
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Complied all data |
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Chassis modeled as simple beam |
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External forces modeled as distributed loads
across beam |
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Reaction forces found at shock locations |
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Shear force and bending moment diagrams plotted |
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Simplified by 2-D analysis. |
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(M/EI) diagram is drawn for each load, and the
angle θ is obtained by adding algebraically the areas under the
various diagrams. (EIθ = A1 + A2 + A3) |
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(M/EI) diagram is drawn for each load, the
tangential deviation t is obtained by adding the first moments of these
areas about a vertical axis. (EIt = c1A1 + c2A2 + c3A3) |
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When a bending-moment or (M/EI) diagram is drawn
by parts, the various areas defined by the diagram consist of simple
geometric shapes, such as rectangles, triangles, and parabolic spandrels. |
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Model in Pro-Engineer |
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Import to ANSYS |
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Add constraints |
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Add loads |
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Run solution |
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Analyze results |
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Analytically we obtained a bending-moment of
341.27 lbs-ft at the cargo area inner weld joints, considering point loads
and 2-D analysis. |
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ANSYS we obtained a stress of 3111 psi at the
seating area weld joints, considering distributed loads and 3-D analysis. |
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Scale: 1 inch = 1 foot |
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The model helped the group make recommendations
for improvements. |
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Add 1 foot to the cargo area |
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Add additional support under seating area |
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Changes to front of chassis to accommodate
steering linkages |
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