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SMC 4133 AUTOMOTIVE STRUCTURES

SMC 4133 AUTOMOTIVE STRUCTURES. MATERIAL SELECTION. This section demonstrates a method for preliminary selection of materials Steel is the most common material for the contemporary body structure Mild steel was the predominant steel grade used in the past due to

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SMC 4133 AUTOMOTIVE STRUCTURES

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  1. SMC 4133 AUTOMOTIVE STRUCTURES MATERIAL SELECTION • This section demonstrates a method for preliminary selection of materials • Steel is the most common material for the contemporary body structure • Mild steel was the predominant steel grade used in the past due to • its favorable balance of strength, formability & cost • In recent years, strict safety standards has made steel application extended • to higher-strength grades • Increase the strength may also increase the cost • Another significant parameter is material elongation; increased strength comes • at a reduced elongation at failure All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  2. SMC 4133 AUTOMOTIVE STRUCTURES MATERIAL SELECTION Preliminary selection of materials can be made by the following steps: Determine the primary function of the structural element: stiffness, strength, & vibration 2. Determine the objective of material selection: minimize mass etc. 3. Derive the material index corresponding to the type of structure, the function, the objective and constrained dimensions 4. Rank materials by descending material index using a tabular form or graphic 5. Make the final material selection after gathering information All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  3. SMC 4133 AUTOMOTIVE STRUCTURES MATERIAL SELECTION Example 1 • Design requirements based on allowable deflection, delta = 20mm • and applied load, F = 6680N • Optimized beam thickness • Optimized beam mass • Minimum cost • Constraints: Section width = 40mm, height = 80mm, length = 1000mm All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  4. SMC 4133 AUTOMOTIVE STRUCTURES MATERIAL SELECTION Solution • Design requirements based on allowable deflection, delta = 20mm • and applied load, F = 6680N • Optimized beam thicknessMS • Optimized beam mass CFRP • Minimum cost MS • Constraints: Section width = 40mm, height = 80mm, length = 1000mm All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  5. SMC 4133 AUTOMOTIVE STRUCTURES MASS ESTIMATION • This section presents a mean to generate initial mass estimations • Mass of vehicle subsystems is crucial in determining structural requirements • For a new vehicle design, there are no existing subsystems to weight. Thus, • it is critical to have a method to estimate initial mass of the subsystems • Regression-based mass estimation • - to arrive at an estimate for the curb (with fluids) and gross (passenger, cargo, • and option) vehicle mass and each of the subsystems All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  6. SMC 4133 AUTOMOTIVE STRUCTURES MASS ESTIMATION Example 2 A new vehicle is in the planning stage. It is targeted at 5 passengers with a 120kg cargo capacity. The vehicle length is 4.7m and 1.8m width. The test weight for fuel economy is 1480 kg resulting in a 1341 kg curb mass. Determine the curb mass for an average vehicle and to compare it to the target test weight and mass for each subsystem. Solution: Mcurb =171 x 4.7 x 1.8 = 1446.6 kg Mdiff = 1446.6 – 1341 = 105.7 kg All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  7. SMC 4133 AUTOMOTIVE STRUCTURES MASS ESTIMATION Mass-compounding model • Unplanned mass increase in a component during vehicle design has a • uncertain effect throughout the vehicle. • Other components need to be resizedmay increase vehicle mass even more • A reduction of mass in a component by a new technology can result in an • even more mass reduction (secondary mass reduction) for overall vehicle • Mass-compounding model is a way to quantify the secondary mass change. • Each subsystem has a mass influence coefficient-as vehicle mass changes • the subsystem may also be resized. All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  8. SMC 4133 AUTOMOTIVE STRUCTURES MASS ESTIMATION Mass-compounding model • The resulting mass for subsystem: Ratio method All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  9. SMC 4133 AUTOMOTIVE STRUCTURES MASS ESTIMATION Mass-compounding model Example 3 From example 2 & using mass-compounding model, estimates mass reduction in a vehicle considering 5 hypothetical technologies. Solution: 1446.6 – 40 – 40(1.079) = 1363.4 kg Mdiff = 1363.4 – 1341 = 22.4 kg All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

  10. SMC 4133 AUTOMOTIVE STRUCTURES MASS ESTIMATION Mass-compounding model Example 3: Solution From example 2 & using mass-compounding model, estimates mass reduction in a vehicle considering 5 hypothetical technologies. All materials in this slide are taken from Donald E Malen. 2011. Fundamentals of Automobile Body Structure Design, SAE International.

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