Key Words: Car Door, CAE, Hypermesh, NASTRAN
Project Area: Finite element analysis
Abstract: When performing the structure-borne road and engine vibration simulations on vehicle system models, the doors play an important part. They not only determine the general guidelines of car style, but also are vital for passenger’s safety. This accentuates the necessity of good predictive performance of door models, including attachment points, when performing vehicle system simulations. Present work focuses on improving the static and dynamic behavior of the rear door by interpreting the results obtained from the modal analysis and static stiffness analysis of the same. First, the car door three-dimensional model was established in the CATIA, then it was imported into the preprocessor tool Hypermesh to model the geometry, at last, imported into the analysis tool Nastran, and the related settings were made to calculate 15 modal frequencies of the door. Hyperview is used as a postprocessor tool to preview the results.
LIST OF TABLES
TABLE 1. ELEMENT QUALITY CRITERIA 16
TABLE 2 FEA MODEL ENTITIES 18
TABLE 3 FRAME STIFFNESS LOADS AND BOUNDARY CONDITION 26
TABLE 4 OVERALL STIFFNESS LOADS AND BOUNDARY CONDITIONS 28
TABLE 5 TORSIONAL RIGIDITY STIFFNESS LOADS AND BOUNDARY CONDITIONS 30
TABLE 6 BELTLINE STIFFNESS LOADS AN BOUNDARY CONDITION 32
LIST OF FIGURES
FIGURE 1 TATA TECHNOLOGIES LTD. HISTORY 1
FIGURE 2 METHODOLOGY 5
FIGURE 3 FEA STEPS 7
FIGURE 4 PRE-PROCESSING 10
FIGURE 5 ELEMENT TERMINOLOGY 10
FIGURE 6 ROD ELEMENT 11
FIGURE 7 BEAM ELEMENT 11
FIGURE 8 2D ELEMENTS 11
FIGURE 9 3D ELEMENTS 12
FIGURE 10 MESHING IN CRITICAL AREA 13
FIGURE 11 WARPAGE OF AN ELEMENT 14
FIGURE 12 ASPECT RATIO OF AN ELEMENT 14
FIGURE 13 SKEWNESS OF AN ELEMENT 15
FIGURE 14 TYPE OF CONNECTIONS 16
FIGURE 15 REAR DOOR ASSEMBLY 18
FIGURE 16 INNER PANEL 19
FIGURE 17 OUTER PANEL 19
FIGURE 18 LATCH REINFORCEMENT 19
FIGURE 19 INTRUSION BAR BRACKET 19
FIGURE 20 INTRUSION BAR 20
FIGURE 21 OUTER WAISTLINE REINFORCEMENT 20
FIGURE 22 INNER WAISTLINE REINFORCEMENT 20
FIGURE 23 BODY SIDE HINGE 20
FIGURE 24 DOOR SIDE HINGE 20
FIGURE 25 HINGE REINFORCEMENT 21
FIGURE 26 BOUNDARY CONSTRAINTS FOR MODAL ANALYSIS 23
FIGURE 27 FIRST FOUR MODE SHAPES 24
FIGURE 28 FRAME STIFFNESS LOADS AND BOUNDARY CONDITION 26
FIGURE 29 FRAME FRONT DISPLACEMENT IN HYPERVIEW 27
FIGURE 30 FRAME REAR DISPLACEMENTS IN HYPERVIEW 27
FIGURE 31 OVERALL STIFFNESS LOADS AND BOUNDARY CONDITIONS 28
FIGURE 32 DISPLACEMENT RESULTS IN HYPERVIEW 29
FIGURE 33 TORSIONAL RIGIDITY STIFFNESS LOADS AND BOUNDARY CONDITIONS 30
FIGURE 34 TORSION RIGIDITY DISPLACEMENT IN HYPERVIEW 31
FIGURE 35 TORSION RIGIDITY BOTTOM DISPLACEMENT IN HYPERVIEW 31
FIGURE 36 BELTLINE STIFFNESS LOADS AN BOUNDARY CONDITION 32
FIGURE 37 INNER BELTLINE DISPLACEMENT IN HYPERVIEW 33
FIGURE 38 OUTER BELTLINE DISPLACEMENT IN HYPERVIEW 33
TABLE OF CONENTS
RESPONSE OPTION SHEET III
ABSTRACT SHEET IV
LIST OF TABLES VI
LIST OF FIGURES VII
1. ABOUT TATA TECHNOLOGIES LIMITED. 1
2. INTRODUCTION 3
2.1. BACKGROUND 3
2.2. OBJECTIVE 4
3. METHODOLOGY 5
4. FINITE ELEMENT ANALYSIS 7
4.1. BRIEF HISTORY: 7
4.2. THREE STEPS OF FEA: 7
4.3. COMMON APPLICATIONS: 8
5. IMPORTING AND REPAIRING CAD 9
6. PREPROCESSING 10
6.1. TERMINOLOGY: 10
6.2. ELEMENT TYPES: 11
6.2.1. 1-D elements: 11
6.2.2 2-D Elements: 11
6.2.3. 3-D Element: 12
6.3. ELEMENT QUALITY AND CHECKS: 13
6.3. CONNECTORS: 16
6.4. LOADING POINTS, MATERIALS AND PROPERTIES: 17
6.5. CONSTRAINTS: 17
7. REAR DOOR ASSEMBLY 18
7.1. COMPONENT STATISTICS AND MATERIAL PROPERTIES 19
8. SOLUTION AND POST PROCESSING 22
8.1. MODAL ANALYSIS: 22
8.2. STATIC ANALYSIS: 25
8.2.1. Frame Front and Rear stiffness: 26
8.2.2. Overall Stiffness: 28
8.2.3. Torsional Rigidity Top and Bottom Stiffness: 30
8.2.4. Inner and Outer Beltline Stiffness: 32
9. CONCLUSION AND RECOMMENDATIONS 35
10. REFERENCES 36
1. ABOUT TATA TECHNOLOGIES LIMITED.
Tata Technologies Ltd. (TTL) is a global engineering consulting organization with core specialization in automotive and aerospace. The company delivers customized solutions for engineering and design, product life cycle management and enterprise system integration for the manufacturing sector. TTL is a company of engineers, led by engineers, with more than 6,300 associates, representing 27 nationalities.
Figure 1 Tata Technologies Ltd. History
Founded in 1989, the company has been helping ambitious manufacturers create great products for over 20 years. It focuses on the manufacturing industry – on companies that make exciting products – covering every aspect of the value chain from concept to recycling. It also supports these clients through a comprehensive, integrated set of engineering services and IT processes and tools to manage the product development process and the complete manufacturing ecosystem.
TTL’s international headquarters is in Singapore, with key regional headquarters in India (Pune), USA (Novi, Michigan) and the UK (Luton). The company has global development centres in Germany, India, Thailand, the UK and the USA and also has offices in Canada, China, France, Germany, Ireland, Japan, Korea, Mexico, and the Netherlands.
Areas of business:
The TTL group offers solutions and services in:
• Engineering and design: Working with the world’s leading automotive and aerospace organizations leveraging global resources to provide engineering services wherever their clients need them to be.
• Product lifecycle management: Helping companies build better products, define better processes and reduce costs along the way. Includes branded products from Autodesk, Siemens, Dassault Systemés as well as training and support.
• Product development IT: Implementing best practice enterprise solutions that coordinate people, technology, information, and processes specific to product development organizations. Includes CRM, ERP, application lifecycle management, information lifecycle management.
• Manufacturing: Delivering a powerful combination of cutting-edge digital manufacturing, manufacturing automation and control systems, and comprehensive manufacturing domain expertise.
• Knowledge Lifecycle Management: Helping to harvest institutional knowledge, especially with iGET IT®, the comprehensive engineering internet-based training system.
Joint ventures, subsidiaries, associates:
• Tata HAL Technologies: Tata Technologies and Hindustan Aeronautics (HAL), Asia’s premier aerospace manufacturer, merge their formidable engineering, design and manufacturing resources and market reach to provide clients with comprehensive “design through build” aerospace solutions. This joint venture is India’s only dedicated aero structure provider that offers access to HAL’s design and manufacturing facilities and Tata Technologies’ global delivery centres.
TTL serves clients in 25 countries, with a delivery model specifically designed for engineering and IT engagements that offers a unique blend of deep, local expertise integrated with our six global delivery centres, Pune-Hinjawadi (India), Bangalore (India), Detroit (USA), Coventry (UK), Stuttgart (Germany), and Bangkok (Thailand).
The production of new vehicle is a resource consuming process. In an increasing pace of development and constant demands of cost reduction, the building of prototypes is considered too expensive. However, the vehicle performance still need to be evaluated before the vehicles reach the market. Hence, with increasing computational power, simulation models seem a natural successor to conventional prototypes. In this present work, Static and Dynamic load characteristics of the rear door will be calculated and analysed using several finite element analysis commercial software such as Hypermesh, Nastran & Hyperview. The structural problems discovered by this analysis will be modified if required.
Under the action of the engine, the road, and various vibration excitation sources, the body structure vibrates. If the frequency of this vibration source is similar to the natural frequency of the body member, it leads to its structural resonance, wherein the amplitude of the vibration increases drastically and could lead to its failure. Hence, modal analysis of the assembly is of great importance. It helps to find the natural frequencies of all the members in the body and analyzing which, we can avoid the occurrence of the resonance.
When performing the structure-borne road and engine vibration simulations on vehicle system models, the doors play an important part. They not only determine the general guidelines of car style, but also are vital for passenger’s safety from side crashes. The doors are fixed to the vehicle structure through hinges, a lock mechanism and door seals. This gives the door some freedom of motion and since the doors comprise large surfaces, this motion has great impact on the air pressure in the compartment. This accentuates the necessity of good predictive performance of door models, including attachment points, when performing vehicle system simulations.
An effective and comfortable approach to analyze structural dynamics is to work under steady-state conditions in the frequency domain. The models considered here are used in Eigen modes and frequency response simulations.
The objectives of this project are:
1. To analyse the natural frequency of the door and consequently avoid resonance with the other vibration sources in the vehicle structure.
2. To obtain the displacements and stresses at critical locations in various components of the door assembly.
3. To calculate and analyse the following stiffness values:
a. Door Frame front and rear stiffness
b. Torsional Rigidity bottom and top stiffness
c. Inner and outer beltline stiffness
d. Overall Stiffness
4. To improve the static and dynamic behavior of the rear door by changing the geometrical dimension and/or structural properties based on the results of the analysis.
Following Methodology is adopted for the completion of this project:
• Specifying Geometry- The geometry to be analyzed imported from a solid modeler CATIA.
• Modeling the Geometry-The geometry is modeled into small elements. This involves defining the types of elements into which the structure will be broken, as well as specifying how the structure will be subdivided into elements.
• Specifying Element Type and Material Properties- The material properties are defined. In an elastic analysis of an isotropic solid these consist of the Young’s modulus, density and Poisson’s ratio of the material.
• Applying Boundary conditions and External Loads- The boundary conditions e.g. location of supports and the external loads are specified.
Figure 2 Methodology
• Generating a solution- The solution is generated based on the previously input parameters.
• Post processing- Based on the initial conditions and applied loads, data is returned after a solution is processed. This data can be viewed in a Hyperview.
• Refining the Mesh- Finite element methods are approximate methods and, in general, the accuracy of the approximation increases with the number of elements used. The number of elements needed for an accurate model depends on the Problem and the specific results to be extracted from it. Thus, in order to judge the number of elements in the object and see if or how the results change.
• Interpreting Results- This step is perhaps the most critical step in the entire Knowledge of mechanics to interpret and understand the output of the model. This is critical for applying correct results to solve real engineering problems and in identifying when modeling mistakes have been made.
4. FINITE ELEMENT ANALYSIS
The finite element Analysis (FEA) is a numerical technique for finding approximate solutions to boundary value problems for partial differential equations. Useful for problems with complicated geometries, loadings, and material properties where analytical solutions cannot be obtained.
4.1. Brief History:
• Grew out of aerospace industry
• Post-WW II jets, missiles, space flight
• Need for light weight structures
• Required accurate stress analysis
• Paralleled growth of computers
FEA includes subdivision of a large problem into smaller, simpler, parts. The simple equations that model these finite elements are then assembled into a larger system of equations that models the entire problem.
4.2. Three Steps of FEA:
FEA is performed in three stages, Pre-Processing (Finite Element Modelling), Solving and Post Processing and those are outlined below.
Figure 3 FEA steps
• Define the geometric domain of the problem.
• Define the element type(s) to be used.
• Assign the material properties to components .
• Define the connections (Spot weld,bolt etc).
• Apply Load and the physical constraints (boundary conditions).
• computes the unknown values of the primary field variable(s). Computed values are then used by back substitution to compute additional, derived variables, such as reaction forces, element stresses.
• Postprocessor software contains sophisticated routines used for sorting, printing, and plotting selected results from a finite element solution.
4.3. Common Applications:
• Structural/Stress Analysis
• Fluid Flow
• Heat Transfer
• Electromagnetic Fields
• Soil Mechanics
5. IMPORTING AND REPAIRING CAD
Prior to Pre-processing, the geometry to be modeled is imported into the Modeling Software and the geometric issues, if any, are repaired. While the importation of data generally occurs with little error, there are variety of tools to remedy these geometric issues, if any. There are many features on a part that are not critical to the structure of the part and have little or no effect on the analysis. These features can include
• Lightening Holes – For part weight reduction
• Edge Fillets – For reduction of sharp corners allowing safer part handling
• Surface Fillets – To meet manufacturing requirements
• Free edges
• Scar lines
• Duplicate surfaces
• Intersection of parts (assembly of components)
These features often are process driven and are not function critical.
Any continuous object has infinite degrees of freedom and it’s just not possible to solve the problem in this format. Preprocessing (Meshing) is the act of preparing a model for analysis. Complex geometry is broken down into simple shapes (elements). The basic idea is to make calculations at only limited (Finite) number of points and then interpolate the results for the entire domain (surface or volume). The part is meshed and then definitions for the type and thickness of the material(s) are added then forces and constraints are applied.
Figure 4 Pre-processing
• Element: control volume into which geometry is discretized.
• Node: A node represents a physical position on the structure being modelled and is used by an element entity to define the location and shape of that element
• Face: boundary of an element.
• Edge: boundary of a face.
Figure 5 Element Terminology
• DOF: The minimum number of parameters (motion, coordinates, temp. etc.) required to define the position of any entity completely in the space is known as a degree of freedom (dof).
6.2. Element Types:
Finite element modelling mainly involves the discretization of the structure into elements or domains that are defined by nodes which describe the elements. Element selection is based on the type of problem, boundary conditions, geometry considerations, and results required.
6.2.1. 1-D elements: Used for geometries having one of the dimensions that is very large in comparison to the other two. The shape of the 1-D element is a line.
Figure 6 Rod Element
Figure 7 Beam Element
Practical Examples: Long shaft, rod, beam, column, spot welding, bolted joints, pin joints, bearing modeling, etc.
6.2.2 2-D Elements: 2-D elements represent 3-D space by assuming an infinite depth, fixed depth, or axisymmetric geometry. They have a reduced stiffness matrix and therefore reduced solution time with no loss in accuracy if the assumptions for the element hold.
Figure 8 2D Elements
Practical Examples: All sheet metal parts, plastic components like instrument panels, etc. In general, 2-D meshing is used for parts having a width / thickness ratio > 20.
Limitations of mid surface and 2-D meshing: 2-D meshing would lead to a higher approximation if-
o used for variable part thickness
o surfaces are not planar and have different features on two sides.
6.2.3. 3-D Element: Solid elements are generally used for 3-D structures not fitting into the shell description. Castings, forgings, blocky structures, and volumes are all good examples of 3-D solid element structures. Solid elements have the benefit of eliminating many assumptions found in the other element types but are generally more difficult to model.
Figure 9 3D Elements
Practical Examples : Transmission casing, clutch housing, engine block, connecting rod, crank shaft etc
In this project work, 2D meshing has been used with shell element. Shells are essentially 2-D elements that represent 3-D space. Shell elements has 6 degree of freedom and are 4 noded and 8 noded elements. Shells are excellent for thin 3-D structures, such as body panels, sheet metal, injection molded plastic or any part that can be described as having a thickness that is small relative to its global dimensions. Deflections are given at the nodes, but stresses can be found at the upper and lower surfaces as well as at the midplane
Some points to be noted:
• Meshing with more element can give higher accuracy. The downside is increased memory and CPU time.
• Greater the number of elements in the critical region (i.e. hole), the better is its accuracy. Critical areas are locations where high stress locations will occur. Dense meshing and structured mesh (no trias / pentas) is recommended in these regions. Areas away from the critical area are general areas. Geometry simplification and coarse mesh in general areas are recommended (to reduce the total DOFs and solution time).
Figure 10 Meshing in Critical Area
• Even without increasing the number of elements, one can achieve a better result just by the appropriate arrangement of the nodes and elements. This is known as biasing. Tria elements help in creating a smooth mesh transition from a dense mesh to a coarse mesh.
6.3. Element Quality and Checks:
Quality check list concerning the various mesh quality parameters like skew, aspect ratio, Jacobian etc. are the measures of how far a given element deviates from ideal shape. Some of the qualities checks are based on angles (like skew, included angles) while others on side ratios & area (like aspect, stretch). The following checks are done on the elements before proceeding to analysis:
• Connectivity test of a group of elements.
• Duplicate elements.
• Free 1-d: Test for free ends in one-dimensional elements.
• Free edges: Free edges should match with the geometry outer edges / free edges. Any additional free edges are an indication of unconnected nodes.
• Shell Normal: The shell normal is the direction of the normals of the shell element s. All the normals should point in same direction.
• Warpage: The amount by which an element or element face (in the case of solid elements) deviates from being planar. Warpage of up to fifteen degrees is generally acceptable. Warpage in two-dimensional elements is calculated by splitting a quad into two trias and finding the angle between the two planes which the trias form. The quad is then split again, this time using the opposite corners and forming the second set of trias. The angle between the two planes which the trias form is then found. The maximum angle found between the planes is the warpage of the element. Warpage in three-dimensional elements is performed in the same fashion on all faces of the element.
Figure 11 Warpage of an Element
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