SOLIDWORKS 2018: A Tutorial Approach, 4th Edition

Prof. Sham Tickoo

• Verlag: CADCIM Technologies
• Jahr: 2018
• ISBN:
  9781640570313
• Thema: Tecnología e ingeniería
• Thema: Ingeniería industrial

SOLIDWORKS 2018: A Tutorial Approach introduces readers to SOLIDWORKS 2018 software, one of the world's leading parametric solid modeling packages. In this textbook, the author has adopted a tutorial-based approach to explain the fundamental concepts of SOLIDWORKS. This textbook has been written with the tutorial point of view and the learn-by-doing theme to help the users easily understand the concepts covered in it. The textbook consists of 12 chapters that are structured in a pedagogical sequence that makes the book very effective in learning the features and capabilities of the software. The textbook covers a wide range of topics such as Sketching, Part Modeling, Assembly Modeling, Drafting in SOLIDWORKS 2018. In addition, this textbook covers the basics of Mold Design, FEA, and SOLIDWORKS Simulation.

The following are some of the features of this textbook:

• Consists of 12 chapters that are organized in a pedagogical sequence.
• Tutorial approach to explain various concepts of SOLIDWORKS 2018.
• First page of every chapter summarizes the topics that are covered in it.
• Step-by-step instructions that guide the users through the learning process.
• Several real-world mechanical engineering designs as tutorials and projects.
• Additional information throughout the book in the form of notes and tips.
• Self-Evaluation Tests and Review Questions at the end of the chapters for the users to assess their knowledge.
• Technical support by contacting [email protected].
• Additional learning resources at http://allaboutcadcam.blogspot.com.

Brief Table of Contents

Chapter 1: Introduction to SOLIDWORKS 2018
Chapter 2: Drawing Sketches for Solid Models
Chapter 3: Editing and Modifying Sketches
Chapter 4: Adding Relations and Dimensions to Sketches
Chapter 5: Advanced Dimensioning Techniques and Base Feature Options
Chapter 6: Creating Reference Geometries
Chapter 7: Advanced Modeling Tools-I
Chapter 8: Advanced Modeling Tools-II
Chapter 9: Assembly Modeling
Chapter 10: Working with Drawing Views
Chapter 11: Introduction to FEA and SOLIDWORKS Simulation
Chapter 12: Introduction to Mold Design
Student Project
Index

Chapter 11

Introduction to FEA

and SOLIDWORKS

Simulation

Learning Objectives

After completing this chapter, you will be able to:

• Understand basic concepts and the general working of FEA

• Understand advantages and limitations of FEA

• Understand the types of analysis

• Understand important terms and definitions used in FEA

• Understand theories of failure in FEA

• Create an analysis study using SOLIDWORKS Simulation

• Compare results in SOLIDWORKS Simulation

Introduction To FEA

The finite element analysis (FEA) is a computational technique that is used to obtain approximate solutions to the boundary value problems in engineering. In this analysis, a numerical technique called the finite element method (FEM) is used to solve boundary value problems. FEA involves a computer model of a design that is loaded and analyzed for specific results. The finite element analysis was first introduced by Richard Courant in 1943. He used the Ritz method of numerical analysis and minimization of variational calculus for getting approximate solutions to vibration systems. Later, the academic and industrial researchers created the finite element method for structural analysis.

The concept of FEA can be explained through a simple example of measuring the perimeter of a circle. To measure the perimeter of a circle without using the conventional formula, divide the circle into equal segments, as shown in Figure 11-1. Next, join the start point and endpoint of each of these segments by a straight line. Now, you can easily measure the length of straight line, and thus, the perimeter of the circle.

If you divide the circle into four segments only, you will not get accurate results. For more accurate results, divide the circle into more number of segments. However, with more segments, the effort required would be more. The same concept applies to FEA also and therefore, there is always a compromise between accuracy and speed while using this method. This makes it an approximate method.

The FEA was first developed to be used in the aerospace and nuclear industries where the safety of structures is crucial. Nowadays, the simplest of the products rely on the FEA for their design evaluation.

The ...