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DFMA and Cost Reduction in Product Design

6/18/2021

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Everyone wants their product to cost as little as possible. Less cost means more profit.
 
A while ago, I was at a seminar and one of the speakers said that the second biggest reason that startups fail is that they run out of money. (The no. 1 reason is that the product fails to solve a real problem or meet the demands, but that discussion is for another time).
 
If you can make your physical product to cost as little as possible, you are on your way to success. Cost reduction starts early in the development process, and one of the easiest to reduce cost, is DFMA.
 
Reduce the Number of Parts
DFMA stands for Design for Manufacture and Assembly and is one of the Design for X methodologies.
It boils down to one thing: Reduce the number of parts! One less part means one less part to manufacture, assemble, document, quote, redesign and revise.
 
A common misconception is that dividing you part into smaller, simpler and more machinable parts will make it cheaper. In the 1960s, producibility guidelines were developed that encouraged engineers and designers to do exactly that, but these have been shown to be wrong in many cases.
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Misleading producibility guideline for the design of sheet metal parts. (From Pahl, G. and Beitz, W. Engineering Design, English Edition, The Design Council, London, 1984.

Ask Yourself these Questions

To determine if a part can be eliminated, ask yourself these three questions:
  1. Does the part have to move relative to all other parts? Only consider large motions, small motions that can be done by flexing does not count.
  2. Does the material have to be different or isolated from all other parts? Only fundamental reasons based in material properties are valid.
  3. Does a part have to be separate in order to make the assembly process possible, and would removal of this part deem assembly or disassembly impossible?
If the answer is no to all these questions, the part is a good candidate for removal. 


Case Study
Take a look at this box I designed for an automaton a couple of years ago. 
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Total number of parts: 169. Number of unique parts: 23.
​The only purpose of the box is to house the mechanisms. So, in theory it could be reduced to only one part. However, to make assembly easier it is probably a good idea to split it into two or three parts. Here is a two-part box, made by casting:
PictureTotal number of parts: 6. Number of unique parts: 3.
Keep in mind that the tooling cost will be very high, while the material cost, assembly cost and part cost will be very low.
 
A second approach would be to use pressure fits, snap-fits and interlocking parts to eliminate the fasteners. Attempts are made to reduce the number of unique parts, and to make them as simple as possible. 

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Total number of parts: 12. Number of unique parts: 10.
Book Recommendation
If you want to learn more about DFMA, I really recommend this book by G. Boothroyd and P. Dewhurst.

​Every design engineer should read this book!
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In this book, you will learn:
  • The basics of DFMA, including data to support its advantages. As well as case studies of mechanical and electromechanical products.
  • A method for material and process selection in the concept development phase.
  • The intricacies of how to design for manual and automatic assembly.
  • How to optimize electrical connections and harness assemblies.
  • Cost estimation of machined parts, injection molding, sheet metal and different kinds of casting.
 
If I were to look for areas where the book could improve, I would have wished it included more about:
  • More examples of clever solutions to reduce cost.
  • A more critical look on any downsides of DFMA.  
  • More information about welding, waterjet and laser cutting.
  • Examples of DFMA of large structures. 
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How To Do Topology Optimization with Pen and Paper

6/4/2021

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Yes, you read that right. Topology optimization without the use of a computer. 

If you have ever tried topology optimization in CAD programs such as Autodesk Fusion 360, SolidWorks or Creo, you know that topology studies take a long time to compute. Even simple setups can take hours to solve. And if you want finer results,  the solve time increases exponentially.
 
Sometimes, you need a simpler and faster method. In my research for open source topology optimization tools, I stumbled upon a method that only requires pen and paper.
 
Claus Mattheck, Head of department of Biomechanics at the Institute for Materials Research II of the Karlsruhe Research Centre has developed a very clever method. Based on years of experience with computer algorithms, he saw that common shapes emerged, and they all followed the same principles.
 
The first principle is:
“Optimal designs have a uniform stress distribution.”
​
All optimal, light weight design tend to have a uniform stress distribution. This is seen all throughout nature. If you think about it, an area of high stress is a weak point. And an area of low stress has an unnecessary amount of material and weight. 


​
The Force Cone Method
​The force cone method is based on the observation that a force acting on a plane will produce internal reaction forces to counteract the external force. Most of the internal forces will appear within a 90 degree angle, or cone. Compressive forces will appear in front of the force, and tension forces will appear behind the force. 

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Furthermore, engineers have found that the optimal angle to create a light weight two-bar truss, is 90 degrees. Be aware that this does not consider buckling. 
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If you need to place two struts between the force and anywhere on the wall, the optimal placement will be like this.
The fact that optimal solutions tend to have beams at 90 degrees was also recognized by Mitchell in 1904.
​

​Force Cone Method - Example 1
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Consider two supports and a horizontal force.
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The force cone method is based on drawing the force cones for each of the forces and the supports. The compression zones are shown in blue, while the tension zones are shown in yellow.
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Connect the force cones to each other. If no direct path is present, go along the 45-degree line from the force and down to the support. These beams are in compression.
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Repeat the same procedure for the other side. These beams will be in tension.
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Connect the rest of the points based on the outer edges of the force cones.
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The solution from a computer algorithm is very similar.


​Force Cone Method - Example 2
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In this example, the force is asymmetrically placed above the supports.
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Draw 90 degree force cones at each forces and supports. You somehow need to connect the tension zones together.
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Go along the edge of the right support tension cone and connect to the force. Place struts within the blue zone of the left support to stabilize the structure. The optimal solution is to use infinitely many, very thin struts, but that is obviously not practical. You are free to use any number you want.
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Again, the solution from a computer algorithm is strikingly similar.
Learn More
​
​If you want to learn more about this method, check out C. Mattheck’s book: Thinking Tools After Nature.
It covers three thinking tools that can help you to understand how forces work and how to inform your light weight designs. An indepth explanation of the force cone method, ways to reduce stress concentrations, fatigue, cracks. As well as awesome examples from nature. 

These are practical tools for the design engineer at the early phase of the development process. No equations or heavy math. You'll have to find that somewhere else. But I promise you, this book will make you look at mechanical and structural design in a new way. 
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