How Do Forces and Stresses Affect Meat Slicing?

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SUMMARY

The discussion focuses on the mechanics of meat slicing, specifically analyzing the forces and stresses involved when using a slicer blade on cylindrical salami. The blade applies a concentrated normal force, and shear stress is calculated as the force exerted divided by the contact area. Torque is essential for generating the necessary cutting force, defined as the product of cutting force and blade radius. The conversation also highlights the importance of understanding the slice/push ratio and the type of blade used in the slicing process.

PREREQUISITES
  • Understanding of normal and shear stress in materials
  • Basic knowledge of torque and its calculation
  • Familiarity with cylindrical geometry and polar coordinates
  • Concept of slice/push ratio in cutting mechanics
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  • Research the mechanics of shear stress in materials
  • Learn about torque calculations in mechanical systems
  • Explore the different types of cutting blades and their applications
  • Investigate the slice/push ratio and its impact on cutting efficiency
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Engineering students, mechanical engineers, culinary professionals, and anyone interested in the physics of cutting and material failure in food processing.

checkmatechamp
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I'm an engineering student with a part-time job at a deli (and a seasonal job in construction, but that's besides the point). To entertain my coworkers, I talk about the different forces/stresses present when slicing the meat.

So for the sake of accuracy, let's say I have a cylindrical piece of salami. The slicer blade applies what is basically a concentrated normal force (a force spread out over the (width)x(contact length) of the blade with the meat)

The shear stress would be the amount of force exerted by the blade, divided by the contact area (Force increases as the blade cuts deeper into the meat, right? So stress is constant, but force increases)

To generate that amount of force, the machine needs a certain amount of torque applied to it, which is equal to the cutting force times the radius of the blade. (Or in other words, the force is equal to the torque divided by the radius of the blade)

So would you use polar coordinates to break down the vertical and horizontal components of the force? (The horizontal component being what actually cuts the meat?)

And when the meat is cut, the thing that causes it to "fail" is the amount of shear stress it can withstand, right? (Or is it that, combined with the normal stress applied to the meat?).
 
This is an interesting problem, but it is difficult to answer because you have not described what type of blade you are using.
You use the term “slice” but then refer to “(width)x(contact length) of the blade with the meat”, ignoring the slice / push ratio.

To cut with a knife you can;
1. Simply push a knife edge down through material.
2. Slide the knife while pushing down. That has a slice / push ratio.
3. Rotate a disc with a sharpened edge, (slice), while (push)ing the material against it.
4. Rotate a disc, blunt edge, but with a sharp radial cutter and slot on it's face.

Do you have a picture, link, or better description of the slicing machine and cutter ?
 
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