Amyloid Fibres: Understanding Elasticity & Bending Angles

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Discussion Overview

The discussion revolves around the mechanical properties of amyloid fibres, particularly focusing on their elasticity and bending angles. Participants explore the relationship between fibre length, bending behavior, and potential calculations of elastic modulus, while also considering the structural composition of these fibres.

Discussion Character

  • Exploratory
  • Technical explanation
  • Conceptual clarification
  • Debate/contested

Main Points Raised

  • Andrea notes that amyloid fibres exhibit linear behavior below a certain threshold length and a constant bending angle beyond that length, questioning the underlying reasons for this behavior.
  • Participants suggest that the radius of curvature may be small, which could explain the observed bending in longer fibres, while also questioning the physical properties that can be derived from this bending, such as stiffness.
  • Links to external resources are provided, including academic papers that may offer theoretical insights into the persistence length of polymers and specific studies on amyloids.
  • Andrea expresses gratitude for the resources shared by participants, indicating that they have been helpful in understanding the theoretical and experimental aspects of amyloid fibres.

Areas of Agreement / Disagreement

Participants do not reach a consensus on the specific reasons for the bending behavior of amyloid fibres or the methods for calculating elastic properties. Multiple viewpoints and resources are shared, indicating ongoing exploration and uncertainty in the discussion.

Contextual Notes

There are limitations in the discussion regarding the technical background required to fully engage with the provided resources, as well as the complexity of the physical properties being discussed.

tribaggili
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Hello,

I`m studying amyloid fibres, which are filamentous proteins that intertwine between them (from 2 to 4 and more) and form fibres (2-20nm thick). I see that when that below a threshold length, the fibre is linear, beyond the threshold length, the fibre bend always with the same, constant angle. My questions are:

-why does this happen?

-can I calculate the elastic modulus from the bending angle?

I`m not a physicist, trying to become a biophysicist, so any help will be very welcomed!

Thank you,
Andrea
 
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Please post a picture or clear drawing for us to understand this problem properly .
 
Here is a picture...on the right part there is a long fibre, with that constant bending, on the left part few small fibres, straight.

Thank you,
Andrea
 

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since the radius of curvature is small, it is possible that the bending can be appreciated only on long fibres, so maybe no different behaviour between short and long fibres...these fibres (short and long) are probably composed of 2-or more entwined filaments...my question is why they bend? and could I obtain physical properties from this bending? such as stiffness?

Andrea
 
tribaggili said:
Hello,

I`m studying amyloid fibres, which are filamentous proteins that intertwine between them (from 2 to 4 and more) and form fibres (2-20nm thick). I see that when that below a threshold length, the fibre is linear, beyond the threshold length, the fibre bend always with the same, constant angle. My questions are:

If I understand your question correctly, you are asking about the 'persistence length' of a polymer:

https://en.wikipedia.org/wiki/Persistence_length

For amyloids in paerticular:

http://journals.aps.org/prl/abstract/10.1103/PhysRevLett.96.238301
http://pubs.acs.org/doi/abs/10.1021/ja206513r
 
Well, Nidum and Andy, I`m surprised how much you helped me, with your links I think I got all the theoretical and experimental information to properly interpret my fibres and understand their behaviour...I even found a freeware app, FiberApp, that runs with Matlab and should predict all the properties of amyloid fibrils...currently I`m trying to install it and hopefully it will works...so a big thank you for your work and very relevant contributions!

Andrea
 
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