What is Elastic: Definition and 1000 Discussions

Elastic fibers (or yellow fibers) are an essential component of the extracellular matrix composed of bundles of proteins (elastin) which are produced by a number of different cell types including fibroblasts, endothelial, smooth muscle, and airway epithelial cells. These fibers are able to stretch many times their length, and snap back to their original length when relaxed without loss of energy. Elastic fibers include elastin, elaunin and oxytalan.
Elastic tissue is classified as "connective tissue proper".Elastic fibers are formed via elastogenesis, a highly complex process involving several key proteins including fibulin-4, fibulin-5, latent transforming growth factor β binding protein 4, and microfibril associated protein 4 In this process tropoelastin, the soluble monomeric precursor to elastic fibers is produced by elastogenic cells and chaperoned to the cell surface. Following excretion from the cell, tropoelastin self associates into ~200 nm particles by coacervation, an entropically driven process involving interactions between tropoelastin's hydrophobic domains, which is mediated by glycosaminoglycans, heparan, and other molecules. These particles then fuse to give rise to 1-2 micron spherules which continue to grow as they move down from the cells surface before being deposited onto fibrillin microfibrillar scaffolds.Following deposition onto microfibrils tropoelastin is insolubilized via extensive crosslinking by members of the lysyl oxidase and lysyl oxidase like family of copper-dependent amine oxidases into amorphous elastin, a highly resilient, insoluble polymer that is metabolically stable over a human lifespan. These two families of enzymes react with the many lysine residues present in tropoelastin to form reactive aldehydes and allysine via oxidative deamination.These reactive aldehydes and allysines can react with other lysine and allysine residues to form desmosine, isodesmosine, and a number of other polyfunctional crosslinks that join surrounding molecules of tropoelastin into an extensively crosslinked elastin matrix. This process creates a diverse array of intramolecular and intermolecular crosslinks These unique crosslinks are responsible for elastin's durability and persistence. Maintenance of crosslinked elastin is carried out by a number of proteins including lysyl oxidase-like 1 protein.Mature elastic fibers consist of an amorphous elastin core surrounded by a glycosaminoglycans, heparan sulphate, and number of other proteins such as microfibrillar-associated glycoproteins, fibrillin, fibullin, and the elastin receptor.

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  1. C

    Gun-Projectile Elastic Collision

    1. Homework Statement A projectile of 45kg has a muzzle speed of 656.6 m/s when fired horizontally from a gun held in rigid support (no recoil). What will be the muzzle speed (relative to the ground) of the same projectile when fired from a gun that is free to recoil? The mass of the gun is...
  2. C

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  3. e2m2a

    Invariance of elastic potential energy

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  4. J

    Can Elastic Potential Energy Ever Be Negative?

    Homework Statement Which of the following Graphs BEST illustrates the potential energy vs. time for the system in Figure 1, where t=0 is defined as the time at which the incident box 1st contacts the box on the spring? My question is why can't the Elastic PE be negative? The answer is A...
  5. S

    Collision with magnets -- Elastic or Inelastic?

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  6. P

    Impact of a elastic string on pendulum

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  7. P

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  8. P

    Formula for bending a rod in the elastic range

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  9. Deadawake

    Elastic collision -- Energy & Momentum

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  10. Millie Baker

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  11. S

    Energy in an elastic collision

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  12. H

    Spring elastic potential, removing mass

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  13. N

    MATLAB Solving an Elastic Pendulum Equation with Matlab/Excel

    Hi guys, I need to transform Newtonian solution of motion equation for spring (elastic) pendulum into Matlab or Microsoft Excel. I want to use Euler´s Method (or Runge Kutta Method) of numerical solution for that problem. I know all the equations but I have a problem with making some code from...
  14. J

    Finding the elastic modulus of a metal in a mixed phase

    Homework Statement If a metal is adhered to a surface of another metal, let's say copper is plated onto aluminum, how can the elastic modulus of copper can be extracted given only the data of the thickness of the copper and aluminum, the young's modulus of the combined metal and the modulus of...
  15. flamespirit919

    Two-Dimensional Elastic Collision of Equal Masses

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  16. Eclair_de_XII

    How to solve a simple elastic collision problem?

    Homework Statement "A particle with mass ##m_1=1kg## traveling at ##v_{1_{0}}\frac{m}{s}## collides with a stationary particle with mass ##m_2=2kg##. How small is the speed of ##m_1## after the collision compared to before?" Homework EquationsThe Attempt at a Solution...
  17. I

    Elastic Collision in two dimensions question

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  18. minnyveller

    Why does the equation for elastic collisions work like this?

    Hi guys. Feels dumb coming back to this but I seem to have confused myself I was helping a friend with the problem: You shoot protons going v=4.2e7 m/s through a particle accelerator. They collide with gas particles of an unknown mass (pretend no velocity) and all bounce back elastically at...
  19. S

    Dynamics Questions // Elastic Collision with different Vo

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  20. S

    Elastic attached to a Car travelling down an inclined plane....

    Hey! I'm conducting an experiment wherein a car of various weights travels down an inclined plane of varying angles, attached to the back of the car and the top of the ramp is an elastic cord. Once the car reaches the end the elastic pulls backward, and thus pulling the car back. We are...
  21. xjcov

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    Good afternoon! I would like to preface by saying, yes, this is for a project. I am only posting here to see if my method of solving is correct before I finish the project incorrectly. Homework Statement I chose two balls, mass A: .553 kg and mass B: .410 kg I recorded their collision and...
  22. S

    I Level of unseen elastic scatterings

    How often are visible matter particles seen to undergo elastic scattering with particles that remain otherwise unseen? Known particles that may cause such scattering include neutrinos and antineutrinos (three flavours each) which are also seen in inelastic destruction and formation processes...
  23. J

    Elastic collision between pool balls

    Homework Statement A super cue ball is made of the same material with the target ball (radius r) but slightly larger: rc = (3)^(1/3)*r The cue ball collides with the target ball on a frictionless table, as shown below, with initial speed of v0. The collision is not head-on, as shown below. a)...
  24. Y

    Relativistic elastic collision

    Homework Statement Homework Equations et Em and pm be the energy and momentum of the mass m after the collision. Let p and p' be the momentum of mass M before and after the collision. From conservation of 4 momentum: \begin{bmatrix}E+m \\ p\end{bmatrix}=\begin{bmatrix}E_m+E' \\...
  25. mamadou

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  26. R

    Hooke's law and elastic deformation

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  27. P

    Can someone explain elastic band physics

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  28. blixel

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  29. N

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  30. G

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  31. P

    Electron to Stationary Proton Collision

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  32. M

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  33. FallenApple

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  34. A

    Find V2 of an elastic equation

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  35. Pratik89

    Elastic and gravitational potential energy

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  36. morrobay

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  37. P

    What is the Fraction of Energy Lost by an Electron in Elastic Scattering?

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  38. O

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  39. CalebB-M

    Two dimensional Elastic Collision

    Homework Statement [/B] The problem statement is: A helium atom traveling at a speed of 240 m/s hits an oxygen atom at rest. If the helium atom rebounds elastically, from the oxygen atom at an angle of 90° with respect to the original direction of motion, what are the final velocities of both...
  40. J

    Elastic collision with pendulum

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  41. H

    2D elastic collision in CM Frame, velocities antiparallel?

    Homework Statement Why are the Center of Momentum velocities of masses after a 2D elastic collision anti-parallel? (as in the following diagram) Homework Equations CM_Velocity = (∑m_i*v_i)/(∑m_i) The Attempt at a Solution This is not actually a problem I have to do. I am just looking for a...
  42. C

    Understanding elastic tensor matrix intuitively

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  43. Z

    Two bodies on elastic spring system

    Homework Statement A body of mass M is connected to a vertical spring.Another body of mass m is placed on it.Calculate the amplitude of the oscillation of that system,with the condition that the body m always stays on top of body M(no jumps).No friction. Homework Equations mg=kx mgh=0.5kx2...
  44. D

    Particle motion when wrapped around drum; elastic string

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  45. J

    I Limiting behavior of quantum elastic collision

    From the hyperphysics site http://hyperphysics.phy-astr.gsu.edu/hbase/elacol2.html#c1 on classical elastic collisions I see that if an incoming particle of mass ##m_1## with velocity ##v_1## collides into a stationary target particle of mass ##m_2## then the velocity of the target particle after...
  46. P

    Energy transfer in elastic collision.

    How do I derive the energy transfer equation in an elastic collision of two bodies of masses m and M respectively,using the energy and momentum conservation relations in the laboratory frame? $$\frac{1}{2} m_1 v_0^2 = \frac 1 2 m_1 v^2 + \frac 1 2 m_2 V^2$$ $$m_1 v \cos(\phi)=m_1 v_0 -m_2 V...
  47. E

    How Is the Total Maximal Elastic Energy Calculated in This System?

    Homework Statement Given the scheme https://www.dropbox.com/s/nm943gleo2nc8ft/Screenshot%202016-08-28%2013.47.33.png?dl=0 Springs' constant k=40 N\m mass of bulk m=6kg The wooden bulk is released at rest when all the springs are not stretched Question: What is the elastic total maximal Energy...
  48. P

    Elastic Section Modulus vs Moment of Inertia

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  49. I

    Elastic Collision: Understanding the Role of Positive and Negative Signs

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  50. A

    Solve for 2D Elastic Collision: Find θ & φ Angles

    Homework Statement A 2D elastic collision: Two pucks (masses m1 = 0.5 kg and m2 = 0.3 kg) collide on a frictionless air-hockey table. Puck 1 has an initial velocity of 4 m/s in the positive x direction and a final velocity of 2 m/s in an unknown direction, θ. Puck 2 is initially at rest. Find...
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