Lecture 9: 24/10 Flashcards

1
Q

Provide the orders of magnitude for cell polymers and eukaryotic cells

A

add size, etc.

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2
Q

What are the 4 key components of AFM?

A
  • Calibrated cantilever
  • Known probe geometry
  • Controlled cantilever Z
  • Laser and quadrant photodiode
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3
Q

Describe the laser and quadrant photodiode?

A

Allows for very small displacements on the sample surface to be resolved into large linear displacements on the photodiode.

The 4 independent photodetectors allow us to resolve where the laser is spatially located, due to the long laser path.

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4
Q

What makes AFM extremely versatile?

A

Generalized and non-specific in nature

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5
Q

What can AFM be used to measure?

A
  • Intramolecular forces (resistive vs attractive forces) in sample
  • Topography of sample (stiffness and height of the surface influences this, you can separate stiffness and height measurements but processing the information in different ways)
  • Resistance to indentation (i.e., stiffness, young’s modulus)
  • Ligand-receptor binding (binding strength, adhesive forces, etc.)
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6
Q

What are examples of two AFM modes?

A
  • Contact
  • Tapping (small taps with no deformation)
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7
Q

What are two commonly used AFM tips?

A
  • Sharp point (useful for topography and very specific, small measurements)
  • Sphere (useful for larger measurements, sphere is used for its symmetry and predictability for indentation)
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8
Q

What are the two AFM tip modelling approaches based on tip geometry?

A

Sharp: Sneddon Model
Sphere: Hertz Model

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9
Q

Why do we measure the “apparent” Young’s modulus?

A

Young’s modulus is only valid for constant load, proportional load, and time-invariant materials

Since cells are viscoelastic (time dependence) and exhibit non-linear mechanics, only an “apparent” young’s modulus can be measured

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10
Q

What happens to the modulus when probing speed is changed?

A

Too fast = high apparent modulus
Too slow = lower apparent modulus

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11
Q

How do the models used impact the apparent young’s modulus?

A

Hertz model: accurate for initial contact, under-reports moduli
Brush model: accurate for large compression, over-reports moduli

Bad model leads to bad data (as it can highly impact the young’s modulus)

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12
Q

How do the apparent young’s moduli of benign vs malignant cells compare?

A

Benign (MCF10a): stiffer at high indentations, strain stiffens more
Malignant (MDA): softer at high indentations

Same at low indentations in cytoplasm (similar at low indentations for nuclear and nucleolar)

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13
Q

How can AFM be used as a microscope?

A

Offers a high spatial resolution microscopy picture of the topography, in addition to mechanical features

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14
Q

How can adhesive forces be analyzed through AFM?

A

The release of the AFM tip is in jumps, which can tells us about the distribution of the binding forces and the height of the jump can tell us about the type of bond

It can characterize the individual rupture events

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15
Q

Describe the motion of keratocytes?

A
  • Contract orthogonally to the direction of motion
  • Actin polymerization pushes leading edge forward, acto-myosin contraction drives cell body forward (can rip apart if myosin is inhibited)
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16
Q

How do cellular forces arise from contractility?

A

The stresses are only at the leading edge (wings) and the contractility axis is orthogonal to the movement

Force can be measured by allowing cell to push against the sensor/tip (through wall, bead, etc.)

17
Q

How else can force be measured other than AFM?

A

Any force measurement system where we can get a resolvable deformation or displacement and understand the stiffness

  • Applying fluid shear with pipette tip
  • Bending microneedles visualized with microscopy