Intro to Cell Mechanics 1.28.16 Biological Hierarchy- Whole Body - - PowerPoint PPT Presentation

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Intro to Cell Mechanics 1.28.16 Biological Hierarchy- Whole Body - - PowerPoint PPT Presentation

Intro to Cell Mechanics 1.28.16 Biological Hierarchy- Whole Body Tennis Anatomy (2011) Biological Hierarchy Muscles to Cells Biological Hierarchy Cells to Proteins Muscles contract via sliding the myosin and actin filaments along each


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Intro to Cell Mechanics

1.28.16

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Biological Hierarchy- Whole Body

Tennis Anatomy (2011)

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Biological Hierarchy – Muscles to Cells

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Biological Hierarchy – Cells to Proteins

Muscles contract via sliding the myosin and actin filaments along each other.

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Fermi Problem: Number of cells

The Human Body ~ 70% water, ρ =1000 kg/m3 Let’s say the average mass of a human is 85 kg.

ρ = m/V → 1000 kg/m3 = (0.7)(85 kg)(1/Vhuman)

Vhuman ~ 0.0595 m3

What is the volume of a cell? Pretend a cell is a cube.

Vcell = (20 µm)3 = 8 x 10-15 m3 Ncell = Vhuman/Vcell ~ 10 trillion

Current data estimation ~ 3.72 x 1013 Types of cells ~ 210 Typical mass ~ 1 ng

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Fermi Problem: Number of cells

The Human Body ~ 70% water, ρ =1000 kg/m3 Let’s say the average weight of a human is 85 kg.

ρ = m/V → 1000 kg/m3 = (0.7)(85 kg)(1/Vhuman)

Vhuman ~ 0.0595 m3

What is the volume of a cell? Pretend a cell is a cube.

Vcell = (20 µm)3 = 8 x 10-15 m3 Ncell = Vhuman/Vcell ~ 10 trillion

Current data estimation ~ 3.72 x 1013 Types of cells ~ 210 Typical mass ~ 1 ng

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Fermi Problem: Number of cells

The Human Body ~ 70% water, ρ =1000 kg/m3 Let’s say the average weight of a human is 85 kg.

ρ = m/V → 1000 kg/m3 = (0.7)(85 kg)(1/Vhuman)

Vhuman ~ 0.0595 m3

What is the volume of a cell? Pretend a cell is a cube.

Vcell = (20 µm)3 = 8 x 10-15 m3 Ncell = Vhuman/Vcell ~ 10 trillion

Current data estimation ~ 3.72 x 1013 Types of cells ~ 210 Typical mass ~ 1 ng

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Fermi Problem: Number of cells

The Human Body ~ 70% water, ρ =1000 kg/m3 Let’s say the average weight of a human is 85 kg.

ρ = m/V → 1000 kg/m3 = (0.7)(85 kg)(1/Vhuman)

Vhuman ~ 0.0595 m3

What is the volume of a cell? Pretend a cell is a cube.

Vcell = (20 µm)3 = 8 x 10-15 m3 Ncell = Vhuman/Vcell ~ 10 trillion

Current data estimation ~ 3.72 x 1013 Types of cells ~ 210 Typical mass ~ 1 ng

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The Numbers

Current data estimation ~ 3.72 x 1013 Types of cells ~ 210 Typical mass ~ 1 ng Distance – microns Force – pN to nN Stress – 1 Pa to 1 kPa

Nature Education

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The Numbers

“If an apple is magnified to the size of the earth, then the atoms in the apple are

  • approx. the size of the original apple.”

~ Richard Feynman

Nature Education

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68 Molecular Building Blocks

“From the construction, modification, and interaction of these components, the cell develops and functions.” –Jamey Marth

  • J. Marth “A Unified Vision of the Building Blocks of Life” Nature Cell Biology, 2008,10(9):1015-16

Nucleic Acids 8 nucleosides Proteins 20 amino acids Glycans 32+ sugars Lipids 8 types

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The Subsystems (Organelles)

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From Stimulus to Cell Response

Nanobiomedicine, 2014, 1:5 | doi: 10.5772/59379

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What is Cell Mechanics?

“The subject of cell mechanics encompasses a wide range of essential cellular processes, ranging from macroscopic events like the maintenance of cell shape, cell motility, adhesion, and deformation to microscopic events such as how cells sense mechanical signals and transduce them into a cascade of biochemical signals ultimately leading to a host of biological responses.”

  • - Mofrad & Kamm
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Micropipette Aspiration (Application)

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Optical Tweezers (Application)

Nature Materials 7, 15 - 23 (2008)

Biomechanics of RBC infected by the malaria-inducing parasite P. falciparum. Normal RBCs (H-RBC, n = 7) and RBC infected by P. falciparum at the ring stage (Pf-R- pRBC, n = 5) and the schizont stage (Pf-S-pRBC, n = 23). The solid lines are from three-dimensional finite-element simulations of an optical tweezers stretching experiment of RBC with an effective shear modulus of the cell membrane = 5.3 N m-1 (H-RBC), 16 N m-1 (Pf-R-pRBC) and 53.3 N m-1 (Pf-S-pRBC).

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Laser Tweezers (Application)

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Microfluidic Device (Application/Sensing)

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Magnetic Cantilever (Actuation)

Bielawski, K.S., Sniadecki, N.J., J Microelectromechanical Systems. (2015)

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Micropost Technology (Sensing)

Rodriguez, M.L., et al (2014) J Biomechanical Engineering. 136(5), 051005

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AFM (Application and Sensing)

Haase K, Pelling AE. (2015) J. R. Soc. Interface 12: 20140970.

Apply compressive strains AFM force - indentation curve used to measure elasticity Single molecule interaction experiments PSD Stress and strain relaxation curves to measure time dependent cellular behaviors Spherical tip used to measure distributed forces

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Modeling Approaches

Nature Materials 7, 15 - 23 (2008)

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We study cell mechanics...

  • to understand interaction between cells and their environment
  • to improve the control/function of cells
  • to improve cell growth/cell production
  • to manipulate cells for medical applications
  • to treatment of certain diseases
  • to understand how cells move and change cell motion
  • to build/engineer tissues with desired mechanical properties
  • to understand how cell growth is affected by stress and mechanical properties of the

substrate the cells are in

  • to understand how cells are affected by their environment
  • to understand how mechanical factors alter cell behavior and gene expression
  • to understand how different cells interact with each other
  • to understand how mechanical loading affects cells, e.g. stem cell differentiation or

cell morphology

  • to understand how mechanically gated ion channels work
  • to understand how the loading of cells could aid developing structures to grow cells
  • r organize existing cells more efficiently
  • to understand macrostructural behavior
  • to build machines/sensors similar to cells
  • to be able to study the impact of different parts of a cell on its overall behavior
  • to provide scientific guidance for targeted cell manipulation
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Back Up

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Cells in Context

Cells/Tissue

Animate Basic Unit of Living Composed of Proteins Defines structure/function of tissue Sensitive to temperature, radiation, water, pH, nutrients, pressure, ionic strength, osmolarity, hormones, etc.

Grains/Material

Inanimate Basic Unit of Metal/Ceramics Composed of Atoms Defines structure strength of material Sensitive to temperature, radiation, corrosion, loading

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Modeling Approaches

Haase K, Pelling AE. (2015) J. R. Soc. Interface 12: 20140970.

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