Lecture 2 Flashcards

1
Q

Micro- and Macro-transfer

A

Macro – Large scale movement of molecules

  • Endocytosis
  • Exocytosis

Micro – Smaller scale movement
* Cell membrane transport

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2
Q

Vesicular Transport

A

Vesicular transport is involved in the movement of proteins into (endocytosis) and out of the cell (exocytosis)

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3
Q

Resting Membrane Potential

A

All cells have a resting membrane potential

Determined by distribution of ions across the membrane

Mostly due to sodium and potassium

Related to equilibrium potential, as determined by the Nernst equation

Ions need membrane proteins for transport across the membrane

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4
Q

Equilibrium of Ions

Artificial semi-permeable membrane

A

Only permeable to potassium

Measure charge across membrane

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5
Q

The Nernst Equation

A
Em = Membrane potential
R = Gas constant
T = Temperature in Kelvin
Z = Number of charges on ion
F = Faraday’s number
[X]o = Concentration of ion outside
[X]i = Concentration of ion inside
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6
Q

The Nernst equation

A

Nernst predictions equilibrium membrane potential based on concentration gradient of that ion across the membrane – the Nernst potential

Concentration gradient across a cell membrane maintained by sodium-potassium pump (Na+/K+-ATPase)

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7
Q

Goldman-Hodgkin-Katz Equation

A

Membrane permeable to multiple ions

Membrane potential can still be calculated

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8
Q

Resting Membrane Potential

A

Generated from the asymmetrical distribution of ions:

Particularly Na+ and K+

Differential permeability of the membrane to these ions

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9
Q

If permeability of the membrane is higher for K+ than Na+:

A
  • Membrane potential will be closer to equilibrium potential for K+
  • About -70 mV (EK = -95 mV)

Non-excitable cells have a K+:Na+ permeability ratio of 2:1

Nerve/muscle cells closer to 25:1

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10
Q

Movement Across the Membrane

* Directly through lipid bilayer

A

Passive (simple) diffusion - obeys Fick’s law of diffusion, e.g. O2 from alveoli to pulmonary capillaries

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11
Q

Movement Across the Membrane

* Via integral membrane proteins:

A

Facilitated diffusion: through pores, channels and carriers (uniports)

Active transport: energy (ATP) required to transport across a membrane

Secondary active transport:

  • Co-transporters (symporters): movement of a solute coupled to the movement of another solute down its concentration gradient
  • Counter-transporters (antiporters): coupled movement of two or more solutes in opposite directions
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12
Q

Passive (Simple) Diffusion

A

Passive (non-coupled) transport:

  • Solute/gas passes down concentration gradient
  • At finish, inward flux = outward flux so net flux = 0
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13
Q

If a substance can pass through a membrane, it is said to be permeable

A

Driving force is the electrochemical gradient

Chemical potential energy differences

Differences in charge

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14
Q

Explained by the example of passive non-coupled transport:

A

Movement across a membrane not dependent on another molecule or chemical reaction

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15
Q

Transporter Proteins:

Facilitated Diffusion

A

3 types of transporters that facilitate diffusion:

  • Channels (non-gated)
  • Gated channels
  • Uniporters

All facilitate uncoupled transport of a solute down a concentration gradient

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16
Q

Non-gated Channels

A

Integral membrane proteins that allow direct access to the cell:

  • Porins in bacteria, mitochondria, nuclear pore complex
  • Aquaporins
17
Q

Gated Channels

A

ENaC: epithelial sodium channel

K+ channels

Ca2+ channels

Almost all ion channels

18
Q

Functional components

A
  • Gate
  • Sensor
  • Selectivity filter

Modulated by: voltage, mechanical stimuli, ligand binding

19
Q

Facilitated Diffusion – Carrier Mediated (Uniport)

A

Include:

  • GLUT1 (RBC)
  • GLUT2 (intestines)
  • GLUT4 (skeletal/cardiac muscle)
20
Q

Facilitated Diffusion – Carrier Mediated (Uniport) Stages

A
A.	Carrier open
B.	Solute enters and binds
C.	Outer gate closes
D.	Inner gate opens
E.	Solute released
F.	Inner gate closes
21
Q

Saturation of Carrier Mediated Transport

A

Flux much greater than predicted by passive diffusion

Carrier mediated diffusion exhibits saturation kinetics

Transporters can be inhibited by structural analogues