Cell Flashcards

1
Q

Homeostasis controlls

A
Sensor
Integrator/comparator
Effector
Controlled variable
Set point
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2
Q

Fick’s Law

A

• Rate at which molecules move from one compartment to another is dependent upon the concentration difference between the compartments

J = [DA(C1 - C2)] / X

J= water flow
D=diffusion coefficient
A= Area
C=chemical gradient (force) in compartments
X= Diffusion distance

(negative diffusion coefficient as diffusion takes place down concentration gradients.)

Flux vs force

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3
Q

Simple diffusion

A

= Permeability coefficient x Area x difference in concentration

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4
Q

Permeability coefficient

A

= (Partition coefficient x diffusion coefficient / thickness)

when permeability = 0 you need pores, channels, &/or transporters to move a substance across a barrier

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5
Q

Partition coefficient

A

the ratio of the amounts of a substance distributed between two immiscible phases

> 1 more in membrane
<1 more in compartments

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6
Q

Henry’s Law

A

Dissolved gas = solubility coeff. x Partial pressure of gas

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7
Q

Osmotic pressure

A

= Gas constant x Temperature x Molality (difference in osmolality between 2 compartments.

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8
Q

Water flux

A

= water permeability x Area x sigma **(refl. coef) x osmotic gradient

Water movement is governed by solute consentration

**Each substance has a reflection coefficient
i.e. how easily it is reflected by the membrane
0=not reflected, 1= fully reflected

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9
Q

Hydro-static pressure

A

the difference in height in columns of water. can be overcome by adding pressure to one side equal to the hydrostatic pressure.

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10
Q

Hypotonic solution

A

Increased water compared to solute.

RBC placed within will swell

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11
Q

Hypertonic solution

A

Increased solute compared to water (more concentrated)

RBC placed within will shrink

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12
Q

Nernst Equation

A

Electrochemical gradient

E= -(RT/zF)log (Xi/Xo)

z=valancy
T=temperature
R & F constants

@29.5 deg cent

E= -60/z log (Xi/Xo)

reverse for (-) ions

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13
Q

Electrochemical gradient for multiple membrane channels

A

Example for 1 Na+ and 1 K+ ion channel

V=(1Ena + 1Ek) / 2

Example for 1 Na+ and 2 K+ channels

V= (1Ena + 2Ek) / 3

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14
Q

Goldman-Hodgkin-Katz equation

A

Like the Nernst equation for each species but the Vm is weighted based on the permeability of each ion species

(eg multiplied by permeability coefficient)

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15
Q

Driving Force

A

Difference of membrane potential and equilibrium potentials

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16
Q

Factors that can influence net flux

A

Electrical gradient
Temperature - increased = increased flux
Surface area - increase = increased flux
Mass - increased = decreased flux
Membrane permeability - increased = increased flux
Partition coefficient