Structure and Function Flashcards
Partial pressure of water
47 mm Hg
What has the greatest % of air?
Nitrogen
Oxygen
Argon
CO2
Transpulmonary Pressure
Difference between the pressure in the air in the lung and the pleural space outside the lung
Conversion of pressure from mercury to H2O
1 mm Hg = 13 mm H2O
1 mm Hg = 1.3 cm H2O
Henry’s Lw
conentration of a dissolved gas = (solubility of the gas) x Partial Pressure of the gas
relates how much is in gas phase with how much is dissolved in the water
It just says that if you present a given pressure of the gas to the liquid it tells you how high the concentration of the gas goes into the liquid based on the solubility. If this s, the solubility is a higher number, then for the same partial pressure more of the gas would go into the water.
If a gas is more soluble, more will go intothe water,- the molarity will be greater (but the pressures will still equalize to the air!)
volume and surface area relationship
with increasing side, volume increases faster than SA
vol is proportinal to O2 demand
SA is proportional to O2 uptake
vol increases ^3, SA increasease ^2
Convection
flow = dP/R
for laminar flow, R is proportional to radius^4
Fick’s Law
the flux for a substance is proportional to the concentration gradient
flux of molecules per time across this membrane is again proportional to the concentration gradient, it’s just the difference in pressures of the two gases, times a constant.
const:
increase area –> increase flow (more space to go across)
thicker barrier = decreased flow
bigger gradient of P = bigger flow
D(L) = diffusion capacity
** ew want bigger SA, smaller diffusion barrier (big area and thin), bigger P gradient
fractal branching
every time it branches it goes down by the same scaling factor. That’s what a fractal geometry is
factor = 3/4 decrease - allows trachea plug into alveoli
dimensions of each geeration of re a fixed fraction of a previous generation
Hess-Murray Law
branching pattern with minimal energy cost
sum of the cubes of diameters stays the same for each generation
.79 = scaling factor
bigger tubes = lower resistange BUT more dead space (more E to make more blood)
You want the tubes as big as possible for low resistance but you want them as small as possible for other metabolic costs of having that space there and in the lung it’s this thing called dead space, which is the volume of air that you breath in that never gets to the alveoli to do what you want it to do.
as we branch out into the lung the total cross sectional area with each generation gets bigger and bigger and bigger. Each individual cross sectional area of those tubes gets smaller, but you have double the number of tubes at each generation and you balance those things. The total cross sectional area gets really big.
cross sectional area of the lungs
as get smaller - velocity slows and cross sectional area increases!
conducting airways
convection is used
trachea, bronchi, bronchioles, terminal bronchioles
Things are moving like bulk
dead space! wasted ventilation
acinar airways
respiratory brnchioles, alveolar ducts, alveolar sacs
diffusion here!
what happens to inhaled particle or droplet?
conducting airways - cough, mucociliary elevator
respiratory airways - alveolar macrophages
type 1 epithelial cells
branch into epithelial plates
1 cell can cover huge area with min nuc-cyto distance
connect multiple epithelial place
cost- complex cells make cell division difficult, so type 2 cells replace when type 1 cells die
interdependence
the network of fibers and cables connects the pleural surfaces, septal walls, airway walls, cables running through
So everything tends to expand and contract together.
structural elements of the lung aren’t necessarily under high tension inside the tissue under normal circumstances represented by this kind of floppy line here (orange arrow), but there’s another force that’s tending to contract the lung making it smaller represented by these arrows, which is the surface tension at the surface of the lung (turquoise arrow), where the liquid layer at the surface of the lung meets the gas there is a phenomenon called surface tension that’s trying to make everything smaller that bears a lot of the tension of the lung and is responsible for why the alveolar structures kind of join each other and look like soap bubbles. Surface tension is what explains the geometry of soap bubbles
flow-limitation
inherent despign prpblem - when expire (need P gradient to move air) - pressure in alveoli around the airwas is greater than the P inside the airways - lead to collapse!
cable system is a teather andhold sthe airways open - even when you push harder and harder and harder to push the air out the flow reaches a certain maximum and can’t get any higher. And this becomes more of a dramatic problem in emphysema.
bleeding in the lungs
almost alwas from bronchial artery - systemic arterial blood into airways!
RBC time in capillary
3/4 second in capilarry
traverse 2-3 alveoli in this time
breathing and work
expiration is passive
work done in inspiration is stored
Measuring here at the mouth (bottom point, point 1) the pressure it takes to inflate, like blowing up a balloon. You could imagine blowing up the lung to this volume and then stopping and measuring the pressure and then stopping (point 2) and slowly blowing it up again to this volume (point 3) and measuring the pressure and you come up with a pressure volume curve. If you go all the way out to this volume (point 5) you’ve expanded the lung and performed work on the lung which can be expressed as the product of pressure and volume. You probably learned this in cardiology and in chemistry and physics in college. But basically the area of this shape is the energy, the work that you’ve done on the lung. The energy you’ve put into the lung to expand it. And this is done in this experiment very slowly. We’re just at the static aspects of the lung.
elastin
stores energy when stretched
can be degraded by protease - emhysema
surface tnsion
Force/Length
measure of the force bringing the surface molecules together at a gas liquid inerface - can be thought of as the force needed to prvent a unit length cut in a surface from opening
surfactant
If you just had water on the surface of your lung in contact with air, that surface tension would be so high that you can’t really, you wouldn’t really be able to breathe.
The polar head is in contact with the water so the water at the surface is now happy. It’s attracted equally in all directions and there’s no longer this surface tension problem.