05a: Circulation and P Flashcards
The pressure in all distensible vessels is determined by its:
- Compliance
2. Volume (contained within it at any moment)
Compliance of veins is determined by product of their (X) and (Y).
X = distensibility (specific compliance) Y = volume
Since veins have (X) times the distensibility as arteries and carry (Y) times the volume. Hence, their compliance is (Z) times that of arteries.
X = 5-6 Y = 3-4 Z = 15-24
Define distensibility (with an equation).
Percent change in V as a function of P;
(delta V/V)/delta P
At relaxed volume, the cross-section of vein looks (X) shape. With volume and small P increases, shape changes to (Y). The cross-sectional area and circumference of vessel (increase/decrease).
X = biconcave Y = elliptical then circular;
CS Area increases BUT no change in circumference of vessel
When higher V and P changes (increase/decrease) (X) of vein, its distensibility finally begins to decrease.
Increase;
X = circumference
Change in volume in artery during given time period is determined by:
Flow in - Flow out
During the period of the entire cardiac cycle, SV is (greater/smaller) than runoff volume.
Equal!
In steady state, the time averaged volume in artery (increases/decreases).
Doesn’t change
In steady state, the time averaged pressure in artery (increases/decreases).
Doesn’t change
During systole, flow into artery is (greater/smaller) than flow out, causing (increase/decrease) in P and V.
Greater;
Increase
During diastole, flow into artery is (greater/smaller) than flow out, causing (increase/decrease) in P and V.
Flow into artery is ZERO!
Decrease (“diastolic run off” to pump out rest of blood from systole)
During diastole, it’s the (X) property of the arteries that provides driving force to propel blood out.
X = elastic recoil
T/F: Since pressure in aorta is relatively constant, it’s possible to approximate MAP.
False - despite constantly changing P of aorta, MAP can still be approximated
MAP equation…
Pd + (1/3)(PP)
Pulse pressure equation…
Ps-Pd
In an aortic pressure curve, the peak pressure is (X).
X = aortic systolic P