2.5 & 2.6 Flashcards
2.5. Organization of the circulatory system. Hemodynamic functions of different vessel segments in the systemic circulation. Biophysical basis of blood flow. Relationship of pressure and flow. 2.6. Measurement of arterial blood pressure. Factors influencing arterial blood pressure.
I. Organization of the circulatory system
1. How the the circulatory system organize?
Compromised of 3 systems that work together:
1. Heart (cardiovascular)
2. Pulmonary circulation: propels blood to the lungs for exchange of O2 and CO2
3. Systemic circulation: carries O2, nutrients and hormones to peripheral tissues and removes waste products (CO2)
I. Organization of the circulatory system
2. What are other functions of the circulatory system?
- Nutrient/waste transport
- Thermoregulation
- Hormone transport
- Immune function
II. Hemodynamic functions of different vessels
1. What are Hemodynamic functions of Aorta, large arteries?
- Windkessel effect of the large elastic arteries convert intermittent, pulsatile blood flow resulting from heartbeat into a steady flow
a) During the systole, high elastic content of the wall of the aorta allows it to store a great amount of blood
-> elastic potential energy stored during systole
b) In the diastole, previously stored elastic potential energy pushes the stored blood to the periphery as the aorta returns to its original shape
II. Hemodynamic functions of different vessels
2. What are Hemodynamic functions of Middle and small arteries?
- Transport blood into arterioles
- Pulse pressure↓, but still present, which can be palpated in some regions
II. Hemodynamic functions of different vessels
3. What are Hemodynamic functions of Arterioles?
- Provides the largest degree of resistance in the systemic circulation
- Their SMCs are single unit
- Pacemaker cells provide continuous vasoconstriction
- Resting tone:
+) Myogenic tone from smooth muscle
+) Sympathetic tone from sympathetic innervation
II. Hemodynamic functions of different vessels
4. What are Hemodynamic functions of Veins?
- Much higher capacitance due to lower elastic tissue content in walls
- Contain ~65% of total blood volume, so major hemodynamic functions can be considered storage
III. Relationship of pressure and flow
1. What are the 2 type of blood vessels in human (not anatomically)
1) Lung-type vessels (contains elastic fiber)
2) Kidney-type vessels (contains smooth muscle)
III. Relationship of pressure and flow
2. How does Lung-type vessels (contains elastic fiber) work?
- Works under passive mechanism
- Lung-type vessels are very compliant, so the volume increases proportionally as the pressure increases
- As the pressure (gradient) increases, the resistance within the vessel constantly decreases
-> Results from the increase in diameter/radius of the vessel due to the elastic fibers int these vessels (passive mechanism)
-> Resistance equation: when d/r increases, resistance decreases
III. Relationship of pressure and flow
3. How does Kidney-type vessels (contains smooth muscle) work?
- Works under active mechanism
- Kidney-type vessels maintain a constant blood flow within a certain range of blood pressure via autoregulation
- As the pressure increases, the resistance will also increase
-> Results from the increased tension in the vessel wall, which contains SM
1. Smooth muscle contains ‘’stretch-activated non-specific cation channels’’
2. When these channels are activated -> depolarization
3. Depolarization activates VGCC -> influx of Ca2+ -> vasoconstriction
4. Vasoconstriction will decrease the diameter / radius -> resistance equation
III. Relationship of pressure and flow
4. What are the characteristics of active reaction in blood vessels?
- Requires active reaction response of SMCs
- Bayliss effect (autoregulation): certain range of
pressure, where blood flow is constant
IV. Biophysical basis of blood flow
1A. What does Continuity equation state?
In stationary flow of blood , the volumetric flow rate (IV) at any point along the tube is constant
IV. Biophysical basis of blood flow
1B. How to use continuity equation?
- Formula: 𝐼𝑉 = 𝐴1 ∗ 𝑣1 = 𝐴2 ∗ 𝑣2 = 𝑐𝑜𝑛𝑠𝑡𝑎𝑛𝑡
- Total cross-sectional area (CSA) of the vessels are inversely proportional to the volumetric flow
=> CSA is the greatest in the capillaries, hence,
the volumetric flow rate is the lowest there
IV. Biophysical basis of blood flow
2. What does Bernoulli’s Law state? How to calculate it?
- An increase in the speed of blood flow (dynamic pressure) occurs simultaneously with a decrease in hydrostatic pressure (side pressure) -> when the flow speed increases, side pressure decreases
- The blockage of a major vessel will increase the speed of blood flow, and it results in the side pressure supplying the branching vessels
IV. Biophysical basis of blood flow
3. What does Hagen-Poiseuille Law state?
The largest volumetric flow rate (IV) is achieved at the section in a circulatory system where the diameter of a vessel is the largest
=> Volumetric flow rate is proportional to the 4th power of the radius of the blood vessel
IV. Biophysical basis of blood flow - Resistance equation
4A. What are the 2 factors that determine the blood flow?
- Pressure gradient between 2 ends of the blood vessels
- Resistance provided by the vessels (to the blood flow)
IV. Biophysical basis of blood flow - Resistance equation
4B. What is the mechanism of changing blood flow?
It is changing the resistance
IV. Biophysical basis of blood flow - Resistance equation
4C. How to calculate by using resistance equation?
- Ohm’s law: pressure gradient is the voltage (U), volumetric flow rate is the current (I)
=> U=I*R -> Δp = Q * R -> Q= 1/R * Δp - Combination of the Ohm’s law and H-P-Law gives us the resistance equation:
- Most important: resistance is inversely proportional to the 4th power of the radius
IV. Biophysical basis of blood flow - Serial/ parallel resistances
5A. Characteristics of serial resistance?
- To calculate the total resistance of vessels connected continuously in series, you add up the individual resistances
- Formula: 𝑅𝑇𝑜𝑡𝑎𝑙 = 𝑅1 + 𝑅2 + 𝑅3
IV. Biophysical basis of blood flow - Serial/ parallel resistances
5B. Characteristics of Parallel resistance?
- To calculate the total resistance of vessels flowing through different organ systems, you can add up the reciprocal of the individual resistances
IV. Biophysical basis of blood flow - Serial/ parallel resistances
5C. Characteristics of Total peripheral resistance?
Total resistance that must be overcome to push the blood through the circulatory system and create flow