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Blood Flow and Vascular Resistance Overview

Apr 18, 2025

Lecture Notes: Blood Flow and Vascular Resistance

Understanding Blood Flow

  • Definition: Blood flow refers to the volume of blood traveling through a blood vessel, an organ, or the entire body over a period of time.
  • Measurement: Typically measured in liters per minute.

Factors Affecting Vascular Resistance

  • Vascular Resistance: The opposition encountered by blood flow due to various factors.

Blood Viscosity

  • Definition: Viscosity is akin to the fluid's thickness or stickiness.
  • Proportional Relationship: Resistance is directly proportional to viscosity (represented by the Greek letter η).
  • Example: Maple syrup (high viscosity) vs. orange juice (low viscosity).
  • Effects on Blood:
    • High viscosity due to proteins and cells.
    • Conditions affecting viscosity:
      • Polycythemia: Increases viscosity.
      • Anemia: Decreases viscosity.

Blood Vessel Length

  • Proportional Relationship: Resistance is directly proportional to the blood vessel length.
  • Growth Impact: As a child grows, vessel length increases, raising peripheral resistance.

Blood Vessel Radius

  • Inversely Proportional: Resistance is inversely proportional to the radius to the fourth power.
  • Radius Changes: Can change minute-to-minute, especially in arterioles.
    • Vasoconstriction: Decreases radius, increases resistance.
    • Vasodilation: Increases radius, decreases resistance.

Key Equations

  • Resistance Equation: [ R = \frac{8ηL}{Ï€r^4} ]
  • Blood Flow Equation: [ Q = \frac{ΔP}{R} ]

Application Example

  • Blood Flow Change: If a carotid artery is blocked by half:
    • Radius decreases to one-half.
    • Resistance increases 16 times.
    • Blood flow decreases from 300 mL/min to 19 mL/min.

Total Resistance in Blood Vessels

Series Resistance

  • Configuration: Vessels in a row, one after another.
  • Calculation: Add individual resistances to get total resistance.

Parallel Resistance

  • Concept: Vessels split and rejoin.
  • Calculation: [ \frac{1}{R_{total}} = \frac{1}{R_1} + \frac{1}{R_2} + \ldots ]_

Example Calculations

  • Series and Parallel: Adding parallel resistances first, then series:
    • Parallel: Convert reciprocals, sum, and invert for total.
    • Series: Add remaining resistances.

Systemic vs. Pulmonary Circulation

  • Systemic Circulation: Higher resistance (approx. 10 mmHg/min/L).
  • Pulmonary Circulation: Lower resistance (approx. 1 mmHg/min/L).

Recap

  • Vascular Resistance Equation: Affects blood flow, directly proportional to viscosity and length, inversely to radius to the fourth.
  • Resistance Calculation:
    • Series: Sum of resistances.
    • Parallel: Sum of inverses.

Final Note

  • Understanding these concepts is crucial for clinicians in diagnosing and treating circulatory issues.