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Understanding Respiratory Cycle & Gas Exchange: Normal Air & Gas Flow in Lungs, Notas de estudo de Física

An in-depth exploration of the respiratory cycle, focusing on the normal flow of air and gases in and out of the mouth, lung, and alveoli. Topics covered include tidal volume, vital capacity, anatomic and physiologic dead space, alveolar ventilation, and the role of surfactants in preventing alveolar collapse. The document also discusses the importance of understanding volumes and gases using fowler's method and the bohr equation.

Tipologia: Notas de estudo

Antes de 2010

Compartilhado em 16/09/2010

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Baixe Understanding Respiratory Cycle & Gas Exchange: Normal Air & Gas Flow in Lungs e outras Notas de estudo em PDF para Física, somente na Docsity!

Jim Pierce

Bi 145a

Lecture 17, 2009-

How do we describe the normal flow

in and out of the mouth, lung, and

alveoli during a respiratory cycle?

How do we get air in and out of the

alveoli?

Volumes that go through the mouth:

  • (^) Tidal Volume
  • (^) Vital Capacity 

Volumes that exist inside the mouth

  • (^) Residual Volume
  • (^) End Expiratory Volume (aka Functional Residual Capacity)
  • (^) End Inspiratory Volume
  • (^) Full Lung Capacity

 We can subdivide the space from the mouth inside:  Anatomically

  • (^) Upper Airways
  • (^) Lower Airways
  • (^) Alveoli  Functionally
  • (^) Alveolar (Gas Exchanging)
  • (^) Physiologic Dead Space (Not)

Anatomic Dead Space

Anatomic Dead Space

Physiologic Dead Space

We can use O 2 and CO 2 to Understand

Volumes:

Fowler’s Method –

Anatomic Dead Space

If you inhale a pure

gas, you will exhale:

  • (^) Pure Gas
  • (^) Mixed Gas
  • (^) Alveolar Gas

 Bohr Equation – Physiologic Dead Space  All CO2 comes from alveolar gas (not dead space)  Arterial CO2 is almost always equal to Alveolar CO  There is conservation of mass.

 Bohr Equation – Physiologic Dead Space  So:  PACO2 * VA = PECO2 * VT = number of mols of exhaled CO

 Bohr Equation – Physiologic Dead Space  VA = PECO VT PACO  VD = 1 - VA VT VT  VD = 1 - PECO VT PACO