$TEXT $la||$re|$ce|A QuizPlus DEMO File ||$ca $margin[5] This DEMO file is part of a QuizPlus teaching disk on Respiratory Mechanics from the University of Toronto. The disk itself is available for $10 through the QuizShare program. This lesson file demonstrates how complicated, high-level teaching material can be presented using QuizPlus. By the way, you must buy (or already own) QuizPlus to purchase the low-cost QuizShare disks. For information on the purchase of "Respiratory Mechanics" by Dr. Duffin, contact: $re|$th||$ce|Mad Scientist Software. $ca|$gr|$ce|2063 North 820 West $ce|Pleasant Grove, UT 84062| $ce|801-785-3028|$ca $margin[0]|$wait $text $large $green $thickened $outlined T H E M E C H A N I C S O F T H E L U N G S $cancel (c) Copyright 1987 by James Duffin Ph.D. Departments of Anaesthesia and Physiology University of Toronto This lesson examines the mechanical properties of the lungs, and answers the following questions: 1. What is compliance? 2. What factors determine compliance? 3. What can go wrong? $cancel $Wait $Text $thickened $green $underlined $centred|Lung Compliance $cancel What is the "springyness" property of the lungs? In a pressure-volume system it is called: $red $Thickened| $centred|Compliance = Change in Volume / Change in Pressure $cancel Compliance describes how much the lungs change in volume for an applied pressure, i.e. how easily the lungs "comply" with the pressure's request for a change in volume. In the case of the lungs the applied pressure is that produced in the intrapleural space by the action of the respiratory muscles in changing the size of the thorax. The relation between lung volume and intrapleural pressure can be determined by subjecting an isolated lung to a series of pressures and measuring the resulting changes in lung volume. $wait $tpic lungs $animate[10][14][200] $oscillate $thickened $green $underlined $centre|Lung Volume vs Intrapleural Pressure $cancel $red $thickened Two points should be noted about the pictured graph: $cancel 1. The graph is different depending on whether volume is increasing or decreasing ( hysteresis ). Normally, the upper relation between -2 and -10 cm H2O is traversed, with little hysteresis, but in disease states the hysteresis may be exaggerated. 2. The lung volume does not decrease completely to zero when intrapleural pressure becomes zero because the small airways collapse, trapping air within the lungs. While airway closure occurs at very small volumes in young adults, it occurs at higher volumes with increasing age and in some disease states. As a result, the minimum volume which may be achieved by a maximum expiratory effort is limited by the chest wall in the young but in the older person by airway closure. $Wait $text $green $underlined $thickened $centre|Lung Compliance Determinants $cancel Lung compliance is determined by two main properties of the lungs: $red|$thick 1. The elasticity of the tissues due to an embedded network of elastin fibres. $cancel These fibres are not so elastic themselves, but because they form a network, they act in an elastic manner, similarly in action to a nylon stocking. In age, the tone of the elastin fibres declines (like old rubber bands), so the lungs become more compliant; whereas lung damage and the resulting fibrosis makes the lung tissues stiffer and less compliant. $red|$thick 2. The surface tension of the fluid lining of the alveoli tends to empty the lungs. $cancel This effect is more difficult to understand, and involves an analysis of the forces of surface tension at the alveolar level. $cancel $wait $text $thickened $green $underlined $centre|The Effect of Surface Tension $cancel Consider the inflation of a balloon. The larger it gets the easier it is to inflate. The fluid lined alveoli are like balloons or more acurately bubbles to which LaPlace's Law applies: $red|$thick P = 4T/r $cancel $skewed P is the intra-alveolar pressure, T is the surface tension for fluid lining the alveoli, r is the radius of the alveolus. $cancel In a bubble the surface tension is constant so that the larger the bubble the lower the pressure to inflate it. If such were the case in the lungs then small alveoli would be harder to inflate than large alveoli, and the small alveoli would empty into the large alveoli. $wait $text $green|$thick This situation does not apply to the alveolus because of the presence of surfactant, which modifies the surface tension so that it varies directly with alveolar radius. $cancel $red|$Thick P = 4T/r and T = Kr $cancel $skewed K is a constant, so: $cancel $red|$thick P = 4K $cancel Therefore, alveolar inflation pressure does not increase with increasing alveolar radius. In addition, surfactant also reduces the surface tension of the watery film lining the alveoli, making the lungs easier to inflate. Note however, that the inflation pressure for the lungs as a whole does increase with increasing lung volume, because of the recruitment of alveoli, and other factors. $cancel $skewed Without surfactant, such as in the case of some newborn infants, the lungs do not function well, producing the condition called respiratory distress syndrome. $cancel $wait $end