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Chapter 8 - Scientific principles in relation to the anaesthetic machine

Published online by Cambridge University Press:  05 October 2015

C. S. Ince
Affiliation:
St Helens & Knowsley Hospitals Trust
A. C. Skinner
Affiliation:
St Helens & Knowsley Hospitals Trust
E. Taft
Affiliation:
St Helens & Knowsley Hospitals Trust
Ann Davey
Affiliation:
Liverpool John Moores University
Colin S. Ince
Affiliation:
Whiston Hospital, Prescott
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Summary

WHAT IS AN ANAESTHETIC MACHINE?

All anaesthetics require the supply of respirable gases for the patient to breathe. In current UK practice this gas mixture is usually a major part of the maintenance phase of anaesthesia. Anaesthetic machines are the apparatus used for delivering to the patient this gas mixture in an accurate, controlled and safe manner. Early anaesthesia only made use of inhalational agents and as anaesthesia developed, so did the apparatus. Perhaps one of the earliest advances in this field was regulation of the concentration of anaesthetic vapours and in 1847 John Snow developed ether and chloroform inhalers. It was not until 1910 that E. I. McKesson introduced the first intermittent flow (demand) nitrous oxide and oxygen machine, which was able to determine the concentration of both gases in percentage terms given to the patient. In 1917 Edmund Boyle described a portable apparatus used for the delivery of oxygen and nitrous oxide. This was modified from an American design and was the forerunner of the modern Boyle's machine. Boyle is now a trademark of Ohmeda, formerly the anaesthetic division of the British Oxygen Company (BOC).

UNITS USED IN THE MEASUREMENT OF GAS PRESSURES

The SI unit of pressure is the Pascal (Pa). The CGS unit is the bar (b).

One atmosphere is

760 mmHg = 1b = 1000 mb = 100,000 Pa = 100 kPa = 15 lb/in2 = 1000 cmH2O where mb is short for millibar and kPa for kilopascal.

THE GAS LAWS

Gases obey physical laws, which determine how they must be supplied and used. In any container the molecules of a gas are evenly distributed throughout that container. As the molecules move about they will collide with each other and with the sides of the container and the speed with which the molecules move (and therefore the collision rate) increases with temperature. If more gas is added to the container or the size of the container is reduced, the rate of collision will also increase. The pressure the gas exerts on the container walls is a reflection of the collision rate of molecules with the container walls and with each other.

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Publisher: Cambridge University Press
Print publication year: 1999

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