Paper 4
Analysis of the Ventilation System
of an Isolation Room for a Hospital
Rajeev
Kumar, Ravi Kumar and Akhilesh Gupta
Department
of Mechanical & Industrial Engineering, Indian Institute of
Technology, Roorkee,
Roorkee –
247667, India
Abstract
The present work contains
the details of an investigation of air diffusion and comfort issues of an
isolation room of a hospital. Two types of cases have been chosen for a
unidirectional ventilation system of the isolation room i.e. for immuno-suppressed
patients and infectious patients. The patient’s body is simulated as a
cylinder with approximate values for the physical and thermal properties
of a human body and is treated as a constant heat source. The height of
the inlet vent was varied and mean residence time and draught rating (DR)
were studied. The work also involved investigation into the motion and
average residence time of a contaminant that could possibly accompany the
supply air and the bacteria that can be released from an infectious
patient’s mouth by means of breathing, coughing or sneezing. The results
reveal that the height of the inlet vent significantly affects the
velocity and draught distributions and the residence times of bacteria and
contaminant.
Key words: Air
distribution, ventilation, isolation room, draught rating, bacterial
contamination.
References
Baxter LL and Smith PJ: (1993) “Turbulent
Dispersion of Particles: The STP Model”, Energy & Fuels, 7,
pp852-859.
Conroy LM, Franke JE, Dimos J, Vittallo JA and
Lee SC: (1997). “Ventilation survey of tuberculosis isolation rooms in
five hospitals”, Ventilation ’97, Proc of the 5th Int
Symp Ventilation for Contaminant Control, Ottawa.
Gammaitoni L and Nucci MC: (1997). “Using a
mathematical model to evaluate the efficacy of TB control measures”, Emerging
Infectious Diseases, 3, (3) pp335-342.
Jeng SM and Litchford RJ: (1991) “Efficient
statistical transport model for turbulent dispersion in sprays,” AIAA
Journal, 29, p1443.
Khalil E: (2005) “HVAC for operation theatre
and intensive care units: Comfort, air quality and energy utilization”, COMFEX;
Ahmadabad, India.
Kowalski WJ
and Bahnfleth W: (1998) “Airborne respiratory diseases and mechanical systems for control of
microbes”, HPAC Engineering,
July, 70, (7), pp34-48.
Launder BE and Spalding
DB: (1972). “The standard k-e model. Lectures in mathematical models of
turbulence”, Academic Press, London, England.
Li Y, Leung GM, Tang JW,
Yang X, Chao CYH, Lin JZ, Lu JW, Nielsen PV, Niu J, Qian H, Sleigh AC, Su
HJJ, Sundell J, Wong TW and Yuen PL: (2007) “Role of ventilation in
airborne transmission of infectious agents in the built environment - a
multidisciplinary systematic review”, Indoor Air, 17, pp2-18.
Memarzadeh F and Jiang J: (2000).
“Methodology for minimizing risk from airborne organisms in hospital
isolation rooms”, ASHRAE
Transactions,
106, (2), pp733-749.
Michaelson GS, Vesley D
and Halberd MM: (1966). “The Laminar air flow concept for the care of
low resistance hospital patients”, Annual Meeting of American Public
Health Association, San Francisco, CA.
Murakami S, Kato S, Suyama Y. “Numerical and
experimental study on turbulent diffusion fields in conventional clean
rooms”, ASHRAE Transactions 1988 94(2) pp 469-488.
Novoselac A and Srebric J: (2003).
“Comparison of air exchange efficiency and contaminant removal
effectiveness as IAQ indices”, ASHRAE
Transactions, 94,
(2), pp469-488.
Pfost JF: (1981) “A re-evaluation of laminar
air flow in hospital operating rooms”, ASHRAE
Transactions, 87,
(2), pp729-739.
Phillips DA, Sinclair RJ and Schuyler GD:
(2004). “Isolation Room Ventilation Design Case Studies”, IAQ
Conference Proceedings CD.
Sandberg
M and Sjoberg M: (1983). “The use of moments for assessing air quality
in ventilated rooms”, Building and Environment, 18, (4),
pp181-197.
Woloszyn M, Virgone J and Mélen S: (2004) “Diagonal air-distribution system for operating rooms: experiment and
modeling”, Building
and Environment,
39, (10), pp 1171-1178.
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