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ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

ARUP; ISBN: 978-0-9562121-5-3 - CMBBE 2012 - Cardiff University

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cavity functions, nasal cavity wall model was developed by us. Although latent heat<br />

effect was not considered in our previous model [3], latent heat is deprived due to<br />

transition of water through the mucous membrane to air. It influences temperature of<br />

inhaled air in the nasal cavity. Therefore, We developed the nasal cavity wall model for<br />

heat and humidity exchange considering latent heat. We simulated airflow of nasal<br />

cavity included maxillary sinus using developed model. Furthermore, we examined it<br />

comparing temperature and relative humidity in the nasal cavity with the measurement<br />

result. Near nasal valve, unrealistic high temperature distribution was simulated using<br />

our previous model. In developed model, Excessive high temperature region was<br />

disappeared. And, the result using developed model illustrated good agreement with the<br />

measurement results. Consequently, the developed model can simulate heat and<br />

humidity exchange in the nasal cavity.<br />

3. Nasal Cavity Model<br />

Nasal cavity wall is consisted of mucus membrane, layer of blood vessel and etc [4].<br />

The nasal cavity wall surface is covered by mucus membrane. Temperature and<br />

humidity of inhaled air is adjusted by heat and humidity exchange through mucus<br />

membrane. Our previous model showed the temperature and humidity distribution in<br />

the nasal cavity [3]. However, latent heat effect was not considered in our previous<br />

model. Latent heat is deprived due to transition of water through the mucus membrane<br />

to air. It influences temperature of inhaled air in the nasal cavity. Therefore, the nasal<br />

cavity wall model that was considered latent heat was developed.<br />

3.1 Nasal Cavity Wall Model for Temperature exchange<br />

Fig.1 Nasal Cavity Wall Model for Heat exchange<br />

TS !TO Qmemb = Kmemb Q total = Q memb +Q latent = K memb<br />

! memb<br />

(1)<br />

Q latent = LW bl (2)<br />

T S !T O<br />

! memb<br />

+ LW bl<br />

Figure 1 illustrates the nasal cavity wall model for temperature exchange. Heat is<br />

translated between airside and organ side via mucus membrane, where TS is temperature<br />

on the surface on the membrane. TO is temperature on the organ side. Kmemb is thermal<br />

conductance of the membrane. Qmemb is defined by equation (1). When TS is lower than<br />

TO, the air in the nasal cavity is heated by heat supply from the organ side. When TS is<br />

higher than TO, The air in the nasal cavity is cooled by deprive heat from the organ side.<br />

Qlatent is defined by equation (2), where L is the latent heat that calculated by<br />

(3)

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