| Literature DB >> 29090123 |
Jae-Sik Hur1, Hyoung-Ho Kim2, Jin-Young Choi3,4, Sang-Ho Suh2, Seung-Hak Baek1,4.
Abstract
OBJECTIVE: The objective of this study was to investigate the effects of miniscrew-assisted rapid palatal expansion (MARPE) on changes in airflow in the upper airway (UA) of an adult patient with obstructive sleep apnea syndrome (OSAS) using computational fluid-structure interaction analysis.Entities:
Keywords: Computational fluid dynamics; Fluid-structure interaction; Miniscrew-assisted rapid palatal expansion; Obstructive sleep apnea syndrome
Year: 2017 PMID: 29090123 PMCID: PMC5653684 DOI: 10.4041/kjod.2017.47.6.353
Source DB: PubMed Journal: Korean J Orthod Impact factor: 1.372
Numbers of nodes and elements before (T0) and 6 months after (T1) MARPE in the three-dimensional upper airway models of an adult patient with obstructive sleep apnea syndrome
MARPE, Miniscrew-assisted rapid palatal expansion; CFD, computational fluid dynamics; FSI, fluid-structure interaction.
Figure 1Three-dimensional models of the upper airway. T0 (A, green), T1 (B, yellow) and superimposition (C) of the models showing the locations of seven planes in the nasal cavity and nine planes in the pharynx. The superimposition was performed with the best-fit method using the anterior cranial base of T0 and T1 models, making the other structures invisible, then showing the upper airway only. Comparison of the cross sectional airway area between T0 (D and E) and T1 (F and G) at sections from ① to ⑦ in nasal cavity (D and F, from left to right) and from ① to ⑨ in Pharynx (E and G, from left to right).
Figure 2Respiratory cycle used for fluid-structure interaction simulation to investigate the effects of miniscrew-assisted rapid palatal expansion on the upper airway airflow in an adult patient with obstructive sleep apnea syndrome. Total duration of one cycle, 5 seconds. Maximum inspiration at 1.080 seconds, rest at 1.730 seconds, and maximum expiration at 2.805 seconds.
The governing equations for numerical turbulence model
*Where t is the time on the structure domain, ni is the unit outward pointing normal on the wall surface, Ti is the surface traction vector at time t, σij is the mechanical stress tensor, Dijkl is the Lagrangian elasticity tensor, and εkl is the strain tensor.
Changes in airflow pressure in the nasal cavity and pharynx after MARPE in an adult patient with obstructive sleep apnea syndrome
MARPE, Miniscrew-assisted rapid palatal expansion.
Maximum (Max.) inspiration, 1.080 seconds; Rest, 1.730 seconds; Max. expiration, 2.805 seconds.
Changes in airflow velocity (Max. inspiration, rest, and Max. expiration) in the nasal cavity and pharynx after MARPE in an adult patient with obstructive sleep apnea syndrome
MARPE, Miniscrew-assisted rapid palatal expansion.
Maximum (Max.) inspiration, 1.080 seconds; Rest, 1.730 seconds; Max. expiration, 2.805 seconds.
Changes in node displacement in the soft tissue of the airway wall (Max. inspiration, rest, and Max. expiration) after MARPE in an adult patient with obstructive sleep apnea syndrome
MARPE, Miniscrew-assisted rapid palatal expansion.
Maximum (Max.) inspiration, 1.080 seconds; Rest, 1.730 seconds; Max. expiration, 2.805 seconds.
Changes in the cross-sectional airway area in the nasal cavity and pharynx after MARPE in an adult patient with obstructive sleep apnea syndrome
MARPE, Miniscrew-assisted rapid palatal expansion.
Figure 3Changes in airflow pressure in the nasal cavity and pharynx at maximum (Max.) inspiration, rest, and Max. expiration after miniscrew-assisted rapid palatal expansion (MARPE) in an adult patient with obstructive sleep apnea syndrome.
Figure 4Changes in airflow velocity in the nasal cavity and pharynx at maximum (Max.) inspiration, rest, and Max. expiration after miniscrew-assisted rapid palatal expansion (MARPE) in an adult patient with obstructive sleep apnea syndrome.
Figure 5Changes in node displacement in the soft tissue of the airway wall at maximum (Max.) inspiration, rest, and Max. expiration after miniscrew-assisted rapid palatal expansion (MARPE) in an adult patient with obstructive sleep apnea syndrome.
Changes in the average pressure, flow rate, and total resistance (Max. inspiration, rest, and Max. expiration) after MARPE in an adult patient with obstructive sleep apnea syndrome
MARPE, Miniscrew-assisted rapid palatal expansion.
Maximum (Max.) inspiration, 1.080 seconds; Rest, 1.730 seconds; Max. expiration, 2.805 seconds.
Adopting the electric current formula (R = V/I, where V is the voltage, I is the current, and R is the resistance), the resistance can be calculated using the following equation: R = P/Q, where P is the pressure, Q is the quantity of fluid current, and R is the resistance.