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Use of Ansys Fluent to design Pressure Differential Systems (PDS) Autor: Izabela Tekielak Ska lka, i.tekie [email protected], SMAY ABSTRACT: How to properly design a pressure differential system (PDS) on a staircase? This task is relatively simple in simple buildings. However, it is difficult in complex buildings, e.g. high-rise buildings or power plants. In such buildings the protection of the staircase requires a special approach. The design problem may be the effect of wind, stack effect or heat gains in an adjacent part of the building. The solution to this problem can be using Ansys Fluent during the design of the PDS in a complex building. The program allows us to examine many different solutions of the PDS and choosing the best. Ansys Fluent uses a tetrahedral mesh, which gives the possibility to combine large and small element sizes in one geometry (fig.1). The advantage of the program is the possibility of taking into account the stack effect or the effect of additional pressure on the openings, which can be caused by wind for example. The presented analysis was created for a 60 m high building. The prepared models allow both the tests of pressure distribution when all doors to the staircase are closed as well as the tests of air flow through the open door. The results of PDS when all doors are closed are show on fig.2. Three solution of PDS have been examined. ACKNOWLEDGEMENTS This work was supported by the SMAY. REFERENCES [1] EN 12101-6 Smoke and heat control systems. Specification for pressure differential systems. Kits; [2] John H. Klote, James A. Milke, Principles of Smoke Management ASHRAE, 2002; [3] P. Holewa, G. Kubicki, G. Sypek, J. Wiche, R. Zapala, Guidebook - Pressure differential systems, SMAY, 2010. IMPACT OF FINDINGS The level of overpressure depends on the temperature of the air supplied to the staircase. The result of the analysis show that the best results achived by using of pressure sensors and varying the amount of supply air. The use of Ansys Fluent allows us to predict conditions in the protected staircase and avoids certain problems. SCOPE OF PROBLEM Comparison of system operation in winter (inlet temperature -20° C) and summer (inlet temperature +32° C). Fig. 1. Mesh in the model with concentration of elements near gap in the door. Fig. 2. Distribution of overpressure in the staircase when all the doors are closed. 0 10 20 30 40 50 60 0 10 20 30 40 50 60 70 80 90 100 System 1, summer System 1, winter System 2, summer System 2, winter System 3, summer System 3, winter pressure in the staircase [Pa] to low to high correct height [m] (class A in accordance to EN 12101-6) 13 650 m³/h SYSTEM 1 summer winter winter winter summer summer SYSTEM 2 (class B in accordance to EN 12101-6) 23 700 m³/h SYSTEM 3 (independent air inlet points, controlled by local pressure sensors) pressure [Pa] inlet of air inlet of air inlet of air inlet of air

Use of Ansys Fluent to design Pressure Differential …...Use of Ansys Fluent to design Pressure Differential Systems (PDS) Autor: Izabela Tekielak Skałka, i.tekielak˚smay.eu, SMAY

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Page 1: Use of Ansys Fluent to design Pressure Differential …...Use of Ansys Fluent to design Pressure Differential Systems (PDS) Autor: Izabela Tekielak Skałka, i.tekielak˚smay.eu, SMAY

Use of Ansys Fluent to design Pressure Differential Systems (PDS)Autor: Izabela Tekielak Skałka, [email protected], SMAY

ABSTRACT:How to properly design a pressure differential system (PDS) on a staircase? This task is relatively simple in simple buildings. However, it is difficult in complex buildings, e.g. high-rise buildings or power plants. In such buildings the protection of the staircase requires a special approach. The design problem may be the effect of wind, stack effect or heat gains in an adjacent part of the building. The solution to this problem can be using Ansys Fluent during the design of the PDS in a complex building. The program allows us to examine many different solutions of the PDS and choosing the best.

Ansys Fluent uses a tetrahedral mesh, which gives the possibility to combine large and small element sizes in one geometry (fig.1). The advantage of the program is the possibility of taking into account the stack effect or the effect of additional pressure on the openings, which can be caused by wind for example.

The presented analysis was created for a 60 m high building. The prepared models allow both the tests of pressure distribution when all doors to the staircase are closed as well as the tests of air flow through the open door. The results of PDS when all doors are closed are show on fig.2.

Three solution of PDS have been examined.

ACKNOWLEDGEMENTSThis work was supported by the SMAY.

REFERENCES[1] EN 12101-6 Smoke and heat control systems. Specification for pressure differential systems. Kits;[2] John H. Klote, James A. Milke, Principles of Smoke Management ASHRAE, 2002;[3] P. Holewa, G. Kubicki, G. Sypek, J. Wiche, R. Zapała, Guidebook - Pressure differential systems, SMAY, 2010.

IMPACT OF FINDINGSThe level of overpressure depends on the temperature of the air supplied to the staircase. The result of the analysis show that the best results achived by using of pressure sensors and varying the amount of supply air. The use of Ansys Fluent allows us to predict conditions in the protected staircase and avoids certain problems.

SCOPE OF PROBLEMComparison of system operation in winter (inlet temperature -20° C) and summer (inlet temperature +32° C).

Fig. 1. Mesh in the model with concentration of elements near gap in the door.

Fig. 2. Distribution of overpressure in the staircase when all the doors are closed.

0

10

20

30

40

50

60

0 10 20 30 40 50 60 70 80 90 100

System 1, summer

System 1, winter

System 2, summer

System 2, winter

System 3, summer

System 3, winter

pressure in the staircase [Pa]

to low to highcorrect

heig

ht [m

]

(class A in accordance to EN 12101-6)13 650 m³/h

SYSTEM 1

summer winter winter wintersummer summer

SYSTEM 2(class B in accordance to EN 12101-6)

23 700 m³/h

SYSTEM 3(independent air inlet points,

controlled by local pressure sensors)

pressure [Pa]

inle

t o

f a

ir

inle

t o

f a

ir

inle

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f a

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