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Third EUROnu Annual Meeting, RAL 2011

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Third EUROnu Annual Meeting, RAL 2011. A.WRÓBLEWSKI & B.SZYBIŃSKI Cracow University of Technology. Assessment of the cooling options for a Superbeam horn. Boundary conditions. How to determine the film coefficient h ? Eng ine ering tables Simplified relations - PowerPoint PPT Presentation
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Third EUROnu Annual Meeting, RAL 2011 A.WRÓBLEWSKI & B.SZYBIŃSKI Cracow University of Technology Assessment of the cooling options for a Superbeam horn
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Page 1: Third EUROnu Annual Meeting, RAL 2011

Third EUROnu Annual Meeting, RAL 2011

A.WRÓBLEWSKI & B.SZYBIŃSKI

Cracow University of Technology

Assessment of the cooling options for a Superbeam horn

Page 2: Third EUROnu Annual Meeting, RAL 2011
Page 3: Third EUROnu Annual Meeting, RAL 2011

Boundary conditions

Page 4: Third EUROnu Annual Meeting, RAL 2011

How to determine the film coefficient h?

1.Engineering tables2.Simplified relations3.General convection theory (rather complicated approach)

In all above given cases two possibilities considered

1.Natural convection (slow velocity of cooling medium)

2.Forced convection

Engineering tables

Cooling medium Natural convection Forced convection

Gas 5-30 30-500

in Km

W

deg2

Page 5: Third EUROnu Annual Meeting, RAL 2011

Simplified relations (J.P. Holman, Heat transfer)

Horizontal cylinders; convection to air

Laminar104 < Gr · Pr < 109

TurbulentGr · Pr > 109

2/1

27.0

dT

h 2/118.0 Th

degFfthrBtu

In 2

degKmW

674466.55/90.09290304

2928104.0degFfthr

Btu22

degKmW

0.9]m[160.1

degKmW

5.39]m[060.0

deg40

2

2

hd

hd

KT

o

i

Page 6: Third EUROnu Annual Meeting, RAL 2011

Volume [m^3] Energy curr. [W] Energy part. [W]

Front face 0.417046401E-02 1400 757

Inner cond. cylinder 0.396308981E-03 6540 density by Christoph

Inner cond. conic1 0.124743689E-02 2500 1756

Inner cond. cylinder2 0.244735258E-02 1000 1117

Inner cond. conic2 0.126037287E-02 2600 584

Inner cond. cylinder3 0.120818048E-04 density like inn. conductor

357

Exit face 0.384374028E-02 4000 480

Outer cond 0.227386003E-01 1300 3344

Page 7: Third EUROnu Annual Meeting, RAL 2011

ho=1000, he=500, hr=100 , hc=100, hi=10To=293, Te=293 , Tr=293 , Tc=293, Ti=310

Page 8: Third EUROnu Annual Meeting, RAL 2011

ho=1000, he=500, hr=100 , hc=100, hi=10000To=293, Te=293 , Tr=293 , Tc=293, Ti=310

Page 9: Third EUROnu Annual Meeting, RAL 2011

ho=1000, he=500, hr=100 , hc=100, hi=10000To=293, Te=293 , Tr=293 , Tc=293, Ti=310

Page 10: Third EUROnu Annual Meeting, RAL 2011

ho=1000, he=500, hr=100 , hc=1000, hi=10000To=293, Te=293 , Tr=293 , Tc=293, Ti=310

hc: 1001000

Page 11: Third EUROnu Annual Meeting, RAL 2011

ho=1000, he=500, hr=50 , hc=1000, hi=10000To=293, Te=293 , Tr=293 , Tc=293, Ti=310

hr: 10050

Page 12: Third EUROnu Annual Meeting, RAL 2011

ho / To hi / Ti he / Te hr / Tr hc / Tc Current Particle Max. T300 / 350 kA

1 1000293

10310

500293

100293

100293

Yes No 21972879

2 1000293

10000310

500293

100293

100293

Yes No 336350

3 1000293

10000310

500293

100293

100293

Yes Yes 403417

4 1000293

10000310

500293

100293

1000293

Yes Yes 365377

5 1000293

10000310

500293

50293

1000293

Yes Yes 428450

Page 13: Third EUROnu Annual Meeting, RAL 2011

Horn shell with double skin (only in inner part of cylinder )

Page 14: Third EUROnu Annual Meeting, RAL 2011

Horn shell with double skin (only in inner part of cylinder )

Page 15: Third EUROnu Annual Meeting, RAL 2011

Horn shell with double skin (only in inner part of cylinder )

Page 16: Third EUROnu Annual Meeting, RAL 2011

FEM modelling in ANSYS with fatigue calculations

Page 17: Third EUROnu Annual Meeting, RAL 2011

Fatigue analysis – VHCF S-N CurveFatigue analysis – VHCF S-N Curve

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841.k

88120

66437.

.numk

%.172

k

knumk

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