01 - Cryogenics - Nakai

63
7/23/2019 01 - Cryogenics - Nakai http://slidepdf.com/reader/full/01-cryogenics-nakai 1/63 NAKAI Hirotaka  Accelerator Laboratory,  High Energy Accelerator Research Organization (KEK) Tsukuba, Japan SRF 2013 Tutorials 20 September, 2013

Transcript of 01 - Cryogenics - Nakai

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NAKAI Hirotaka

 Accelerator Laboratory,

  High Energy Accelerator Research Organization (KEK)

Tsukuba, Japan

SRF 2013 Tutorials

20 September, 2013

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 20130920 SRF 2013 Tutorials - Cryogenics: Nakai, KEK

1. Introduction

Superconducting RF cavities and cryogenics

2. Helium refrigerators

Thermodynamics of helium liquefaction

Liquefiers and refrigerators

3. Superfluid helium and cryogenic systems

Superfluid helium (He II)

Superfluid helium cryogenic system

2 K cryogenic systems at KEK

4. Cryogenic Engineering

Cryomodules

Transfer Lines

5. Summary

2

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 Cryogenics - Science and engineering

concerning with low temperature Low temperature - below normal boiling point

temperature of oxygen (~ 90 K) or

nitrogen (~ 77 K)

4

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Nb : Tc = 9.3 K

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0 20 40 60 80 100

Temperature [K]

NbNbTi

Nb Sn3

He4

n-H2

NeN2

CO

F2

 Ar

O2

T c

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0.0

0.5

1.0

1.5

2.0

1.0 1.5 2.0 2.5 3.0 3.5 4.0 4.5

1.3 GHz, Rres

 = 8x10-9

 W

509 MHz, Rres

 = 3.3x10-8

 W

   S  u  r   f  a  c  e   R  e  s   i  s   t  a  n  c  e   [  x   1   0  -   7

       W   ]

Temperature [K]

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QH   = QL  +W R

QH

T H

! Q

L

T L

W R !QL

T H

T L"1

$ %& 

' (   = QL )b 

QH 

QL

T L

W R 

T H 

 R 

Cited from Lebrun, Ph., “An Introduction to Cryogenics”,CERN/AT 2007-1 (2007)

Carnot factor : b   =

T H

T L!1

T H = 300 K ,   T 

L= 4.5 K

 QL  = 1 W   W 

R  ! 65.7 W

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1.2 1.4 1.6 1.8 2.0 2.2 2.4

Carnot FactorCavity Loss

Cooling Power

   A  r   b   i   t  a  r  y   S

  c  a   l  e

Temperature [K]

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 A A' C B B'

V  A

V B

P A   PB

Porous Plug

Cited from I. Oshida and T. Fujishiro, “Thermodynamics”, Shokabo Publishing (1970) in Japanese

External work :

First law of thermodynamics :

 Adiabatic condition :

Increased internal energy :

Enthalpy (Gibbs’ heat function) :

Q =  0

U B!U 

 A=  P

 AV  A! P

BV B

W   =  P AV  A! P

BV B

U  +  PV   =  const . =  H

Q =   U B!U  A( ) !W 

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m =!T 

!P

!

"####

$

%

&&&& h

=

c p

a T '1( )

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0.0

0.5

1.0

1.5

2.0

2.5

3.0

3.5

4.0

0 10 20 30 40 50

   P  r  e  s  s  u  r  e

   [   M   P  a   ]

Temperature [K]

Critical Point

m > 0

m < 0

Cited from Verein Deutscher Ingenieure, Lehrgangshandbuch Kryotechnik (1977)

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     T    e    m    p    e    r    a     t    u    r    e     [     K     ]

300

280

260

240

220

200

180

160

140

120

100

1507

1424

1340

1256

1172

1089

1005

921

837

754

    1 .    0

    1

    0 .    5

    0    7

    0 .    2

    0    3

    0 .    1    0    1

    5 .    0

    7

    3 .    0

    4

    2 .    0

    3

     P     [       M     P

   a      ]  

H [J/g]

20.9 25.112.6 16.7 29.3

Entropy [J/g·K]

586

670

     T    e    m    p    e    r    a     t    u    r    e     [     K     ]

100

95

90

85

80

75

70

65

60

55

5020.9 25.112.6 16.78.37 29.3

Entropy [J/g·K]

502

461

419

377

335

293

H [J/g]

    1 .    0    1

    0 .    5    0    7

    0 .    2    0    3

    0 .    1    0    1

    5 .    0    7

    3 .    0    4

    2 .    0    3

     P     [       M     P

   a      ]  

     T    e    m    p    e    r    a     t    u    r

    e     [     K     ]

50

45

40

35

30

25

20

15

10

5

0 20.9 25.112.6 16.78.374.19

Entropy [J/g·K]

251

209

167

126

83.7

41.9

33.525.116.73.56

    1 .    0

    1

    0 .    5

    0    7

    0 .    2

    0    3

    0 .    1

    0    1

    5 .    0

    7

    3 .    0

    4

    2 .    0

    3

    P    [      M

    P   a

    ] 

H [J/g]

Cited from S. Tanuma ed., “Cryogenics”, Kyoritsu Shuppan (1974) in Japanese

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G

K

I

I'

E

H2

C

F

J   H3

H4

H1

P1PcP2P3

T c

     T    e    m    p    e    r    a

     t    u    r    e

       T

Entropy   S

Isobars ( P > P > P > P )2 c 13

Isenthalps

( H > H > H > H )1 32 4

IsothermalCompression

IsentropicExpansion

IsenthalpicExpansion

 AdiabaticExpansion

Cited from S. Tanuma ed., “Cryogenics”, Kyoritsu Shuppan (1974) in Japanese

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T300 K

61.3 GPa

0.13 MPa

4.5 KS

8.2 GPa

3.89 J/g·K 8.07 J/g·K

Cited from Lebrun, Ph., “An Introduction to Cryogenics”, CERN/AT 2007-1 (2007)

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     T    e    m    p    e    r    a

     t    u    r    e

Entropy

 A 

B

C

C'

D

PressureP1

P 2 ( < P1 )

Enthalpy Hisobaric

(heat exchanger)

isentropic

adiabatic

(expansion engine)

isenthalpic(Joule-Thomson vaive)

Cited from Lebrun, Ph., “An Introduction to Cryogenics”, CERN/AT 2007-1 (2007)

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Compressor

.

W c

Joule-Thomson

Valve(JT Valve)

HeatExchanger

(HX)

Liquid

-.

 m   L

. m

L

. m

L

. m

. m

(4)

(3)(2)

(V)

(1)

(1)

(1)(2)

(3)

(4)

(3')

(4')

(L)

(V)

     T    e    m    p    e    r    a     t    u    r    e

Entropy

Isobars

Isentalps

C

Linde Cycle

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JT Valve

Liquid

(6)

(3)

(V)

Compressor

.

W c

L

. m

-.

 m   L

. m

L

. m

. m   (2)(1)

(1)

HX3

Expander

HX1 HX2

.

W e

e

. m

-.

 m   e

. m

-.

 m   e

. m   -   L

. m

(7)

(4) (5)

(9)

(e)

(8)

(7)

     T    e    m    p    e    r    a     t    u    r    e

Entropy

(1)(2)

(3)

(4)

(5)

(6)(L)

(e)

(V)

(9)

(8)

Claude Cycle

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120 kPa

700 kPa

6.5 kW @ 80 K

80 KCharcoal

Filter

15 MPa

Drier   150 Nm3 /h

0.5 MPa

110 kPa

1.7 MPa   400 kPa

135 kPa

100 m3 x 9 = 900 m3

High Pressure Gas Storage

0.5 m3 x 18 x 4 = 36 m3

120 kPa

Gas Bag

4 Superconducting Cavities at D11 Section4 Superconducting Cavities at D10 Section

SuperconductingCavity Under Test

Multi-channel Transfer Line

Helium Gas Recovery Line

CirculationCompressors(Screw Type)

Recovery/PurifierCompressor

Helium GasPurifier

NitorgenCirculation

System

Nitrogen GasCompressor

Impure Helium Gas

CylindersPure Helium GasCylinders

Liquefied NitrogenStorage Vessel

Liquefied HeliumStorage Vessel

Evaporator

Helium RefrigeratorCold Box

 AdsorberCold Box

Intermediate PressureGas Storage Tanks

SubsidiaryCold Box

80 m 3

C1

C2   C4

C3

C5   C6

C A 

CB

T4

T5

T1

T2

T3

T

12000 L

50000 L

D10 Test Stand

SuperKEKB Accelerator Nikko Experimental Hall(Underground Tunnel)

To Open Air

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Refrigerator Cryostat

Liquid Helium Liquid Helium

Helium Gas (Warm)

OPEN CYCLE REFRIGERATOR CLOSED CYCLE REFRIGERATOR

Helium Gas (Cold)

Liquid Helium

Storage Vessel(Dewar)

Liquid

Helium

CryostatLiquefier

Gas Bag

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0

50

100

150

200

250

300

350

400

0 50 100 150 200 250 300

HeliumNitrogenn-Hydrogen

   E  n   t   h  a   l  p  y   (  v  o   l  u  m  e   )   [   M   J   /  m   3   ]

Temperature [K]

77.420.4

4.2

Latent Heat

Sensible Heat

Cited from Verein Deutscher Ingenieure, Lehrgangshandbuch Kryotechnik (1977)

4.2

77.3

Sensible Heat

Latent Heat

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4.5 K

18.8 J/g

4.2J/g·K

S

T

Q1

Refrigerator

HeatLoad

Compressor

LPHPT0 = 300 K

T1 = 4.5 K

Q1

1543J/g

23.1J/g·K

300 K

4.5 K

isobar(0.13 MPa)

18.8 J/g

4.2J/g·K

R

S

T

Q1

Liquefier

Compressor

LHe

R

LPHPT0 = 300 K

T1 = 4.5 K

Q1HeatLoad

Cited from Lebrun, Ph., “An Introduction to Cryogenics”, CERN/AT 2007-1 (2007)

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Saturated VaporPressure Curve

C

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0 1 2 3 4 5 6

Saturated Vapor Pressure Curve

Melting Curve

Lambda Line

Gas Pumping

0

5

Temperature [K]

Solid

He II(Liquid)

He I (Liquid)

Vapor 

Critical

Point

2.5

0.2

0.1

Normal Liquid HeliumSuperfluid

Helium

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 Superfluidity

 Flowing through capillaries without any

friction

 Super Thermal Conductivity

 Apparent thermal conductivity about 100

times of that of high-purity copper

 Film Flow Flowing in adsorbed layer of helium atoms

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Normal Fluid

ComponentSuperfluid Component

Density   rn   rs

Viscosity   m 0

Entropy

TransportYes No

Driven by Pressure Difference Temperature Difference

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Total density is sum of those of each component :

Density ratio depends on temperature

Independent flow fields of each component

 r  = r

s+ r

n

0.0

0.2

0.4

0.6

0.8

1.0

0.0 0.5 1.0 1.5 2.0 2.5

      r  s

   /      r 

  o  r

      r  n

   /      r

Temperature [K]

rn / r

rs / r

l  point

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 Superfluid component flows toward higher temperature region

 Normal fluid component flows in opposite direction ofsuperfluid component flow (thermal counterflow) No netflow

 Entropy (heat) is transported only by normal fluid component

 Apparent large thermal conduction (internal convection)

Cited from K. Yamada and T. Ohmi,

“Superfluidity”,

Baifukan (1995) in Japanese

T+DT   T

SuperfluidHelium

 A B

ElectricHeater

Superfluid componet flow

Normal fluid component flow

Q

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CottonWool

FinePowder

Radiation

SuperfluidHelium

T+DTT

Electric

Heater

SuperfluidHelium

FinePowder

Cited from Donnelly, R. J., “Experimental Superfluidity”, University of Chicago Press (1967)

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Thermometer

VacuumInsulation

Superfluid

Helium

Fine Powder(Porous Plug)

Cited from K. Yamada and T. Ohmi, “Superfluidity”, Baifukan (1995) in Japanese

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(A) (B) (C)

Cited from Donnelly, R. J., “Experimental Superfluidity”, University of Chicago Press (1967)

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NormalHelium

T ~ 4.4 K

SuperfluidHeliumT ~ 2 K

Joule-ThomsonValve 1

Joule-Thomson Valve 2

Compressor (Vacuum Pump)

Heat Exchanger 

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     T    e    m    p    e    r    a     t    u    r    e     [     K     ]

Entropy [J/(g·K)]

0 5 10 151

2

4

6

8

10

P = 0.1 MPa

P = 1.66 kPa

T = 4.2 K

T = 1.8 K

T = 2.2 K (P = 5.32 kPa)

He II

He I

89 %   62 %   (V)(L)

(1)

(2)

(3)

(4)

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 Superconducting RF Test Facility (STF) Concerning with ILC project

 Pulse mode operation

 Capture cryomodule (2 x 9-cell cavities) +

STF2-CM1 (8 x 9-cell cavities) + STF2-

CM2A (4 x 9-cell cavities)

Compact Energy Recovery Linac (cERL)

 CW mode operation

 Injector linac (3 x 2-cell cavities) + Main

linac (2 x 9-cell cavities)

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Tunnel Level

Ground Level

Helium Liquefier/ Refrigerator

Cold Box

He IIPot

Gas Return Pipe

Helium GasPumping System

J-TValve

To Gas Bag

He IPot

LiquidHelium

HeatExchanger

Superconducting Cavities

To Open Air

LiquidNitrogen

5K Thermal Shield

80K Thermal Shield

2KRefrigeratorCold Box

Cryomodule

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ConnectionBox

EndBox

Multi-channel Transfer Line

Ground Level Tunnel Level

Helium Liquefier/Refrigerator Cold Box

2000 LLiquefied HeliumStorage Vessel

Helium GasPumping System

Shaft down toTunnel Level

STF2-CM1Cryomodule

CaptureCryomodule

2K Refrigerator Cold Box

2K Refrigerator Cold BoxEnd

Box

Gas Bag

STF2-CM2ACryomodule

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Helium Liquefier/ 

RefrigeratorCold Box

He IIPot

Helium GasPumping System

To Gas BagLiquid

Helium

Superconducting Cavities

Cryomodule

To Compressor/ Gas Bag

LiquidNitrogen

To Open Air

He IPot

5K Thermal Shield

80K Thermal Shield

J-TValve

HeatExchanger

2KRefrigeratorCold Box

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5K Shield5KCryopanel

Liquid

Nitrogen

Helium Liquefier/

Refrigerator Cold Box

Cold Helium Gas Return

Liquefied HeliumStorage Vessel

(3000 L)

LiquidHelium

Multi-channel Transfer Line

2K Refrigerator Cold Box

80K Shield

2K Refrigerator Cold Box

Liquefied NitrogenStorage Vessel(10000 L)

He II

80K Shield

Helium GasPumping System

He II

He I

Injector LinacCryomodule

Main LinacCryomodule

Precooling LinePrecooling Line

CavitiesCavities

Helium GasPumping System

J-TValve

J-TValve

To Open Air 

He I

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Heat Load

Joule-Thomson

expansion

Subcoolingheat exchanger 

Heat Load

Joule-Thomson

expansion

Subcoolingheat exchanger 

      4 .      5

      K

      R    e

      f    r      i    g    e    r    a      t    o    r

Liquidhelium

LP HP

      4 .      5

      K

      R    e

      f    r      i    g    e    r    a      t    o    r

Liquidhelium

LP HP

      4 .      5

      K

      R    e

      f    r      i    g    e    r    a      t    o    r

Liquidhelium

LP HP

Heat Load

Joule-Thomson

expansion

Subcoolingheat exchanger 

      E      l    e    c      t    r      i    c    a      l

      h    e    a      t    e    r

Sub-atmosphericcompressor 

~ 3 kPa

Sub-atmosphericcompressor  MP

CC: Cold compressor HP: High pressureMP: Medium pressureLP: Low pressure

CC

CC

CC

CC

CC

1

2

3

ColdCompression

WarmCompression

Mixed (Hybrid)Compression

MPMP

(a) (b) (c)

CC

CC

CC

Cited from Ph. Lebrun and L. Tavian: “The technology of superfluid helium”,

European Graduate Course in Cryogenics Helium Week, WUT & CERN, August-September 2010

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 Three Modes of Heat Transfer

 Conduction

 Thin-wall pipe

 Low thermal conductivity material

 Convection

 Vacuum insulation

 Radiation Multi-layer insulation (MLI)

51

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80 K Thermal Shield

Gas Return Pipe

Vacuum Vessel

Support Post

5 K Thermal Shield

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SuperconductingRF Cavity

2K SuperfluidHelium

Supply PipeHigh Power RFInput Coupler 

5-8K ThermalRadiation Shield

40-80K Thermal

Radiation Shield

Support Post

Gas ReturnPipe

   3   0   0

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0 5 10 15

Scale (cm)

Liquid

Nitrogen

LiquidHelium

GasHelium

LiquidNitrogen

 Aluminum80K Shield

Glass Fiber Reinforced Polyester 

Glass Fiber ReinforcedPlastic Plate (G-10)

Stainless SteelPipe

InsulationVacuum

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0 5 10

Scale (cm)

Liquid Nitrogen

Liquid Helium Gas Helium

 Aluminum80K Shield

Glass Fiber Reinforced Polyester 

Glass Fiber ReinforcedPlastic Plate (G-10)

Stainless Steel Pipe

Insulation Vacuum

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Refrigerator Side

CryomoduleSide

5K Shield (A5052)

80K Shield (A5052)

2K Line Support (G10 /Polyester)

5K Shield Support (G10)

80K Shield Support (G10)

 3 1

 8 t 3

 2 4 0 t 2

1 7 0 t 2

ICF34

2K LHe Supply 

ICF34

MLI 10 Layers

LN2 14 t0.5 

LHe14 t0.5 

MLI 10 Layers

MLI 30 Layers

U-Tight Seal H15040 

MLI 10 Layers

2K GHe Return76.3 t0.8 

17.3 t0.8 

14 t0.5 

14 t0.5 

60.5 t0.8 

80K Shield Pipe

5K Shield Pipe

2K LHe Supply Pipe

2K GHe Return Pipe

SS316L TP-SC 

SS316L TP-SC 

SS316L TP-SC 

SS316L TP-SC 

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 Asphyxiation (Anoxia)

 Lack of oxygen

 Cold and heavy nitrogen gas - lower level

 Cold but light helium gas - higher level

 Frostbite Low temperature liquid and gas on skin

 Appropriate equipments for protection

 Explosion

 Pressure rise of liquefied gas in closed space

such as vessels and pipes

 Evaporated oxygen

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 20130920 SRF 2013 Tutorials - Cryogenics: Nakai, KEK

1. Superconducting RF cavities and cryogenics

 Liquid helium (He I) for 509 MHz RF cavities

 Superfluid helium (He II) for 1.3 GHz RF

cavities2. Helium refrigerators

 Joule-Thomson expansion (isenthalpic

change)

Inversion curve

 Difference of liquefiers and refrigerators

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3. Superfluid helium and cryogenic systems

 Two-fluid model to understand unique

properties of superfluid helium

 Helium gas pumping system

 J-T valves and heat exchangers

4. Cryogenic Engineering

 Cryomodules and transfer lines

 Cryogenic hazards

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