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Beam Species Measurements on the MAST NBI system. Brendan Crowley Thanks to R King (CCFE) and A Bharatti (IPR). Outline of discussion. Neutral beams at MAST Ion Source Configurations Beam Species Model Beam Spectroscopy Results. Neutral Beams at MAST. Two on axis beams

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CCFE is the fusion research arm of the United Kingdom Atomic Energy Authority

Beam Species Measurements on the MAST NBI system

Brendan Crowley

Thanks to

R King (CCFE) and A Bharatti (IPR)


Outline of discussion Energy Authority

  • Neutral beams at MAST

  • Ion Source Configurations

  • Beam Species Model

  • Beam Spectroscopy

  • Results


Neutral Beams at MAST Energy Authority

  • Two on axis beams

  • 75 keV 65 amps (D2)

  • Up to 2.5 MW NBI per beam

  • JET PINI type ion sources

  • Getter pumped beam boxes

  • The basis for several diagnostics

    • CXRS

    • MSE

    • FIDA


Neutral Beams at MAST Energy Authority

  • Two on axis beams

  • 75 keV 65 amps (D2)

  • Up to 2.5 MW NBI per beam

  • JET PINI type ion sources

  • Getter pumped beam boxes

  • The basis for several diagnostics

    • CXRS

    • MSE

    • FIDA


Neutral beams are used for: Energy Authority

  • Heating

  • Fuelling

  • Diagnostics (e.g. MSE, CXRS,FIDA)

  • Current drive

  • Rotation drive

    How well they do this depends on:

  • Beam penetration depth (particle energy)

  • Beam particle density

  • Beam current

  • Beam divergence (angular width)

    Mostly we need to know:

  • how much energy is deposited and

  • where it gets deposited…


Ion Sources Energy Authority

Filament or RF driven discharge

Magnetic confinement achieved by using permanent magnets in multi-cusp configuration - strong field on the walls, field-free region in the centre of the source.

Ions created in various electron-molecule and ion-molecule collisions.

Typical ion source parameters:

  • Primary electron energy (Varc): ~100eV

  • Arc current: <1500 A

  • Gas flow: 10 -15 mbar×l/s

  • Gas pressure: ~ 10-3 mbar

    Parameters determined by the ion source

    (fixed magnetic configuration and gas flow):

  • Arc efficiency: Ibeam/Iarc

  • Ion species fractions: H+:H2+:H3+


MAST NBI Ion Source Energy Authority

  • MAST injectors have ion sources with a supercusp magnetic filter field that is used to enhance the production of monatomic ions

    • No primaries are available for further ionisation of the neutral source gas.

    • The molecular ions are preferentially removed at low electron energies by dissociative attachment.

Magnetic configuration of the standard MAST supercusp ion source.


MAST NBI Ion Source Energy Authority

  • Next Campaign Filter field will be removed leading to :

    • Primaries being available for further ionisation of the neutral source gas.

    • The molecular ions are preferentially removed at low electron energies by dissociative attachment.

  • Need to measure new species mix.

Magnetic configuration of the new MAST supercusp ion source.


DSS system Energy Authority

PC

Beam emission shifted from Dα by

∆=0(Vbeam/c) cos

Source parameters : Species mix (H+:H2+:H3+);

Beam parameters : Perveance scans ( beam divergence );

Beam species distribution; Neutral beam fractions (H(E):H(E/2):H(E/3));Power fractions (P(E):P(E/2):P(E/3);


And continues in the neutraliser
…and continues in the neutraliser… Energy Authority

This particle has full energy, E

These have half energy, E/2

These have one third energy, E/3

.

There are three simple scenarios:

H+

H2

H

These three molecular ions have all been accelerated through the same potential, and therefore they all have the same energy. “E”.

H2

H

H

H2+

The collisions with the neutraliser gas can cause the molecular ions to dissociate.

H3+

H2

H

H

H


Channels for Beam Emission Energy Authority

H*(E/2)

H(E/3)


  • Ion species fractions :

    (H+ext:H2+ext:H3+ext )

  • Beam species distribution:

    (Hik ,b )

  • Neutral beam fractions:

    H(E):H(E/2):H(E/3)

  • Power fractions entering into Tokamak

  • Beam divergence


3d(15.6ns) Energy Authority

3p(5.4ns)

3s(158ns)

2p

2s

DSS analysis : Corona model

H-alpha transition diagram

  • i=H+,H2+,H3+(ext species)

  • k=0,1,-1(charge state)

  • Nl*(Ɛ): Excited neutral density at energy Ɛ=E,E/2 and E/3.

  • Nik : Beam species density at energies E,2E/3,E/2& E/3.

  • σik(Ɛʹ):Excitation cross section of a beam species.

  • Fik(Ɛʹ): Fraction of beam existing in a charge state k.


Species mix(source) Energy Authority

Beam fractions

and power fractions

Species

fractions(beam)

Specie fractions

C2 and C3 are intensity multiplication factors and they depend on beam energy and target thickness.


Results Energy Authority

  • Raw data for Dα peak

  • Doppler shifted full, half and third energy peaks

  • Impurity peak at E/18

  • Shifted and impurity peaks fitted by analysis code using constrained MPI fit.


Results Energy Authority

  • Species fractions as a function of arc current.

  • Power fractions as a function of Extracted power.



Limitations of the Model Energy Authority

  • Assumption that radiation is instantaneous.

    • H*(3s) has longer life times (158 ns)

  • Major populating and depopulating processes are neglected.

    • Cascading from upper states

    • Collisional quenching of excited neutrals.

  • Need to apply modified corona model.


Obtaining the Energy Authorityrelative fractions…

  • These are calculated with a simple expression:

  • This shows the number of third energy particles relative to the number of full energy particles

  • F is flux of particles leaving the ion source, J is detected intensity

  • C is a constant, which looks like…


…this: Energy Authority

  • Thankfully, most of these terms can be ignored, because:

    • There will be no emission from ions (they have no electrons…)

    • We don’t care how many ions there are, because they get removed anyway…

  • So we have a much simpler expression to deal with

  • σ is the excitation cross-section and f is the fraction


S K Allison, Reviews of Modern Physics,1958, 1137, Energy Authority4

Calculated Vs measured beam fractions

( 1X1016 molecules/cm2)

Estimation of Beam fractions

Beam fractions at 20KeV

Formulation : K H Berkner, R V Pyle and J W Stearns, 1975, Nuclear fusion, 249-254,15.

J Kim and H H Haselton, 1979, J.Appl.Phys,3802-3807,50.

Cross sections : C F Barnett, Atomic data for nuclear fusion, 1990,Volume.1,Report ORNL-6086/V1,

Oak ridge national laboratory.


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