Materials Analysis Using Fast Ions

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A. Denker, W. Bohne, J. Rauschenberg,J. Röhrich, E. Strub Ionenstrahllabor Hahn-Meitner-Institut Berlin Materials Analysis Using Fast Ions Introduction: Energy Loss PIXE Proton Induced X-ray Emission RBS Rutherford Back Scattering ERDA Elastic Recoil Detection Analysis

Introduction: Ion Target Interaction elastic atomic collisions: very low energies typically below a few kev Ion Scattering Spectrometry (ISS) surface composition and structure inelastic atomic collisions: ionisation of target atoms characteristic x-ray emission Particle Induced X-ray Emission, detection of elements with Z > 11 elastic nuclear collisions: Rutherford-Back-Scattering Z > Z ion Elastic Recoil Detection Analysis Z < Z ion inelastic nuclear collisions: Nuclear Reaction Analysis ion light backscattered ion nuclear reaction products: ions, γ, n x-rays displaced atoms Auger electron

Introduction: Energy Loss interaction ion target atoms: slowing down of the projectile depends on ion mass ion energy irradiated material Experimental data, computer software, e.g. SRIM 2003 ion and energy Sn (kev/µm) Se (kev/µm) range (µm) p, 3 MeV 0.01 20 92 4.1 p, 68 MeV 0.001 1.8 21000 860 lateral straggling (µm) He, 3 MeV 0.17 190 12 0.49 197Au, 350 MeV 90 19000 30 0.91

Introduction: Energy Loss 20Ne on Polyethylene Stopping Power de/dx (kev/µm) 10 4 10 3 10 2 energy transfer to target nuclei energy transfer to electrons Lindhard de/dx ~ E 1/2 Se Sn Ssum Bethe de/dx ~ E -1 relativistic 10 1 10-3 10-2 10-1 10 0 10 1 10 2 10 3 10 4 10 5 Energy (MeV)

PIXE Introduction: History PIXE = Particle Induced X-ray Emission first observation by Chadwick (Phil. Mag. 24 (1912) 54: x-ray emission induced by charged particles from a radioactive source Mosely 1913: the energy of the x-rays scales with Z 2 first application as today: T.B. Johansson et al, Nucl. Instr. Meth. B 84 (1970) 141 2005: widely used technique in archaeology, biology, geology, environmental sciences... Louvre Museum: dedicated accelerator for ion beam analysis Louvre

PIXE Intro: Excitation Possibilities x-rays from x-ray tube or synchrotron X-ray fluorescence analysis XRF electrons electron microprobe, e.g. in scanning electron microscopes with ions

PIXE Intro: Advantages x-ray tube: larger background due to photon scattering lower sensitivity radioactive source, 1 Curie: 3 x 10 7 particles per 1 mm 2 per second range in Cu ~ 11 µm radio-safety, larger background accelerator: 10 13 particles per 1 mm 2 per second range in Cu for 3 MeV protons: ~ 34 µm beam can be focussed

PIXE Basics: Fluorescence Coefficient hole in K- or L- shell E kin > E B recombination via X-ray or Auger electron: fluorescence yield ω k 1.0 0.8 0.6 0.4 K L 0.2 0.0 0 20 40 60 80 Z

PIXE Basics: Moseley Law frequency ν = c(z-1) 2 c = 2.48x10 15 Hz ambiguities possible, e.g. Kα As - Lα Pb, both at 10.5 kev

PIXE Basics: Fine Structure selection rules: Δl= ±1 Δj= 0,±1 vacancies in L-shell: possibility of nonradiative transition before x-ray emission (Coster-Kroning effect)

PIXE Basics: Spectrum Counts 10 4 10 3 Pb M Sb Lα Ar Kα Sn Lα Pb Lα Pb Lβ Fe Kα Cu Kα Pb Lγ Sn Kα Sb Kα Sn Kβ E p = 66 MeV I = 0.1 pa t = 200 sec Detector: HPGe Sb Kβ Pb Kα2 Pb Kα1 Bi Kα1 Pb Kβ1 Pb Kβ2 10 2 10 1 Glass I, Amsterdam, End of 16 th century Glass II, England (?), End of 17 th century 0 10 20 30 60 70 80 90 Energy (kev)

PIXE Basics: Cross Sections theoretical calculations: PWBA (Plane Wave Born Approximation) application of perturbation theory on the transition between initial and final state initial state: plane wave projectile and bound atomic electron final state: plane wave projectile and electron in continuum enhanced: ECPSSR E = energy loss C= deviation/deceleration of projectile in Coulomb field PSS = perturbation of stationary states of the atom by projectile R = relativistic effects

PIXE Basics: Cross Sections ionisation cross section (barn) maximum for v p ~ v e Energy (MeV)

PIXE Basics: Cross Sections ionisation-cross sections for thin σ I = samples: YZ ( ) N M ( Z) ω b ε a p a Z Z abs Y(Z): x-ray yield (counts), peak area of K line N p : number of projectiles M a (Z): target areal density (atoms/cm 2 ) ω Ζ : fluorescence-yield b z : part of x-rays in the line of interest ε abs : absolute detector efficiency a µ : absorption of x-rays in the material between place of x-ray production and detector crystal μ

PIXE Practice: Quantitative Analysis number of atoms/cm 2 : N t = Y/(N p ω z b z ε z 0 xmax σ z (x)exp(-a µ x/sinθ)dx) Y measured x-ray yield N p number of projectiles ε z, θ angle and detection efficiency of detector σ z ω z b z a µ x ionisation cross section fluorescence yield x-rays in line of interest absorption coefficient range of protons de-convolution software, e.g. GUPIX, AXIL... experiment literature/theory

PIXE Practice : Absorption and Ranges attenuation of x-rays in matter I = I 0 exp(-µd) d 1/2 (µm) in C 78 Ca Kα 3.6 kev Pb Lα 10.5 kev Pb Kα 1 75 kev 2000 24000 in Cu 1.5 4.5 800 ranges 3 MeV 68 MeV in air 140 mm 33 m in C 0.75 mm 20 mm in Cu 33 µm 7 mm maximum analytical depth depends on: matrix element (x-ray energy) looked for proton energy

PIXE Practice: Cross Sections Ionisation Cross Section (barn) 10 5 10 4 10 3 10 2 10 1 10 0 10-1 10-2 H. Paul At. Data 42 (1989) 105 K ECPSSR L ECPSSR 3 MeV L ECPSSR 66 MeV exp. Values 66 MeV Pineda at al. NIM A 299 (1990) 618 20 30 40 50 60 70 80 90 Z

PIXE Practice: Experimental Set-up in vacuum:

PIXE Practice: Experimental Set-up in air: ionisationchamber (< 0.1 pa) object on x-y table HPGe t~200s shielding protons 2 Lasers

PIXE Practice: ISL- Accelerators and target areas ECR-Quelle und 5.5 MV- Van de Graaff 16 15 7 4 10 8 9 3 2 5 14 12 11 Zyklotron k = 132 Feb. 05: > 550 Patients Augen - Tumor - Therapie 13 1 6 PIXE 68 MeV

PIXE Practice: Detector Semiconductors Si(Li) = Li doted Si, up to E X ~ 25keV, resolution 160eV at 5.9 kev price HPGe = high purity Ge, above E X ~ 3 kev resolution 180 ev at 5.9 kev

PIXE Practice: Spectrum counts Ep = 16 MeV O. Schmelmer, PhD Thesis, 2001 Energy (kev)

PIXE Practice: Spectrum Background AB: Atomic Bremsstrahlung = deceleration of bound target electrons in the Coulomb field of the projectile SEB: Secondary-Electron-Bremsstrahlung = Bremsstrahlung of electrons from ionisation processes E max = 4m e /M p x E p QFEB: Quasi-free electron-bremsstrahlung E max = m e /M p x E p Compton: inelastic scattering of γ-rays from nuclear reactions with the electrons in the detector crystal

PIXE Example: Chinese Bowl report 1 (Japan): 500 years old 1 Mio. 20 cm report 2 (Berlin): 100 years old max. 25 000 both reports based on art historical expertise indirect dating: identification of pigments (Cr in green: after 1850)

PIXE Example: Chinese Bowl porcelain extremely sensitive high-energy protons: small risk of damage due to low proton intensity and small de/dx on bowl: Pb (flux) Cu (pigment) no Cr modern porcelain: Cr (pigment)

PIXE Example: Chinese Bowl green colour no information yellow colour measured: Zn and Fe, no Sb absence of Sb is indication for age: after ~1850 report 2 could be confirmed

PIXE Example: Prussian Medal Prussian Medal, about 1790 DeutschesHistorischesMuseum, Berlin massive object? gilded? t = 200s, I p ~0.1 pa result: medal: Lα/Kα = 1.09 1 µm Au-foil: Lα/Kα ~ 40, ~ 75% Au ~ 15% Ag ~ 10% Cu

Rutherford Back Scattering - RBS: Principle conservation of energy and momentum univocal identification of target atom (thin samples) energy loss ΔE in target: thickness determination detectable elements: Z > Zion

RBS example: Light Ions contra Heavy Ions E ion = k p E 0

Elastic Recoil Detection Analysis - ERDA: Principle detection of recoiled atoms identification by simultaneous measurement of energy and, e.g. time-of-flight comparable sensitivities for all elements (hydrogen enhanced by a factor of 4)

ERDA: Experimental Set-Up only absolute, standard free method for the concentration of all elements in thin layers irradiation of the sample with heavy high energetic ions e.g. 197 Au 350MeV coincident measurement of energy + time-of-flight for the outscattered atoms of the sample (large dynamic range in energy (depth) due to TOF method) using cyclotrons: time structure of ion beam small emittance ions sample two large channelplate time-of-flight detectors flight path: 120 cm Si-energy-detector, 24 stripes large solid angle (1.6 msr)

ERDA: example example: Ti/Al multilayer on steel 5 double layers of 150 nm Al and 100 nm Ti

Conclusion I sensitivity depends on matrix and element looked for depth resolution max. analytical depth ERDA RBS PIXE NRA ppm for H 10 ppm for others 10 nm close to surface ppm for heavy elements 0.1% for light elements 10 nm close to the surface ppm 0.1% a few µm a few µm up to a few mm 100 ppm 1 10 µm 5 nm close to surface a few µm elements all Z > Z ion Z > 11 15 N(H,α) 12 C...

Conclusion II various ion target interactions vast choice of different techniques each technique: specific advantages and drawbacks best answers to analytical problems: careful choice of analytical technique or combination of techniques, e.g. RBS + PIXE today: estimated 1000 accelerators world-wide used for ion beam analysis samples: