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Thin Film Quantitation of Chemistry and Thickness Using EPMA John Donovan Micro Analytical Facility CAMCOR (Characterization of Advanced Materials in Oregon) University of Oregon Eugene, OR (541)-346-4632 [email protected] epmalab.uoregon.edu

Thin Film Quantitation of Chemistry and Thickness Using EPMA John Donovan Micro Analytical Facility CAMCOR (Characterization of Advanced Materials in Oregon)

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Thin Film Quantitationof Chemistry and Thickness Using EPMA

John Donovan Micro Analytical Facility

CAMCOR (Characterization of Advanced Materials in Oregon)

University of OregonEugene, OR

(541)[email protected]

Electron-Solid Interactions

Beam Penetration

•Beam penetration decreases with Z •Beam penetration increases with energy•Electron range ~ inelastic processes•Electron scattering (aspect) ~ elastic processes

X-ray Generation

From Wittke, 1997-2003

Phi-Rho Z or (z)

X-ray Emission-Absorption

Accuracy in “Thick” Films?

The Future?

Monte-Carlo calculations (using an iterative geometric

model)

Will require computations roughly 106 faster than current

processors

What is a Thin Film (for EPMA)?

•Films greater than 5-10 um can be considered “infinitely thick”•Treat it like a “rock” (just kidding)

•Films less than 500 angstroms are “ultra-thin”•Use MVA (and take special precautions: surface contamination, plasma cleaning prior to analysis)

•Films between 5000-500 angstroms are “normal”•Use MVA (multi-voltage analysis) and model geometry

John Donovan:

always measure oxygen

hydrocarbon contamination

plasma cleaning prior to analysis

John Donovan:

always measure oxygen

hydrocarbon contamination

plasma cleaning prior to analysis

Theory of Thin Film Calculations

Figure 4 - Flow charts of the iteration methods used (a) when no element with an unknown concentration is present in several layers; (b) when such an element is present in several layers. From Thiot

(a) (b)

How is it done in practice?

Multi-Voltage Analysis (MVA)

How accurate is it?

NIST Thin Film Standard SRM 2135c

NIST Thin Film Standard SRM 2135c

NIST Thin Film Standard SRM 2135cCertified Thickness Measurements

Cr ~56 nmNi ~57 nm

John Donovan:

cost of SRM $900

RF Magnetron sputtered at COMSAT Lab

John Donovan:

cost of SRM $900

RF Magnetron sputtered at COMSAT Lab

What if we “treat it like a rock”? Thick (Bulk) Analysis of SRM 2135C

KeV O Ni Cr Si Total10 0.729 40.31 55.33 0.097 96.46615 0.681 48.14 45.32 2.396 96.53920 0.741 40.26 36.35 11.71 89.05925 0.872 29.26 26.88 22.47 79.486

Certified 48.89 51.1

Results in weight %

Not even close (enough for government work)!

John Donovan:

Even calculating the ratio without Si doesn’t work

John Donovan:

Even calculating the ratio without Si doesn’t work

NIST Thin Film Standard SRM 2135c

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00K

O KaNi KaCr KaSi Ka

Thin Film (traverse 1)- homogeneous model (all elements in one layer on Si) 10, 15, 20 25 keV

Homogeneous ModelTotal Thickness Cr Ni O Cr Ni OCertified 206.3 ug/cm2 197.4 ug/cm2 .5110 .4889Measured 217.4 ug/cm2 206.7 ug/cm2 2.5 ug/cm2 .5084 .4857 .0059

Results in weight fraction

John Donovan:

Measured using 4 accelerating voltages using PFW and calculated using StrataGem with a PAP correction model

Iterated on “composition” of single layer

Oxygen analyzed at .5 wt.%, ~2% atom

Total: 97.23 wt.%

No Si signal below 11-12 keV

John Donovan:

Measured using 4 accelerating voltages using PFW and calculated using StrataGem with a PAP correction model

Iterated on “composition” of single layer

Oxygen analyzed at .5 wt.%, ~2% atom

Total: 97.23 wt.%

No Si signal below 11-12 keV

NIST Thin Film Standard SRM 2135cThin Film (traverse 1)- homogeneous model

(all elements in one layer on Si) 15, 20 25 keV(same as above but without 10 keV data)

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00K

O KaNi KaCr KaSi Ka

Homogeneous Model (without 10 keV data)Total Thickness Cr Ni O Cr Ni OCertified 206.3 ug/cm2 197.4 ug/cm2 .5110 .4889Measured 216.4 ug/cm2 205.0 ug/cm2 2.37 ug/cm2 .5106 .4838 .0056

John Donovan:

Total 99.73 wt.%

John Donovan:

Total 99.73 wt.%

Actual Simple Example

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00

K

O Ka

Si Ka

Ni KaGe La

Ni, Ge, O (77 nm)

Si Wafer

Johnson Lab (UofO)

John Donovan:

Unnormalized data is given (not shown here)

John Donovan:

Unnormalized data is given (not shown here)

2:1 attempted ratio

A Little More Complicated

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00

K

O Ka

Si Ka

Bi Ma

Te La

Ti Ka

Bi, Te, Ti, O(85 nm)

Si Wafer

Johnson Lab (UofO)

Note 4% atomic oxygen

Insulating Substrate (carbon coated)

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00

K

O KaBa LaCu Ka

Si Ka

F Ka

C Ka

S Ka

Ba, Cu, S, F, O(172 nm)

SiO2 Wafer

C (20 nm)

Keszler Lab (OSU)

John Donovan:

Carbon layer absorption and stopping power is included

John Donovan:

Carbon layer absorption and stopping power is included

1:1:1:1 attempted ratio

Complex substrate (Corning 1737 glass)

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00

K

O KaBa LaCu KaS KaSe LaSi KaSn LaF KaCa KaMg KaAl KaSr KaSb KaB KaC Ka

Na Ka

Keszler Lab (OSU)

1:1:1 attempted ratio

Multiple Substrates

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00

K

O Ka

Si Ka

Hf MaCl Ka

La LaS Ka

Ta Ka

Keszler Lab (OSU)

Nominal Thickness

Duplicate Elements

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00

K

O Ka

Si Ka

Ni Ka

Johnson Lab (UofO)

John Donovan:

Constrain thickness from x-ray diffraction

John Donovan:

Constrain thickness from x-ray diffraction

Fixed Thickness

Duplicate Elements By Stoichiometry to Obtain Mass Thickness

Johnson Lab (UofO)

0 10.0 20.0 30.0

HV (kV)

0

0.20

0.40

0.60

0.80

1.00

K

Si Ka

O Ka

Al KaZn Ka

Conclusions

•A variety of substrates can be measured with accuracy approaching normal “thick” samples

John Donovan:•EPMA of thin film samples on a variety of substrates can be measured with an accuracy approaching that of normal “thick” or “bulk” samples

•Thickness can be calculated along with chemistry, provided that the same element is not in both the film and substrate, or can be confined by difference, stoichiometry or other considerations.

•Samples with multiple substrates can be analyzed quantitatively.

•X-ray diffraction data can be used in conjunction with EPMA to confine thickness and allow composition to be calculated for “duplicated” elements in multiple layers or substrates

John Donovan:•EPMA of thin film samples on a variety of substrates can be measured with an accuracy approaching that of normal “thick” or “bulk” samples

•Thickness can be calculated along with chemistry, provided that the same element is not in both the film and substrate, or can be confined by difference, stoichiometry or other considerations.

•Samples with multiple substrates can be analyzed quantitatively.

•X-ray diffraction data can be used in conjunction with EPMA to confine thickness and allow composition to be calculated for “duplicated” elements in multiple layers or substrates

•X-ray diffraction data used in conjunction with EPMA allows composition to be calculated for “duplicated” elements.

•Samples with multiple substrates can be analyzed quantitatively.

•Thickness can also be calculated, given density and provided that the element is not in the film and substrate, or can be confined by stoichiometry.