Hans Högberg

Dr. Hans Högberg

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Research Focus & Metrics

Academic Career Length

31Years (1996-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 February 2010 in Thin Solid Films
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Journal Article
Closed access
PEPer Eklund
Per Eklund
MBManfred Beckers
Manfred Beckers
UJUlf Jansson
Ulf Jansson
HHHans Högberg
Hans Högberg
LHLars Hultman
Lars Hultman

1 October 2004 in Physical Review B
Verified
Journal Article
Closed access
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JPJ.-P. Palmquist
J.-P. Palmquist
SLS. Li
S. Li
PPPer O. Å. Persson
Per O. Å. Persson
JEJ. Emmerlich
J. Emmerlich
OWO. Wilhelmsson
O. Wilhelmsson
UJU. Jansson
U. Jansson
Thin films of Mn+1AXn layered compounds in the Ti−Si−C system were deposited on MgO(111) and Al2O3(0001) substrates held at 900°C using dc magnetron sputtering from elemental targets of Ti, Si, and C. We report on single-crystal and epitaxial deposition of Ti3SiC2 (the previously reported MAX phase in the Ti−Si−C system), a previously unknown MAX phase Ti4SiC3 and another type of structure having the stoichiometry of Ti5Si2C3 and Ti7Si2C5. The latter two structures can be viewed as an intergrowth of 2 and 3 or 3 and 4 M layers between each A layer. In addition, epitaxial films of Ti5Si3Cx were deposited and Ti5Si4 is also observed. First-principles calculations, based on density functional theory (DFT) of Tin+1SiCn for n=1,2,3,4 and the observed intergrown Ti5Si2C3 and Ti7Si2C5 structures show that the calculated difference in cohesive energy between the MAX phases reported here and competing phases (TiC, Ti3SiC2, TiSi2, and Ti5Si3) are very small. This suggests that the observed Ti5Si2C3 and Ti7Si2C5 structures at least should be considered as metastable phases. The calculations show that the energy required for insertion of a Si layer in the TiC matrix is independent of how close the Si layers are stacked. Hardness and electrical properties can be related to the number of Si layers per Ti layer. This opens up for designed thin film structures the possibility to tune properties.

1 May 2006 in Journal of Crystal Growth
Verified
Journal Article
Closed access
OWO. Wilhelmsson
O. Wilhelmsson
JPJ.-P. Palmquist
J.-P. Palmquist
ELE. Lewin
E. Lewin
JEJ. Emmerlich
J. Emmerlich
PEPer Eklund
Per Eklund
UJU. Jansson
U. Jansson

1 February 2007 in Acta Materialia
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Journal Article
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JEJens Emmerlich
Jens Emmerlich
Denis MusicDenis Music
Denis Music
PEPer Eklund
Per Eklund
OWOla Wilhelmsson
Ola Wilhelmsson
UJUlf Jansson
Ulf Jansson
LHLars Hultman
Lars Hultman

1 April 2005 in Surface and Coatings Technology
Verified
Journal Article
Closed access
HHHans Högberg
Hans Högberg
LHL. Hultman
L. Hultman
JEJ. Emmerlich
J. Emmerlich
TJT. Joelsson
T. Joelsson
PEPer Eklund
Per Eklund
UJU. Jansson
U. Jansson

1 November 2004 in Journal of Applied Physics
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Journal Article
Closed access
PDF file
JEJens Emmerlich
Jens Emmerlich
HHHans Högberg
Hans Högberg
SSSzilvia Sasvári
Szilvia Sasvári
PPPer O. Å. Persson
Per O. Å. Persson
LHLars Hultman
Lars Hultman
Zsolt CziganyZsolt Czigany
Zsolt Czigany
Epitaxial Ti3SiC2(0001) thin films have been deposited by dc magnetron sputtering from three elemental targets of Ti , C , and Si onto MgO(111) and Al2O3(0001) substrates at temperatures of 800–900°C . This process allows composition control to synthesize Mn+1AXn (MAX) phases (M : early transition metal; A : A -group element; X : C and∕or N ; n=1–3 ) including Ti4SiC3 . Depositions on MgO(100) substrates yielding the Ti–Si–C MAX phases with (101¯5) , as the preferred orientation. Samples grown at different substrate temperatures, studied by means of transmission electron microscopy and x-ray diffraction investigations, revealed the constraints of Ti3SiC2 nucleation due to kinetic limitations at substrate temperatures below 700°C . Instead, there is a competitive TiCx growth with Si segregation to form twin boundaries or Si substitutional incorporation in TiCx . Physical properties of the as-deposited single-crystal Ti3SiC2 films were determined. A low resistivity of 25μΩcm was measured. The Young’s modulus, ascertained by nanoindentation, yielded a value of 343–370GPa . For the mechanical deformation response of the material, probing with cube corner and Berkovich indenters showed an initial high hardness of almost 30GPa . With increased maximum indentation loads, the hardness was observed to decrease toward bulk values as the characteristic kink formation sets in with dislocation ordering and delamination at basal planes.