Indentation Hardness and Elastic Recovery of Some Hardwood Species

The purpose of the study was to measure the Brinell hardness (HB) of six wood species and evaluate the ability to recover the depth of the imprint (self-re-deformation). Straight-grain clear samples of ash, beech, alder, birch, iroko, and linden wood were prepared. Measurements were made in the three main reference timber cross-sections: radial (R), tangential (T), and axial/longitudinal (L) and with two measuring loads of 30 kG and 100 kG (294.2 N and 980.7 N). The tested wood species could be classified into hard (ash, beech), medium-hard (alder, birch, iroko), and soft (linden) wood species. The HBs of each tested wood species differed in the cross-sections, i.e., side hardness (R, T) and end hardness (L). Higher HB values were obtained at 100 kG load in all species and all three cross-sections. The lowest influence of the measurement force value on the HB value was revealed for the soft wood species (linden: 107–118%). This influence was visible for the other five medium-hard and hard wood species, ranging from 125% to 176%. The percentage of temporary imprint in total imprint depth (x/H) varied from 12 to 33% (linden 12–18%—the lowest self-re-deformation ability; beech 25–33%—the highest self-re-deformation ability). The results of this study underline that the higher the density of the wood, the higher the Brinell hardness, and, simultaneously, the greater the measurement force used, the higher the Brinell hardness measured. The ability of self-re-deformation in wood’s R and T cross-sections depends on the wood density and the measuring force used. In contrast, this ability only depends on the wood density in the L cross-section. Those observations imply that the compaction of the cell structure during side compression is mainly non-destructive, while the longitudinal deformation of the cell structure (the buckling of cell walls and fracture of ends of the cells) is to a great degree destructive and irreversible. These results can be used in the construction and furniture sectors, especially when designing products and planning the woodworking of highly loaded wood floors and furniture elements.

[1]  D. Sandberg,et al.  Hardness of surface-densified wood. Part 1: material or product property? , 2022, Holzforschung.

[2]  F. Negro,et al.  Hardness and contact angle of thermo-treated poplar plywood for bio-building , 2021, iForest - Biogeosciences and Forestry.

[3]  P. Kozakiewicz,et al.  An attempt to unify the Brinell, Janka and Monnin hardness of wood on the basis of Meyer law , 2021 .

[4]  A. Jasińska,et al.  The Brinell Method for Determining Hardness of Wood Flooring Materials , 2020, Forests.

[5]  R. Németh,et al.  The History of Wood Hardness Tests , 2020, IOP Conference Series: Earth and Environmental Science.

[6]  I. Perić,et al.  Hardness of thermally modified beech wood and hornbeam wood , 2019 .

[7]  K. Zhou,et al.  Progress in Indentation Study of Materials via Both Experimental and Numerical Methods , 2017 .

[8]  E. Broitman Indentation Hardness Measurements at Macro-, Micro-, and Nanoscale: A Critical Overview , 2017, Tribology Letters.

[9]  Charalampos Lykidis,et al.  Assessment of a modification to the Brinell method for determining solid wood hardness , 2016 .

[10]  M. Stampanoni,et al.  Failure and failure mechanisms of wood during longitudinal compression monitored by synchrotron micro-computed tomography , 2016 .

[11]  S. Hiziroglu,et al.  Evaluation of hardness and surface quality of different wood species as function of heat treatment , 2014 .

[12]  M. Hughes,et al.  Hardness and density profile of surface densified and thermally modified Scots pine in relation to degree of densification , 2013, Journal of Materials Science.

[13]  L. Gibson The hierarchical structure and mechanics of plant materials , 2012, Journal of The Royal Society Interface.

[14]  R. Raghavan,et al.  Deformation and failure mechanism of secondary cell wall in Spruce late wood , 2010 .

[15]  J. C. F. Walker,et al.  Indentation Hardness of Wood , 2007 .

[16]  Henrik Heräjärvi,et al.  Variation of basic density and brinell hardness within mature Finnish Betula pendula and B. Pubescens stems , 2007 .

[17]  A. Zdunek,et al.  A theoretical study of the Brinell hardness test , 1989, Proceedings of the Royal Society of London. A. Mathematical and Physical Sciences.

[18]  Michael F. Ashby,et al.  On the mechanics of balsa and other woods , 1982, Proceedings of the Royal Society of London. A. Mathematical and Physical Sciences.