1. Introduction
The AFM-nanoindentation technique is a promising tool for characterising the nanomechanical behaviour of thin films and nanostructures, demonstrating its utility in researching substrate and lateral confinement effects. Arrays of Ag nanodisks with varying thicknesses (20-150 nm) and radii (125-900 nm) were successfully produced on Si (100) substrates using interference laser lithography and thermal evaporation processes. The influence of substrate and thickness on the mechanical resistance of the [
1] Using the Finite-Difference Time-Domain (FDTD) approach, we investigated Electric-Near Field Enhancement (ENFE) in Au and Ag nanodisk-based photonic crystals. Photonic crystals with squared-lattice parameters were studied to determine the best design parameters for maximising ENFE in the visible and near-infrared spectra.[
2], The AFM-assisted DSNI technique was effectively used to study the effects of annealing on the mechanical resistance of photoresist layers. The results reveal that as the annealing temperature increases, the films' plastic strain susceptibility reduces, meaning that thermal-induced polymerization improves mechanical resistance. Strain energy dissipation coefficients dropped as the annealing temperature increased, indicating an annealing-induced hardening effect.[
3]. The stress-induced pseudoelasticity effects in freestanding Cu-Al-Ni thin films were successfully measured and analysed using the AFM (cantilever bending)-assisted DSNI technique. This allows us to establish fresh views on the application of this technology as an efficient methodology for future research and quantification of pseudo elastic behaviour (or shape memory effect) in micro/nanostructured SMAs. [
4]. The size-dependent nonlinear behaviour of atomic force microscopy (AFM) with an assembled cantilever probe (ACP) in different liquid conditions. showed the system's softening behaviour [
5].AFM nanoindentation has been applied to a range of biomaterials. This communication focuses on collagen fibrils which provide mechanical support to the living cells in mani animals
2. Materials and Methods
The mechanical input on sputtered coatings on Si (100) substrates using nanoindentation (Berkovich) was observed and its effect on electrical conduction was studied. The mechano-magnetic and ion-beam influence on Si-based films for memory and switching devices were also taken into consideration. The nano mechanical principles were applied in multicomponent hard coatings for MEMS cantilevers used in AFM nanoindentation [
6,
7,
8]
3. Results & Discussions
Collagen fibrils are not linear elastic materials and have extended Young's modulus values due to their heterogeneity, anisotropy, and water content. The three force-indentation curves for a collagen fibril with a radius were displayed
Figure 1 The Young's modulus values vary greatly [
9]. It resembles a softening behaviour as found in the ACPs [
5]. It is in fact the stiffness(S) of the indented region varies which brings differences in the E values. For the samples having E =2.25 GPa, the S was 5 N/m which raised to 11.11N/m for 1.38 GPa. The stiffness determination was carried out in biomaterials which has been reported beneficial for detecting diseases like organ fibrosis. An effective Youngs modulus (E
ff) given in eq 1 was proposed based upon different models. The symbols P, R and h represent the load applied radius of the indenter tip the depth. The change in E
ff with respect to depth was again found to be a crossing the parabolic nature (1. e 1/h
n with n varying from 1.5 to 2.5 (eq 2)This n can be considered as the softening index in biomaterials and can be related to adhesion force as observed through
Figure 2 and is left as a future scope of work [
10]
4. Conclusions
The following conclusions can be made from the discussions above
The stiffness fluctuations during AFM nanoindentation can qualitatively assess the heterogeneous behaviour of the biomaterial and can also be used for relative quantification.
The softening parameter influences the pace at which the effective elastic modulus varies with depth.
Funding
This research did not receive any specific grant from funding agencies.
Data Availability Statement
Data shall be made available on request.
Acknowledgements
The author hereby shows sincere gratitude towards Prof N.R. Bandyopadhyay, Prof. S. M. Hossain (IIEST, Howrah), Dr S.K. Mishra (CSIR-NML, Jamshedpur), Prof B. N. Dev, Prof G.P, Das (IACS, Kolkata), Prof S. Bhowmik (Amrita University), Prof. S. K. Samdarshi (CUJ-Ranchi), Dean (School of Engineering & Technology, CUJ-Ranchi) and hon’ble Vice-Chancellor (CUJ-Ranchi) for their support, encouragement, and guidance.
Conflict of Interest
The author(s) declare no conflict of interests. Compliance with ethical standards: The submitted work has not been published anywhere else, in any format or language, except for a few preprints and properly attributed open access content.
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