Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique that is not able to probe bulk mechanical properties directly, such as material yield strength or bulk plastic flow rates. We elucidate this question through extensive discrete dislocation plasticity simulations of nanoindentation on a single crystal. We consider the competition between nanoindentation and tensile loading (pre-stress) towards crystal plasticity. For this purpose, we study a two-dimensional discrete dislocation model where indentation is performed by using cylindrical indentation with varying radius under both displacement and load control. We focus on the behavior of the hardness and pop-in event statistics during nanoindentati...
Using in-situ nanoindentation experiments it is possible to study the dislocation mechanisms which u...
Since a long time, indentation testing is a commonly used technique to measure the properties of mat...
We develop an approach that combines the power of nonlinear dynamics with the evolution equations fo...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
In atomistic simulations, nanoindentation is usually studied for ideal substrates. Here we explore t...
Accurate determination of nanomechanical materials properties is required for successful nanoscale m...
Accurate determination of nanomechanical materials properties is required for successful nanoscale m...
Planar discrete dislocation plasticity (DDP) calculations that simulate thin single crystal films bo...
Accurate determination of nanomechanical materials properties is required for successful nanoscale m...
Indentation of a planar single crystal by a circular rigid indenter is analyzed using discrete dislo...
Two-dimensional discrete dislocation simulations of indentation in the submicron range are presented...
Two-dimensional discrete dislocation simulations of indentation in the submicron range are presented...
Using in-situ nanoindentation experiments it is possible to study the dislocation mechanisms which u...
Since a long time, indentation testing is a commonly used technique to measure the properties of mat...
We develop an approach that combines the power of nonlinear dynamics with the evolution equations fo...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
Nanoindentation of crystalline materials has been thought as a primarily surface-driven technique th...
In atomistic simulations, nanoindentation is usually studied for ideal substrates. Here we explore t...
Accurate determination of nanomechanical materials properties is required for successful nanoscale m...
Accurate determination of nanomechanical materials properties is required for successful nanoscale m...
Planar discrete dislocation plasticity (DDP) calculations that simulate thin single crystal films bo...
Accurate determination of nanomechanical materials properties is required for successful nanoscale m...
Indentation of a planar single crystal by a circular rigid indenter is analyzed using discrete dislo...
Two-dimensional discrete dislocation simulations of indentation in the submicron range are presented...
Two-dimensional discrete dislocation simulations of indentation in the submicron range are presented...
Using in-situ nanoindentation experiments it is possible to study the dislocation mechanisms which u...
Since a long time, indentation testing is a commonly used technique to measure the properties of mat...
We develop an approach that combines the power of nonlinear dynamics with the evolution equations fo...