This document refers to the data submitted in conjunction with the below paper:

Title: Imposition of essential boundary conditions in the material point method [Int. J. Numer. Meth. Engng (2017)]

Authors: M.Cortis, W.M.Coombs, C.E.Augarde, M.J.Z. Brown, A.Brennan, S.Robinson

The paper can be found at http://dx/doi.org/10.1002/nme.5606

Fig10.txt contains the data used in producing figure 10:
Columns A (h) and B (error) are the values obtained when using bandwidth $\delta=1e-1$
Columns A (h) and C (error) are the values obtained when using bandwidth $\delta=1e-2$
Columns A (h) and D (error) are the values obtained when using bandwidth $\delta=1e-3$
Columns A (h) and E (error) are the values obtained when using bandwidth $\delta=1e-4$
Columns A (h) and F (error) are the values obtained when using bandwidth $\delta=1e-5$
Columns A (h) and G (error) are the values obtained when using bandwidth $\delta=1e-6$

Fig11.txt contains the data used in producing figure 11:
Columns A (h) and B (error) are the values obtained when using bandwidth $\delta=1e-1$
Columns A (h) and C (error) are the values obtained when using bandwidth $\delta=1e-2$
Columns A (h) and D (error) are the values obtained when using bandwidth $\delta=1e-3$
Columns A (h) and E (error) are the values obtained when using bandwidth $\delta=1e-4$
Columns A (h) and F (error) are the values obtained when using bandwidth $\delta=1e-5$
Columns A (h) and G (error) are the values obtained when using bandwidth $\delta=1e-6$

Fig12.txt contains the data used in producing figure 12:
Columns A (h) and B (error) are the values obtained when using bandwidth $\delta=1e-1$
Columns A (h) and C (error) are the values obtained when using bandwidth $\delta=1e-2$
Columns A (h) and D (error) are the values obtained when using bandwidth $\delta=1e-3$
Columns A (h) and E (error) are the values obtained when using bandwidth $\delta=1e-4$
Columns A (h) and F (error) are the values obtained when using bandwidth $\delta=1e-5$
Columns A (h) and G (error) are the values obtained when using bandwidth $\delta=1e-6$

Fig13.txt contains the data used in producing figure 13:
Columns A (delta/h) and B (error) are the values obtained when using grid size h=20
Columns C (delta/h) and D (error) are the values obtained when using grid size h=10
Columns E (delta/h) and F (error) are the values obtained when using grid size h=5
Columns G (delta/h) and H (error) are the values obtained when using grid size h=2
Columns I (delta/h) and J (error) are the values obtained when using grid size h=1

Fig15a.txt contains the data used in producing figure 15a:
Column A are the material points per element and Column B are the errors for the deep beam under self-weight

Fig15b.txt contains the data used in producing figure 15b:
Column A are the number of degrees of freedom (dofs) and Column B are the errors for the deep beam under self-weight

Fig16.txt contains the data used in producing figure 16:
Column A are the x coordinate position of point A and Column B are the errors for the simple shear problem

Fig18.txt contains the data used in producing figure 18:
Columns A (body force) and B (deflection) are the values obtained when when measuring horizontal (x) deflection for the 90 degree model
Columns A (body force) and C (deflection) are the values obtained when when measuring vertical (y) deflection for the 90 degree model
Columns A (body force) and D (deflection) are the values obtained when when measuring horizontal (x) deflection for the 45 degree model
Columns A (body force) and E (deflection) are the values obtained when when measuring vertical (y) deflection for the 45 degree model
Columns A (body force) and F (deflection) are the values obtained when when measuring horizontal (x) deflection for the 0 degree model
Columns A (body force) and G (deflection) are the values obtained when when measuring vertical (y) deflection for the 0 degree model

Fig19.txt contains the data used in producing figure 19:
Column A are the d/h and Column B is the y-deflection percentage difference between the 45 and 90 degree models
