% =======================================================================
%   Berland, J., Bogey, C., Marsden, O. & Bailly, C., 2007, 
%   High-order, low dispersive and low dissipative explicit schemes for 
%   multi-scale and boundary problems, Journal of Computational Physics, 
%   224(2), 637-662.
%
%   a11dp 11-pts non-centered schemes
%   d11dp 11-pts non-centered selective filters
%
%   ith-point -> sum_j a11dp(i,j) (and i=1, wall)
%   
%   (August 2008)
% =======================================================================




% =======================================================================
%.. Berland et al. 11-pts non-centered schemes (JCP 2007)
% =======================================================================

a11dp(1,1) = -2.391602219538;
a11dp(1,2) =  5.832490322294;
a11dp(1,3) = -7.650218001182;
a11dp(1,4) =  7.907810563576;
a11dp(1,5) = -5.922599052629;
a11dp(1,6) =  3.071037015445;
a11dp(1,7) = -1.014956769726;
a11dp(1,8) =  0.170022256519;
a11dp(1,9) =  0.002819958377;
a11dp(1,10)= -0.004791009708;
a11dp(1,11)= -0.000013063429;

a11dp(1,3) = -7.650218001182 + 0.000000000001;

a11dp(2,1) = -0.180022054228;
a11dp(2,2) = -1.237550583044;
a11dp(2,3) =  2.484731692990;
a11dp(2,4) = -1.810320814061;
a11dp(2,5) =  1.112990048440;
a11dp(2,6) = -0.481086916514;
a11dp(2,7) =  0.126598690230;
a11dp(2,8) = -0.015510730165;
a11dp(2,9) =  0.000024609059;
a11dp(2,10)=  0.000156447571;
a11dp(2,11)= -0.000007390277;

a11dp(2,9) =  0.000024609059 - 0.000003;
a11dp(2,10)=  0.000156447571 - 0.000000000001;

a11dp(3,1) =  0.057982271137;
a11dp(3,2) = -0.536135360383;
a11dp(3,3) = -0.264089548967;
a11dp(3,4) =  0.917445877606;
a11dp(3,5) = -0.169688364841;
a11dp(3,6) = -0.029716326170;
a11dp(3,7) =  0.029681617641;
a11dp(3,8) = -0.005222483773;
a11dp(3,9) = -0.000118806260;
a11dp(3,10)= -0.000118806260;
a11dp(3,11)= -0.000020069730;

a11dp(3,3) = -0.264089548967 + 0.000000000002;
a11dp(3,4) =  0.917445877606 - 0.000000000002;

a11dp(4,1) = -0.013277273810;
a11dp(4,2) =  0.115976072920;
a11dp(4,3) = -0.617479187931;
a11dp(4,4) = -0.274113948206;
a11dp(4,5) =  1.086208764655;
a11dp(4,6) = -0.402951626982;
a11dp(4,7) =  0.131066986242;
a11dp(4,8) = -0.028154858354;
a11dp(4,9) =  0.002596328316;
a11dp(4,10)=  0.000128743150;
a11dp(4,11)=  0.;

a11dp(4,4) = -0.274113948206 + 0.000000000002;
a11dp(4,5) =  1.086208764655 - 0.000000000002;

a11dp(5,1) =  0.016756572303;
a11dp(5,2) = -0.117478455239;
a11dp(5,3) =  0.411034935097;
a11dp(5,4) = -1.130286765151;
a11dp(5,5) =  0.341435872100;
a11dp(5,6) =  0.556396830543;
a11dp(5,7) = -0.082525734207;
a11dp(5,8) =  0.003565834658;
a11dp(5,9) =  0.001173034777;
a11dp(5,10)= -0.000071772671;
a11dp(5,11)= -0.000000352273;

a11dp(5,5) =  0.341435872100 - 0.000000000001;
a11dp(5,10)= -0.000071772671 + 0.000000000064;

% =======================================================================
%.. Berland et al. 11-pts non-centered selective filters (JCP 2007)
% =======================================================================

d11dp(1,1) =  0.320882352941;
d11dp(1,2) = -0.465;
d11dp(1,3) =  0.179117647059;
d11dp(1,4) = -0.035;
d11dp(1,5) =  0.;
d11dp(1,6) =  0.;
d11dp(1,7) =  0.;
d11dp(1,8) =  0.;
d11dp(1,9) =  0.;
d11dp(1,10)=  0.;
d11dp(1,11)=  0.;

d11dp(2,1) = -0.085777408970;
d11dp(2,2) =  0.277628171524;
d11dp(2,3) = -0.356848072173;
d11dp(2,4) =  0.223119093072;
d11dp(2,5) = -0.057347064865;
d11dp(2,6) = -0.000747264596;
d11dp(2,7) = -0.000027453993;
d11dp(2,8) =  0.;
d11dp(2,9) =  0.;
d11dp(2,10)=  0.;
d11dp(2,11)=  0.;

d11dp(2,1) = -0.085777408970 + 0.000000000001;

d11dp(3,1) =  0.0307159855992469;
d11dp(3,2) = -0.148395705486028; 
d11dp(3,3) =  0.312055385963757; 
d11dp(3,4) = -0.363202245195514; 
d11dp(3,5) =  0.230145457063431; 
d11dp(3,6) = -0.0412316564605079;
d11dp(3,7) = -0.0531024700805787;
d11dp(3,8) =  0.0494343261171287;
d11dp(3,9) = -0.0198143585458560;
d11dp(3,10)=  0.00339528102492129;
d11dp(3,11)=  0.;

d11dp(4,1) = -0.000054596010;
d11dp(4,2) =  0.042124772446;
d11dp(4,3) = -0.173103107841;
d11dp(4,4) =  0.299615871352;
d11dp(4,5) = -0.276543612935;
d11dp(4,6) =  0.131223506571;
d11dp(4,7) = -0.023424966418;
d11dp(4,8) =  0.013937561779;
d11dp(4,9) = -0.024565095706;
d11dp(4,10)=  0.013098287852;
d11dp(4,11)= -0.002308621090;

d11dp(5,1) =  0.008391235145;
d11dp(5,2) = -0.047402506444;
d11dp(5,3) =  0.121438547725;
d11dp(5,4) = -0.200063042812;
d11dp(5,5) =  0.240069047836;
d11dp(5,6) = -0.207269200140;
d11dp(5,7) =  0.122263107844;
d11dp(5,8) = -0.047121062819;
d11dp(5,9) =  0.009014891495;
d11dp(5,10)=  0.001855812216;
d11dp(5,11)= -0.001176830044;

d11dp(5,6) = -0.207269200140 - 0.000000000001;
d11dp(5,7) =  0.122263107844 - 0.000000000001;

% =======================================================================
% =======================================================================