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"AAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRu\n",
"AAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAA\n",
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"RG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAA\n",
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"AAAAQIbIDQAAAAAAAECGyA0AAAAAAABAhsgNAAAAAAAAQIbIDQAAAAAAAECGyA0AAAAAAABAhsgN\n",
"AAAAAAAAQIbIDQAAAAAAAECGyA0AAAAAAABAhsgNAAAAAAAAQIbIDQAAAAAAAECGyA0AAAAAAABA\n",
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"AAAAAECGyA0AAAAAAABAhsgNAAAAAAAAQIbIDQAAAAAAAECGyA0AAAAAAABAhsgNAAAAAAAAQIbI\n",
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"xuNcZ3oDfOaWBBbziAIAAIB/wT9uAN7h++JpwXvMZ3bDghMAAAAAAAAAgPeI3AAAAAAAAABkiNwA\n",
"AAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABk\n",
"iNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAA\n",
"AABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAA\n",
"AAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI\n",
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"AGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAA\n",
"AAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjc\n",
"AAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAA\n",
"ZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAA\n",
"AAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwA\n",
"AAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABk\n",
"iNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAA\n",
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"l9qb3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAA\n",
"AAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjc\n",
"AAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAA\n",
"ZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAA\n",
"AAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwA\n",
"AAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABk\n",
"iNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAA\n",
"AABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAA\n",
"AAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI\n",
"3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAA\n",
"AGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAA\n",
"AAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjcAAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZIjc\n",
"AAAAAAAAAGSI3AAAAAAAAABkiNwAAAAAAAAAZDymB6xxpgdc144RNjxt2AC/uCP5bMMdsWHDPKcA\n",
"fMWzYQ/XAgAA4H+z4J/e2bBh/j3mM/wu9fwJAAAAAAAAAMCbRG4AAAAAAAAAMkRuAAAAAAAAADJE\n",
"bgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAA\n",
"ADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAA\n",
"AAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRu\n",
"AAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAA\n",
"MkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAA\n",
"AAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4AAAAAAAAAMkRuAAAAAAAAADJEbgAAAAAAAAAyRG4A\n",
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"source": [
"df=6\n",
"display(heatmap(reshape(U[edofMat][:,df],nely,nelx)))\n",
"display(heatmap((reshape(de'[:,df],nelx,nely)')))"
]
},
{
"cell_type": "code",
"execution_count": 17,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"9600"
]
},
"execution_count": 17,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"K = sparse(vec(iK),vec(jK),vec(sK)); K = (K+K')/2\n",
"@timed U[freedofs] = K[freedofs,freedofs] \\ Array(F[freedofs])\n",
"# Objective function and sensitivity analysis\n",
"ce = reshape(sum((U[edofMat]*KE).*U[edofMat],dims=2),nely,nelx)\n",
"c = sum(sum((Emin.+xPhys.^penal*(Emax-Emin)).*ce))"
]
},
{
"cell_type": "markdown",
"metadata": {},
"source": [
"## Topology with new FEM"
]
},
{
"cell_type": "code",
"execution_count": 113,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"topologyOptimizationFEMCode (generic function with 2 methods)"
]
},
"execution_count": 113,
"metadata": {},
"output_type": "execute_result"
}
],
"source": [
"function topologyOptimizationFEMCode(MBB,nelx,nely,volfrac,rmin ,penal)\n",
" anim=Animation()\n",
" \n",
" display(\"Minimum compliance problem with OC\")\n",
" display(\"ndes: $nelx x $nely\")\n",
" display(\"volfrac: $volfrac rmin: $rmin penal: $penal\")\n",
" # Max and min stiffness\n",
" Emin=1e-9\n",
" Emax=1.0\n",
" # dofs:\n",
" ndof = 2*(nelx+1)*(nely+1)\n",
" # Allocate design variables (as array), initialize and allocate sens.\n",
" x=volfrac * ones(Float64,nelx,nely)\n",
" xold=copy(x)\n",
" xPhys=copy(x)\n",
" g=0 # must be initialized to use the NGuyen/Paulino OC approach\n",
" dc=zeros(Float64,(nelx,nely))\n",
" \n",
" \n",
" problem=MBB(nelx,nely)\n",
" E,f,g,idb,ien,iplane,ndf,nel,nen,nnp,nsd,snu,t,xn,Ke=problem;\n",
" ρ=ones(nel).*volfrac;\n",
" \n",
" \n",
" # FE: Build the index vectors for the for coo matrix format.\n",
"# KE=lk()\n",
"# nodenrs = reshape(1:(1+nelx)*(1+nely),1+nely,1+nelx)\n",
"# edofVec = reshape(2*nodenrs[1:end-1,1:end-1].+1,nelx*nely,1)\n",
"# edofMat = repeat(edofVec,1,8).+repeat([0 1 2*nely.+[2 3 0 1] -2 -1],nelx*nely,1)\n",
"# iK = convert(Array{Int},reshape(kron(edofMat,ones(8,1))',64*nelx*nely,1))\n",
"# jK = convert(Array{Int},reshape(kron(edofMat,ones(1,8))',64*nelx*nely,1))\n",
"# # DEFINE LOADS AND SUPPORTS (HALF MBB-BEAM)\n",
"# F = sparse([2],[1],[-1.0],2*(nely+1)*(nelx+1),1)\n",
"# U = zeros(2*(nely+1)*(nelx+1),1)\n",
"# fixeddofs = union(1:2:2*(nely+1),2*(nelx+1)*(nely+1))\n",
"# alldofs = 1:(2*(nely+1)*(nelx+1))\n",
"# freedofs = setdiff(alldofs,fixeddofs)\n",
" \n",
" \n",
" # Prepare filter\n",
" iH = ones(convert(Int,nelx*nely*(2*(ceil(rmin)-1)+1)^2),1)\n",
" jH = ones(Int,size(iH))\n",
" sH = zeros(size(iH))\n",
" k = 0;\n",
" for i1 = 1:nely\n",
" for j1 = 1:nelx\n",
" e1 = (i1-1)*nelx+j1\n",
" for i2 = max(i1-(ceil(rmin)-1),1):min(i1+(ceil(rmin)-1),nely)\n",
" for j2 = max(j1-(ceil(rmin)-1),1):min(j1+(ceil(rmin)-1),nelx)\n",
" e2 = (i2-1)*nelx+j2\n",
" k = k+1\n",
" iH[k] = e1\n",
" jH[k] = e2\n",
" sH[k] = max(0,rmin-sqrt((i1-i2)^2+(j1-j2)^2))\n",
" end\n",
" end\n",
" end\n",
" end\n",
" H = sparse(vec(iH),vec(jH),vec(sH))\n",
" Hs = sum(H,dims=2)\n",
" ###################################################\n",
" loop = 0\n",
" change = 1\n",
" maxIter=1000\n",
" # Start iteration\n",
" for i =1:maxIter\n",
" if (change > 0.01)\n",
" # Start iteration\n",
" loop += 1\n",
" # FE-ANALYSIS\n",
"# sK = reshape(KE[:]*(Emin.+xPhys[:]'.^penal*(Emax-Emin)),64*nelx*nely,1)\n",
"# K = sparse(vec(iK),vec(jK),vec(sK)); K = (K+K')/2\n",
"# @timed U[freedofs] = K[freedofs,freedofs] \\ Array(F[freedofs])\n",
" # Objective function and sensitivity analysis\n",
"# ce = reshape(sum((U[edofMat]*KE).*U[edofMat],dims=2),nely,nelx)\n",
"# c = sum(sum((Emin.+xPhys.^penal*(Emax-Emin)).*ce))\n",
" \n",
" \n",
" K,F,d,de,Fe=FEM(problem,(Emin.+xPhys[:]'.^penal*(Emax-Emin)));\n",
" \n",
" # Objective function and sensitivity analysis\n",
" ce = reshape(sum((de'*Ke[:,:,1]).*de',dims=2),nelx,nely)\n",
" c = sum(sum((Emin.+xPhys.^penal*(Emax-Emin)).*ce))\n",
"\n",
" \n",
" \n",
" dc = -penal*(Emax-Emin)*xPhys.^(penal-1).*ce\n",
" dv = ones(nelx,nely)\n",
" dc[:] = H*(dc[:]./Hs)\n",
" dv[:] = H*(dv[:]./Hs)\n",
" # OPTIMALITY CRITERIA UPDATE OF DESIGN VARIABLES AND PHYSICAL DENSITIES\n",
" l1 = 0; l2 = 1e9; xnew = 0\n",
" move = 0.2\n",
" while (l2-l1)/(l1+l2) > 1e-3\n",
" lmid = 0.5*(l2+l1)\n",
" xnew = max.(0,max.(x.-move,min.(1,min.(x.+move,x.*sqrt.((0.0.-dc)./dv./lmid)))))\n",
" xPhys[:] = (H*xnew[:])./Hs\n",
" xPhys[:] = (xnew[:])\n",
" if sum(xPhys[:]) > volfrac*nelx*nely\n",
" l1 = lmid\n",
" else\n",
" l2 = lmid\n",
" end\n",
" end\n",
" change = maximum(abs.(xnew[:].-x[:]))\n",
" x = xnew\n",
" m=mean(xPhys[:])\n",
" display(\" It:$loop Obj:$c Vol:$m ch:$change \")\n",
" if loop<20||mod(loop,10)==0\n",
" xxx=1 .- clamp.(xPhys,0,1)\n",
" display(heatmap(xxx',xaxis=nothing,yaxis=nothing,legend=nothing,fc=:grays,clims=(0.0, 1.0),aspect_ratio=:equal))\n",
" heatmap(xxx',xaxis=nothing,yaxis=nothing,legend=nothing,fc=:grays,clims=(0.0, 1.0),aspect_ratio=:equal)\n",
" frame(anim)\n",
" end\n",
"\n",
" xPhys = copy(x)\n",
" end\n",
" end\n",
" return xPhys,anim\n",
"end"
]
},
{
"cell_type": "code",
"execution_count": 114,
"metadata": {},
"outputs": [
{
"data": {
"text/plain": [
"\"Minimum compliance problem with OC\""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"\"ndes: 60 x 20\""
]
},
"metadata": {},
"output_type": "display_data"
},
{
"data": {
"text/plain": [
"\"volfrac: 0.4 rmin: 5.4 penal: 3.0\""
]
},
"metadata": {},
"output_type": "display_data"
},
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"data": {
"text/plain": [
"\" It:1 Obj:19.668400255357035 Vol:0.39984401223926097 ch:0.20000000000000007 \""
]
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