diff --git a/notebooks/2015-09-10-surface-normals.ipynb b/notebooks/2015-09-10-surface-normals.ipynb index b37e99c..ba6029e 100644 --- a/notebooks/2015-09-10-surface-normals.ipynb +++ b/notebooks/2015-09-10-surface-normals.ipynb @@ -134,7 +134,7 @@ 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" ], "text/plain": [ - "PyPlot.Figure(PyObject )" + "PyPlot.Figure(PyObject )" ] }, "metadata": {}, @@ -144,7 +144,7 @@ "data": { "text/plain": [ "1-element Array{Any,1}:\n", - " PyObject " + " PyObject " ] }, "execution_count": 5, @@ -264,7 +264,7 @@ 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" ], "text/plain": [ - "PyPlot.Figure(PyObject )" + "PyPlot.Figure(PyObject )" ] }, "metadata": {}, @@ -274,7 +274,7 @@ "data": { "text/plain": [ "1-element Array{Any,1}:\n", - " PyObject " + " PyObject " ] }, "execution_count": 8, @@ -442,7 +442,7 @@ 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" ], "text/plain": [ - "PyPlot.Figure(PyObject )" + "PyPlot.Figure(PyObject )" ] }, "metadata": {}, @@ -452,7 +452,7 @@ "data": { "text/plain": [ "1-element Array{Any,1}:\n", - " PyObject " + " PyObject " ] }, "execution_count": 12, @@ -511,7 +511,7 @@ "using JuliaFEM: get_dbasisdxi\n", "\n", "\"\"\"\n", - "Fit field s.t. || ∫ d/dξ(∑ᵢNᵢ(ξ)αᵢ - f(el, ξ)) dS || -> min!\n", + "Fit field s.t. || ∫ ∂/∂ξ(∑Nᵢ(ξ)αᵢ)f(el, ξ) dS || -> min!\n", "\"\"\"\n", "function fit_derivative_field!(el::Element, field, f, fixed_coeffs=Int[])\n", " w = [\n", @@ -535,12 +535,12 @@ " b = zeros(n, nfld)\n", " for i=1:length(w)\n", " detJ = get_detJ(el, xi[i])\n", - " dN = get_dbasisdxi(el, xi[i])\n", - " N = get_basis(el, xi[i])\n", - " M += w[i]*dN*dN'*detJ\n", + " dNdxi = get_dbasisdxi(el, xi[i])\n", + " dNdX = dNdxi / detJ\n", + " M += w[i]*dNdX*dNdX'*detJ\n", " fi = f(el, xi[i])\n", " for j=1:nfld\n", - " b[:, j] += w[i]*dN*fi[j]*detJ\n", + " b[:, j] += w[i]*dNdX*fi[j]*detJ\n", " end\n", " end\n", "\n", @@ -550,7 +550,7 @@ " coeffs[k] = fld[k][j]\n", " end\n", " if length(fixed_coeffs) != 0\n", - " println(\"constrained problem, some coefficients are fixed\")\n", + " #Logging.info(\"constrained problem, some coefficients are fixed\")\n", " N = Int[] # rest of coeffs\n", " S = Int[] # fixed coeffs\n", " for i = 1:n\n", @@ -581,26 +581,22 @@ "metadata": { "collapsed": false }, - "outputs": [ - { - "name": "stdout", - "output_type": "stream", - "text": [ - "constrained problem, some coefficients are fixed\n", - "constrained problem, some coefficients are fixed\n" - ] - } - ], + "outputs": [], "source": [ "\"\"\"\n", - "Return tangent vector of elmeent in point ξ.\n", + "Return tangent vector in point ξ for element el.\n", "\"\"\"\n", "function tangent(el, xi)\n", " normal = JuliaFEM.interpolate(el, :normals, xi)\n", - " [0 -1; 1 0]'*normal*5\n", + " [0 -1; 1 0]'*normal\n", "end\n", "\n", - "fit_derivative_field!(elements[1], :geometry, tangent, Int[1, 2])" + "for i=1:5\n", + " for el in elements\n", + " fit_field!(el, :normals, f)\n", + " fit_derivative_field!(el, :geometry, tangent, Int[1, 2])\n", + " end\n", + "end" ] }, { @@ -613,10 +609,10 @@ { "data": { "image/png": [ - 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" 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" ], "text/plain": [ - "PyPlot.Figure(PyObject )" + "PyPlot.Figure(PyObject )" ] }, "metadata": {}, @@ -626,7 +622,7 @@ "data": { "text/plain": [ "1-element Array{Any,1}:\n", - " PyObject " + " PyObject " ] }, "execution_count": 16, @@ -637,6 +633,13 @@ "source": [ "plot_stuff(elements)" ] + }, + { + "cell_type": "markdown", + "metadata": {}, + "source": [ + "Remark: we didn't use accurate geometry information in any phase to fix geometry." + ] } ], "metadata": {