85 |
|
|
86 |
test="error gradient in interior (degrees of freedom)" |
test="error gradient in interior (degrees of freedom)" |
87 |
|
|
88 |
x=n.getX()[0:2].interpolate(d) |
x=interpolate(n.getX()[0:2],d) |
89 |
g=grad(x**order+x[1]*[1,0]) |
g=grad(x**order+x[1]*[1,0]) |
90 |
ref=order*x[0]**(order-1)*m00+m01+order*x[1]**(order-1)*m11 |
ref=order*x[0]**(order-1)*m00+m01+order*x[1]**(order-1)*m11 |
91 |
error_norm=Lsup(ref-g)/Lsup(ref) |
error_norm=Lsup(ref-g)/Lsup(ref) |
103 |
|
|
104 |
test="error gradient in interior (reduced degrees of freedom)" |
test="error gradient in interior (reduced degrees of freedom)" |
105 |
|
|
106 |
x=n.getX()[0:2].interpolate(r) |
x=interpolate(n.getX()[0:2],r) |
107 |
g=grad(x+x[1]*[1,0]) |
g=grad(x+x[1]*[1,0]) |
108 |
ref=Scalar(1,what=r)*m00+m01+Scalar(1,what=r)*m11 |
ref=Scalar(1,what=r)*m00+m01+Scalar(1,what=r)*m11 |
109 |
error_norm=Lsup(ref-g)/Lsup(ref) |
error_norm=Lsup(ref-g)/Lsup(ref) |
159 |
|
|
160 |
test="error gradient on boundary (degrees of freedom)" |
test="error gradient on boundary (degrees of freedom)" |
161 |
|
|
162 |
x=n.getX()[0:2].interpolate(d) |
x=interpolate(n.getX()[0:2],d) |
163 |
g=grad(x**order+x[1]*[1,0],where=f) |
g=grad(x**order+x[1]*[1,0],where=f) |
164 |
x=f.getX()[0:2] |
x=f.getX()[0:2] |
165 |
ref=order*x[0]**(order-1)*m00+m01+order*x[1]**(order-1)*m11 |
ref=order*x[0]**(order-1)*m00+m01+order*x[1]**(order-1)*m11 |
178 |
|
|
179 |
test="error gradient on boundary (reduced degrees of freedom)" |
test="error gradient on boundary (reduced degrees of freedom)" |
180 |
|
|
181 |
x=n.getX()[0:2].interpolate(r) |
x=interpolate(n.getX()[0:2],r) |
182 |
g=grad(x+x[1]*[1,0],where=f) |
g=grad(x+x[1]*[1,0],where=f) |
183 |
ref=Scalar(1,what=r)*m00+m01+Scalar(1,what=r)*m11 |
ref=Scalar(1,what=r)*m00+m01+Scalar(1,what=r)*m11 |
184 |
error_norm=Lsup(ref-g)/Lsup(ref) |
error_norm=Lsup(ref-g)/Lsup(ref) |