12-25-2016
OK, first establish the constants:
beer-bottle=10, hamburger=5, beer-glass=2, hot dog=x
So we have the integral from 0 to infinity of 10sin(x) / 2x dx. This (the so-called "Dirichlet-Integral") is an improper integral. As the integral from 0 to infinity of sin( \omega ) / \omega d\omega = \pi/2 we get 5 \pi / 2 or, after applying the linguistic uncertainty-relation ("pi" => "pie"):
two pies and a half.
bakunin
Last edited by bakunin; 12-25-2016 at 05:49 PM..
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curl(3rheolef) rheolef-6.1 curl(3rheolef)
NAME
curl -- curl operator
SYNOPSIS
form(const space V, const space& M, "curl");
DESCRIPTION
Assembly the form associated to the curl operator on finite element space. In three dimensions, both V and M are vector-valued:
/
|
b(u,q) = | curl(u).q dx
|
/ Omega
In two dimensions, only V is vector-valued. The V space may be a either P2 finite element space, while the M space may be P1d. See also
form(2) and space(2).
EXAMPLE
The following piece of code build the divergence form associated to the P2 approximation for a three dimensional geometry:
geo omega("cube");
space V(omega, "P2", "vector");
space M(omega, "P1d", "vector");
form b(V, M, "curl");
while this code becomes in two dimension:
geo omega("square");
space V(omega, "P2", "vector");
space M(omega, "P1d");
form b(V, M, "curl");
SEE ALSO
form(2), space(2)
rheolef-6.1 rheolef-6.1 curl(3rheolef)