FUNCTOR(2RHEOLEF) - Linux man page online | System calls

A function wrapper suitable for field expressions.

functor(2rheolef) rheolef-6.7 functor(2rheolef)


functor - a function wrapper suitable for field expressions


A functor is a class-function, i.e. a class that defines the operator(): it can be used in place of an usual function. Moreover, functors can be used in Rheolef field expressions, mixed with fields (see field(2)). For instance, assuming that uh is a field and u_ex is a functor: Float err_l1 = integrate (omega, abs(uh - uh_ex), qopt); where omega denotes a mesh (see geo(2)) and qopt a quadrature formula (see quadra‐ ture_option_type(2)). See also the integrate(4) function. An usual function u_ex_f can‐ not always be mixed so nicely in expressions, due to c++ language rules. For instance, the following exprtession is valid: Float err_l1 = integrate (omega, abs(uh - u_ex_f), qopt); In some case, the compiler cannot build a field expression using usual functionsn e.g. Float I = integrate (omega, 0.5*u_ex_f), qopt); because 0.5*u_ex_f is a direct algebraic operation between usual functions and flmoating points, that is not defined in the c++ language. A way to circumvent this difficulty is to convert the usual function into a functor, as in: Float I = integrate (omega, 0.5*functor(u_ex_f)), qopt);


template<class R, class... Args> std::function<R(Args...)> functor (R(*f)(Args...)) { return std::function<R(Args...)>(f); }


field(2), geo(2), quadrature_option_type(2), integrate(4)
rheolef-6.7 rheolef-6.7 functor(2rheolef)
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functor(2rheolef) referred by
refer to field(2rheolef) | geo(2rheolef) | integrate(4rheolef) | quadrature_option_type(2rheolef)
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