BELFEM
0.9.0
Berkeley Lab Finite Element Framework
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fn_ddpolyval.hpp
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/*
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* BELFEM -- The Berkeley Lab Finite Element Framework
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* Copyright (c) 2026, The Regents of the University of California,
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* through Lawrence Berkeley National Laboratory (subject to receipt of any required
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* approvals from the U.S. Dept. of Energy). All rights reserved.
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*
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* Developers: Christian Messe, Gregory Giard
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*
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* See the top-level LICENSE file for the complete license and disclaimer.
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*/
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#ifndef BELFEM_FN_DDPOLYVAL_HPP
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#define BELFEM_FN_DDPOLYVAL_HPP
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#include "
typedefs.hpp
"
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#include "
cl_Vector.hpp
"
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namespace
belfem
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{
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template
<
typename
T >
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T
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ddpolyval
(
const
Vector< T >
& aCoeffs,
const
T aX )
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{
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const
index_t
tN = aCoeffs.
length
() - 1;
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if
( tN < 2 )
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{
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return
( T ) 0;
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}
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T tPow = ( T ) tN;
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T aResult = tPow * ( tPow - ( T ) 1 ) * aCoeffs( 0 );
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for
(
index_t
k=1; k < tN - 1; ++k )
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{
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aResult *= aX;
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tPow -= ( T ) 1;
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aResult += tPow * ( tPow - ( T ) 1 ) * aCoeffs( k );
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}
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return
aResult;
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}
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}
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#endif
//BELFEM_FN_DDPOLYVAL_HPP
cl_Vector.hpp
belfem::Vector
Column vector.
Definition
cl_BZ_Vector.hpp:41
belfem::Vector::length
size_t length() const
get the length of the vector
Definition
cl_AR_Vector.hpp:257
belfem::ddpolyval
T ddpolyval(const Vector< T > &aCoeffs, const T aX)
Evaluates the second derivative of a polynomial at one point.
Definition
fn_ddpolyval.hpp:46
belfem
USER GUIDES:
Definition
cl_Capacitor.cpp:16
belfem::MaterialDependency::T
@ T
Definition
cl_Material.hpp:122
belfem::index_t
uint32_t index_t
Definition
typedefs.hpp:52
typedefs.hpp
src
linalg
fn_ddpolyval.hpp
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