514 lines
18 KiB
C++
514 lines
18 KiB
C++
/*
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* This program source code file
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* is part of KiCad, a free EDA CAD application.
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*
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* Copyright (C) 2020 <janvi@veith.net>
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* Copyright (C) 2021 KiCad Developers, see AUTHORS.txt for contributors.
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*
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* This program is free software: you can redistribute it and/or modify it
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* under the terms of the GNU General Public License as published by the
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* Free Software Foundation, either version 3 of the License, or (at your
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* option) any later version.
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*
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* This program is distributed in the hope that it will be useful, but
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* WITHOUT ANY WARRANTY; without even the implied warranty of
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* MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU
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* General Public License for more details.
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*
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* You should have received a copy of the GNU General Public License along
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* with this program. If not, see <http://www.gnu.org/licenses/>.
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*/
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#include <array>
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#include <algorithm>
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#include <calculator_panels/panel_eserie.h>
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#include <wx/msgdlg.h>
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/* If BENCHMARK is defined, any 4R E12 calculations will print its execution time to console
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* My Hasswell Enthusiast reports 225 mSec what are reproducible within plusminus 2 percent
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*/
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//#define BENCHMARK
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#ifdef BENCHMARK
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#include <profile.h>
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#endif
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#include "eserie.h"
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extern double DoubleFromString( const wxString& TextValue );
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E_SERIE r;
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// Return a string from aValue (aValue is expected in ohms)
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// If aValue < 1000 the returned string is aValue with unit = R
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// If aValue >= 1000 the returned string is aValue/1000 with unit = K
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// with notation similar to 2K2
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// If aValue >= 1e6 the returned string is aValue/1e6 with unit = M
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// with notation = 1M
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static std::string strValue( double aValue )
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{
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std::string result;
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if( aValue < 1000.0 )
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{
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result = std::to_string( static_cast<int>( aValue ) );
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result += 'R';
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}
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else
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{
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double div = 1e3;
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int unit = 'K';
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if( aValue >= 1e6 )
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{
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div = 1e6;
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unit = 'M';
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}
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aValue /= div;
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int integer = static_cast<int>( aValue );
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result = std::to_string(integer);
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result += unit;
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// Add mantissa: 1 digit, suitable for series up to E24
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double mantissa = aValue - integer;
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if( mantissa > 0 )
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result += std::to_string( static_cast<int>( (mantissa*10)+0.5 ) );
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}
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return result;
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}
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E_SERIE::E_SERIE()
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{
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// Build the list of available resistor values in each En serie
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double listValuesE1[] = { E1_VALUES };
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double listValuesE3[] = { E3_VALUES };
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double listValuesE6[] = { E6_VALUES };
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double listValuesE12[] = { E12_VALUES };
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double listValuesE24[] = { E24_VALUES };
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// buildSerieData must be called in the order of En series, because
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// the list of series is expected indexed by En for the serie En
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buildSerieData( E1, listValuesE1 );
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buildSerieData( E3, listValuesE3 );
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buildSerieData( E6, listValuesE6 );
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buildSerieData( E12, listValuesE12 );
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int count = buildSerieData( E24, listValuesE24 );
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// Reserve a buffer for intermediate calculations:
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// the buffer size is 2*count*count to store all combinaisons of 2 values
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// there are 2*count*count = 29282 combinations for E24
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int bufsize = 2*count*count;
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m_cmb_lut.reserve( bufsize );
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// Store predefined R_DATA items.
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for( int ii = 0; ii < bufsize; ii++ )
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m_cmb_lut.emplace_back( "", 0.0 );
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}
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int E_SERIE::buildSerieData( int aEserie, double aList[] )
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{
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double curr_coeff = FIRST_VALUE;
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int count = 0;
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std::vector<R_DATA> curr_list;
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for( ; ; )
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{
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double curr_r = curr_coeff;
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for( int ii = 0; ; ii++ )
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{
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if( aList[ii] == 0.0 ) // End of list
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break;
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double curr_r = curr_coeff * aList[ii];
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curr_list.emplace_back( strValue( curr_r ), curr_r );
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count++;
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if( curr_r >= LAST_VALUE )
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break;
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}
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if( curr_r >= LAST_VALUE )
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break;
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curr_coeff *= 10;
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}
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m_luts.push_back( std::move( curr_list ) );
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return count;
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}
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void E_SERIE::Exclude( double aValue )
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{
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if( aValue ) // if there is a value to exclude other than a wire jumper
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{
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for( R_DATA& i : m_luts[m_series] ) // then search it in the selected E-Serie lookup table
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{
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if( i.e_value == aValue ) // if the value to exclude is found
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i.e_use = false; // disable its use
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}
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}
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}
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void E_SERIE::simple_solution( uint32_t aSize )
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{
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uint32_t i;
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m_results.at( S2R ).e_value = std::numeric_limits<double>::max(); // assume no 2R solution or max deviation
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for( i = 0; i < aSize; i++ )
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{
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if( abs( m_cmb_lut.at( i ).e_value - m_required_value ) < abs( m_results.at( S2R ).e_value ) )
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{
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m_results.at( S2R ).e_value = m_cmb_lut.at( i ).e_value - m_required_value; // save signed deviation in Ohms
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m_results.at( S2R ).e_name = m_cmb_lut.at( i ).e_name; // save combination text
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m_results.at( S2R ).e_use = true; // this is a possible solution
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}
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}
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}
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void E_SERIE::combine4( uint32_t aSize )
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{
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uint32_t i,j;
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double tmp;
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std::string s;
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m_results.at( S4R ).e_use = false; // disable 4R solution, until
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m_results.at( S4R ).e_value = m_results.at( S3R ).e_value; // 4R becomes better than 3R solution
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#ifdef BENCHMARK
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PROF_COUNTER timer; // start timer to count execution time
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#endif
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for( i = 0; i < aSize; i++ ) // 4R search outer loop
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{ // scan valid intermediate 2R solutions
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for( j = 0; j < aSize; j++ ) // inner loop combines all with itself
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{
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tmp = m_cmb_lut.at( i ).e_value + m_cmb_lut.at( j ).e_value; // calculate 2R+2R serial
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tmp -= m_required_value; // calculate 4R deviation
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if( abs( tmp ) < abs( m_results.at(S4R).e_value ) ) // if new 4R is better
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{
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m_results.at( S4R ).e_value = tmp; // save amount of benefit
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std::string s = "( ";
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s.append( m_cmb_lut.at( i ).e_name ); // mention 1st 2 component
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s.append( " ) + ( " ); // in series
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s.append( m_cmb_lut.at( j ).e_name ); // with 2nd 2 components
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s.append( " )" );
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m_results.at( S4R ).e_name = s; // save the result and
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m_results.at( S4R ).e_use = true; // enable for later use
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}
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tmp = ( m_cmb_lut[i].e_value * m_cmb_lut.at( j ).e_value ) /
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( m_cmb_lut[i].e_value + m_cmb_lut.at( j ).e_value ); // calculate 2R|2R parallel
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tmp -= m_required_value; // calculate 4R deviation
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if( abs( tmp ) < abs( m_results.at( S4R ).e_value ) ) // if new 4R is better
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{
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m_results.at( S4R ).e_value = tmp; // save amount of benefit
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std::string s = "( ";
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s.append( m_cmb_lut.at( i ).e_name ); // mention 1st 2 component
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s.append( " ) | ( " ); // in parallel
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s.append( m_cmb_lut.at( j ).e_name ); // with 2nd 2 components
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s.append( " )" );
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m_results.at( S4R ).e_name = s; // save the result
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m_results.at( S4R ).e_use = true; // enable later use
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}
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}
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}
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#ifdef BENCHMARK
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printf( "Calculation time = %d mS", timer.msecs() );
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fflush( 0 );
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#endif
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}
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void E_SERIE::NewCalc()
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{
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for( R_DATA& i : m_cmb_lut )
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i.e_use = false; // before any calculation is done, assume that
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for( R_DATA& i : m_results )
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i.e_use = false; // no combinations and no results are available
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for( R_DATA& i : m_luts[m_series])
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i.e_use = true; // all selected E-values available
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}
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uint32_t E_SERIE::combine2()
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{
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uint32_t combi2R = 0; // target index counts calculated 2R combinations
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std::string s;
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for( const R_DATA& i : m_luts[m_series] ) // outer loop to sweep selected source lookup table
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{
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if( i.e_use )
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{
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for( const R_DATA& j : m_luts[m_series] ) // inner loop to combine values with itself
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{
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if( j.e_use )
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{
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m_cmb_lut.at( combi2R ).e_use = true;
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m_cmb_lut.at( combi2R ).e_value = i.e_value + j.e_value; // calculate 2R serial
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s = i.e_name;
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s.append( " + " );
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m_cmb_lut.at( combi2R ).e_name = s.append( j.e_name);
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combi2R++; // next destination
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m_cmb_lut.at( combi2R ).e_use = true; // calculate 2R parallel
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m_cmb_lut.at( combi2R ).e_value = i.e_value * j.e_value / ( i.e_value + j.e_value );
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s = i.e_name;
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s.append( " | " );
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m_cmb_lut.at( combi2R ).e_name = s.append( j.e_name );
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combi2R++; // next destination
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}
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}
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}
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}
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return combi2R;
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}
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void E_SERIE::combine3( uint32_t aSize )
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{
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uint32_t j = 0;
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double tmp = 0; // avoid warning for being uninitialized
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std::string s;
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m_results.at( S3R ).e_use = false; // disable 3R solution, until
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m_results.at( S3R ).e_value = m_results.at( S2R ).e_value; // 3R becomes better than 2R solution
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for( const R_DATA& i : m_luts[m_series] ) // 3R Outer loop to selected primary E serie LUT
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{
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if( i.e_use ) // skip all excluded values
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{
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for( j = 0; j < aSize; j++ ) // inner loop combines with all 2R intermediate results
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{ // R+2R serial combi
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tmp = m_cmb_lut.at( j ).e_value + i.e_value;
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tmp -= m_required_value; // calculate deviation
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if( abs( tmp ) < abs( m_results.at( S3R ).e_value ) ) // compare if better
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{ // then take it
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s = i.e_name; // mention 3rd component
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s.append( " + ( " ); // in series
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s.append( m_cmb_lut.at( j ).e_name ); // with 2R combination
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s.append( " )" );
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m_results.at( S3R ).e_name = s; // save S3R result
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m_results.at( S3R ).e_value = tmp; // save amount of benefit
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m_results.at( S3R ).e_use = true; // enable later use
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}
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tmp = i.e_value * m_cmb_lut.at( j ).e_value /
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( i.e_value + m_cmb_lut.at( j ).e_value ); // calculate R + 2R parallel
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tmp -= m_required_value; // calculate deviation
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if( abs( tmp ) < abs( m_results.at( S3R ).e_value ) ) // compare if better
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{ // then take it
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s = i.e_name; // mention 3rd component
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s.append( " | ( " ); // in parallel
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s.append( m_cmb_lut.at( j ).e_name ); // with 2R combination
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s.append( " )" );
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m_results.at( S3R ).e_name = s;
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m_results.at( S3R ).e_value = tmp; // save amount of benefit
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m_results.at( S3R ).e_use = true; // enable later use
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}
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}
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}
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}
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// If there is a 3R result with remaining deviation consider to search a possibly better 4R solution
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// calculate 4R for small series always
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if(( m_results.at( S3R ).e_use == true ) && tmp )
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combine4( aSize );
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}
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void E_SERIE::Calculate()
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{
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uint32_t no_of_2Rcombi = 0;
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no_of_2Rcombi = combine2(); // combine all 2R combinations for selected E serie
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simple_solution( no_of_2Rcombi ); // search for simple 2 component solution
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if( m_results.at( S2R ).e_value ) // if simple 2R result is not exact
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combine3( no_of_2Rcombi ); // continiue searching for a possibly better solution
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strip3();
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strip4();
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}
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void E_SERIE::strip3()
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{
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std::string s;
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if( m_results.at( S3R ).e_use ) // if there is a 3 term result available
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{ // what is connected either by two "|" or by 3 plus
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s = m_results.at( S3R ).e_name;
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if( ( std::count( s.begin(), s.end(), '+' ) == 2 )
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|| ( std::count( s.begin(), s.end(), '|' ) == 2 ) )
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{ // then strip one pair of braces
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s.erase( s.find( "(" ), 1 ); // it is known sure, this is available
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s.erase( s.find( ")" ), 1 ); // in any unstripped 3R result term
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m_results.at( S3R ).e_name = s; // use stripped result
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}
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}
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}
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void E_SERIE::strip4()
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{
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std::string s;
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if( m_results.at( S4R ).e_use ) // if there is a 4 term result available
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{ // what are connected either by 3 "+" or by 3 "|"
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s = m_results.at( S4R ).e_name;
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if( ( std::count( s.begin(), s.end(), '+' ) == 3 )
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|| ( std::count( s.begin(), s.end(), '|' ) == 3 ) )
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{ // then strip two pair of braces
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s.erase( s.find( "(" ), 1 ); // it is known sure, they are available
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s.erase( s.find( ")" ), 1 ); // in any unstripped 4R result term
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s.erase( s.find( "(" ), 1 );
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s.erase( s.find( ")" ), 1 );
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m_results.at( S4R ).e_name = s; // use stripped result
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}
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}
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}
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void PANEL_E_SERIE::OnCalculateESeries( wxCommandEvent& event )
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{
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double reqr; // required resistor stored in local copy
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double error, err3 = 0;
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wxString es, fs; // error and formula strings
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wxBusyCursor dummy;
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reqr = ( 1000 * DoubleFromString( m_ResRequired->GetValue() ) );
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r.SetRequiredValue( reqr ); // keep a local copy of required resistor value
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r.NewCalc(); // assume all values available
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/*
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* Exclude itself. For the case, a value from the available series is found as required value,
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* the calculator assumes this value needs a replacement for the reason of being not available.
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* Two further exclude values can be entered to exclude and are skipped as not being available.
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* All values entered in KiloOhms are converted to Ohm for internal calculation
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*/
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r.Exclude( 1000 * DoubleFromString( m_ResRequired->GetValue()));
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r.Exclude( 1000 * DoubleFromString( m_ResExclude1->GetValue()));
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r.Exclude( 1000 * DoubleFromString( m_ResExclude2->GetValue()));
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try
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{
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r.Calculate();
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}
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catch (std::out_of_range const& exc)
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{
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wxString msg;
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msg << "Internal error: " << exc.what();
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wxMessageBox( msg );
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return;
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}
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fs = r.GetResults()[S2R].e_name; // show 2R solution formula string
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m_ESeries_Sol2R->SetValue( fs );
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error = reqr + r.GetResults()[S2R].e_value; // absolute value of solution
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error = ( reqr / error - 1 ) * 100; // error in percent
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if( error )
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{
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if( std::abs( error ) < 0.01 )
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es.Printf( "<%.2f", 0.01 );
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else
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es.Printf( "%+.2f",error);
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}
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else
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{
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es = _( "Exact" );
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}
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m_ESeriesError2R->SetValue( es ); // anyway show 2R error string
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if( r.GetResults()[S3R].e_use ) // if 3R solution available
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{
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err3 = reqr + r.GetResults()[S3R].e_value; // calculate the 3R
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err3 = ( reqr / err3 - 1 ) * 100; // error in percent
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if( err3 )
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{
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if( std::abs( err3 ) < 0.01 )
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es.Printf( "<%.2f", 0.01 );
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else
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es.Printf( "%+.2f",err3);
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}
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else
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{
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es = _( "Exact" );
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}
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m_ESeriesError3R->SetValue( es ); // show 3R error string
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fs = r.GetResults()[S3R].e_name;
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m_ESeries_Sol3R->SetValue( fs ); // show 3R formula string
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}
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else // nothing better than 2R found
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{
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fs = _( "Not worth using" );
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m_ESeries_Sol3R->SetValue( fs );
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m_ESeriesError3R->SetValue( wxEmptyString );
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}
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fs = wxEmptyString;
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if( r.GetResults()[S4R].e_use ) // show 4R solution if available
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{
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fs = r.GetResults()[S4R].e_name;
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error = reqr + r.GetResults()[S4R].e_value; // absolute value of solution
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error = ( reqr / error - 1 ) * 100; // error in percent
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if( error )
|
|
es.Printf( "%+.2f",error );
|
|
else
|
|
es = _( "Exact" );
|
|
|
|
m_ESeriesError4R->SetValue( es );
|
|
}
|
|
else // no 4R solution
|
|
{
|
|
fs = _( "Not worth using" );
|
|
es = wxEmptyString;
|
|
m_ESeriesError4R->SetValue( es );
|
|
}
|
|
|
|
m_ESeries_Sol4R->SetValue( fs );
|
|
}
|
|
|
|
|
|
void PANEL_E_SERIE::OnESeriesSelection( wxCommandEvent& event )
|
|
{
|
|
if( event.GetEventObject() == m_e1 )
|
|
r.SetSeries( E1 );
|
|
else if( event.GetEventObject() == m_e3 )
|
|
r.SetSeries( E3 );
|
|
else if( event.GetEventObject() == m_e12 )
|
|
r.SetSeries( E12 );
|
|
else if( event.GetEventObject() == m_e24 )
|
|
r.SetSeries( E24 );
|
|
else
|
|
r.SetSeries( E6 );
|
|
}
|