I have created a class for temperature conversions and I've decided to create a conversion table with a structure like this:
temperature | conversion formula
For this reason, I've created a std::map
that has the key as temperature index and then the formula. Here you can see the implementation:
enum class TempType {Celsius, Fahrenheit, Kelvin, Rankine, Delisle, Newton, Reaumur, Romer};
class Temperature {
private:
double value; //value of the temperature
TempType kind; //Celsius, Fahrenheit...
//conversion tables
std::map<TempType, std::function<double(double)>> fromCelsius = {
{ TempType::Fahrenheit, [](double x) { return x * (9/5) + 32; } },
{ TempType::Kelvin, [](double x) { return x + 273.15; } },
{ TempType::Rankine, [](double x) { return (x + 273.15) * (9/5); } },
{ TempType::Delisle, [](double x) { return (100 - x) * (3/2); } },
{ TempType::Reaumur, [](double x) { return x * (33/100); } },
{ TempType::Newton, [](double x) { return x * (4/5); } },
{ TempType::Romer, [](double x) { return x * (21/40) + 7.5; } }
};
std::map<TempType, std::function<double(double)>> fromFahrenheit = {
{ TempType::Celsius, [](double x) { return (x - 32) * (5/9); } },
{ TempType::Kelvin, [](double x) { return (x + 459.67) * (5/9); } },
{ TempType::Rankine, [](double x) { return x + 459.67; } },
{ TempType::Delisle, [](double x) { return (212 - x) * (5/6); } },
{ TempType::Newton, [](double x) { return (x - 32) * (11/60); } },
{ TempType::Reaumur, [](double x) { return (x - 32) * (4/9); } },
{ TempType::Romer, [](double x) { return (x - 32) * (7/24) + 7.5; } }
};
std::map<TempType, std::function<double(double)>> fromKelvin = {
{ TempType::Celsius, [](double x) { return x - 273.15; } },
{ TempType::Fahrenheit, [](double x) { return x * (9/5) - 459.67; } },
{ TempType::Rankine, [](double x) { return x * (9/5); } },
{ TempType::Delisle, [](double x) { return (373.15 - x) * (3/2); } },
{ TempType::Newton, [](double x) { return (x - 273.15) * (33/100); } },
{ TempType::Reaumur, [](double x) { return (x - 273.15) * (4/5); } },
{ TempType::Romer, [](double x) { return (x - 273.15) * (21/40) + 7.5; } }
};
std::map<TempType, std::function<double(double)>> fromRankine = {
{ TempType::Celsius, [](double x) { return (x - 491.67) * (5/9); } },
{ TempType::Fahrenheit, [](double x) { return x - 459.67; } },
{ TempType::Kelvin, [](double x) { return x * (5/9); } },
{ TempType::Delisle, [](double x) { return (671.67 - x) * (5/6); } },
{ TempType::Newton, [](double x) { return (x - 491.67) * (11/60); } },
{ TempType::Reaumur, [](double x) { return (x - 491.67) * (4/9); } },
{ TempType::Romer, [](double x) { return (x - 491.67) * (7/24) + 7.5; } }
};
std::map<TempType, std::function<double(double)>> fromDelisle = {
{ TempType::Celsius, [](double x) { return 100 - x * (5/9); } },
{ TempType::Fahrenheit, [](double x) { return 212 - x * (6/5); } },
{ TempType::Kelvin, [](double x) { return 373.15 - x * (2/3); } },
{ TempType::Rankine, [](double x) { return 671.67 - x * (6/5); } },
{ TempType::Newton, [](double x) { return 33 - x * (11/50); } },
{ TempType::Reaumur, [](double x) { return 80 - x * (8/15); } },
{ TempType::Romer, [](double x) { return 60 - x * (7/20); } }
};
std::map<TempType, std::function<double(double)>> fromNewton = {
{ TempType::Celsius, [](double x) { return x * (100/33); } },
{ TempType::Fahrenheit, [](double x) { return x * (60/11) + 32; } },
{ TempType::Kelvin, [](double x) { return x * (100/33) + 273.15; } },
{ TempType::Rankine, [](double x) { return x * (60/11) + 491.67; } },
{ TempType::Delisle, [](double x) { return (33 - x) * (50/11); } },
{ TempType::Reaumur, [](double x) { return x * (80/33); } },
{ TempType::Romer, [](double x) { return x * (35/22) + 7.5; } }
};
std::map<TempType, std::function<double(double)>> fromReamur = {
{ TempType::Celsius, [](double x) { return x * (5/4); } },
{ TempType::Fahrenheit, [](double x) { return x * (9/4) + 32; } },
{ TempType::Kelvin, [](double x) { return x * (5/4) + 273.15; } },
{ TempType::Rankine, [](double x) { return x * (9/4) + 491.67; } },
{ TempType::Delisle, [](double x) { return (80 - x) * (15/8); } },
{ TempType::Newton, [](double x) { return x * (33/80); } },
{ TempType::Romer, [](double x) { return x * (21/32) + 7.5; } }
};
std::map<TempType, std::function<double(double)>> fromRomer = {
{ TempType::Celsius, [](double x) { return (x - 7.5) * (40/21); } },
{ TempType::Fahrenheit, [](double x) { return (x - 7.5) * (24/7) + 32; } },
{ TempType::Kelvin, [](double x) { return (x - 7.5) * (40/21) + 273.15; } },
{ TempType::Rankine, [](double x) { return (x - 7.5) * (24/7) + 491.67; } },
{ TempType::Delisle, [](double x) { return (60 - x) * (20/7); } },
{ TempType::Newton, [](double x) { return (x - 7.5) * (22/35); } },
{ TempType::Reaumur, [](double x) { return (x - 7.5) * (32/21); } }
};
public:
}
#endif // TEMPERATURE_H
Now, if I want to convert from a temperature object to another, I use this code:
Temperature x(20, TempType::Celsius); //20 °C
double s = x.convertTo(TempType::Fahrenheit); //convert 20 °c to 68 °F
The conversion code is this:
double Temperature::convertTo(const TempType& temperature) const {
if (temperature == kind) {
return value;
}
double result = -1;
switch (temperature) {
case TempType::Celsius:
result = fromCelsius.at(kind)(value);
break;
case TempType::Fahrenheit:
result = fromFahrenheit.at(kind)(value);
break;
case TempType::Kelvin:
result = fromKelvin.at(kind)(value);
break;
case TempType::Rankine:
result = fromRankine.at(kind)(value);
break;
case TempType::Delisle:
result = fromDelisle.at(kind)(value);
break;
case TempType::Newton:
result = fromNewton.at(kind)(value);
break;
case TempType::Reaumur:
result = fromReamur.at(kind)(value);
break;
case TempType::Romer:
result = fromRomer.at(kind)(value);
break;
default:
break;
}
return result;
}
I use the key of the map (a TempType
) and then I pass to the lambda the parameter. The result returned is always 0. Any idea?
I am using QTCreator and mingw.
In C++ 4/5
, 21/40
, 5/6
and the like are all zero because the division is performed in integer arithmetic.
You need to write 4./5
instead.
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