Class EvolutionOfTemperature

  • All Implemented Interfaces:
    TriFunction<Integer,​Temperature2DScalar,​Double,​Temperature2DScalar>

    public class EvolutionOfTemperature
    extends Object
    implements TriFunction<Integer,​Temperature2DScalar,​Double,​Temperature2DScalar>
    The evolution of the temperature \( \mathrm{d}T(t) = \left( \Gamma_{T} T(t) + \xi \cdot F(t) \right) \mathrm{d}t \). The unit of \( T \) is K (Kelvin). This is a function of timeIndex, previous temperature and forcing. The evolution is modelled as \( \mathrm{d}T(t) = \left( \Gamma_{T} T(t) + \xi \cdot F(t) \right) \mathrm{d}t \). With the given TimeDiscretization it is approximated via an Euler-step \( T(t_{i+1}) = \Phi T(t_{i}) + (forcingToTemp \cdot (forcing, 0) \cdot \Delta t_{i} \) where \( \Phi = (1 + \Gamma_{T} \Delta t_{i}) \).
    Author:
    Christian Fries