“…When the temperature rise of a material involves a phase change, the equivalent specific heat capacity method is used to deal with the problem. The equivalent specific heat capacity can be expressed as 19 cp,eff=cp+LmD+LvD,where Lm and Lv are the latent heats of melting and vaporization, respectively, and D represents the pulse function located at the melting and boiling points, which can be expressed as 19 D=exp[−(T−Tm,v)2/(ΔTm,v)2]πΔTm,v,where Tm,v represents the melting and boiling points and ΔTm,v is the pulse width, set to 10 K.…”