The heat will be necessary to:
1 – increase ice temperature from -22 to 0°C: "Q_1=c_1 m\u0394t_1"
2 – melt the ice: "Q_2=m\u03bb"
3 – heat up the obtained water from 0 to 100°C: "Q_3=c_2 m\u0394t_2"
4 – evaporate water: "Q_4=mr"
5 – increase steam temperature from 100 to 115°C: "Q_5=c_3 m\u0394t_3"
The total heat is the sum of all Qs:
In this equation:
"c_1=4200 \\text{ J\/kg\/K}\\\\\nc_2=2108\\text{ J\/kg\/K}\\\\\nc_3=1900\\text{ J\/kg\/K}\\\\\n\\lambda=330,000\\text{ J\/kg}\\\\\nr=2,300,000\\text{ J\/kg}."
With these numbers the total heat will be about 172 MJ.
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