How to Calculate COP of Bell-Coleman Cycle for given temperatures, polytropic index(n) and adiabatic index(γ)?
COP of Bell-Coleman Cycle for given temperatures, polytropic index(n) and adiabatic index(γ) calculator uses theoretical_coefficient_of_performance = (Temperature at the start of Isentropic Compression-Temperature at the end of Isentropic Expansion)/((Polytropic index/(Polytropic index-1))*((Heat Capacity Ratio-1)/Heat Capacity Ratio)*((Ideal temp at end of isentropic compression-Ideal temp at the end of isobaric cooling)-(Temperature at the start of Isentropic Compression-Temperature at the end of Isentropic Expansion))) to calculate the Theoretical Coefficient of Performance, COP of Bell-Coleman Cycle for given temperatures, polytropic index(n) and adiabatic index(γ)= (t1-t4) / ((Polytropic Index / (Polytropic Index-1)) * ((Adiabatic_Index-1)/Adiabatic_index) * ((t2-t3)-(t1-t4))). Theoretical Coefficient of Performance and is denoted by COP_{theoretical} symbol.
How to calculate COP of Bell-Coleman Cycle for given temperatures, polytropic index(n) and adiabatic index(γ) using this online calculator? To use this online calculator for COP of Bell-Coleman Cycle for given temperatures, polytropic index(n) and adiabatic index(γ), enter Temperature at the start of Isentropic Compression (T_{1}), Temperature at the end of Isentropic Expansion (T_{4}), Polytropic index (n), Heat Capacity Ratio (γ), Ideal temp at end of isentropic compression (T_{2}) and Ideal temp at the end of isobaric cooling (T_{3}) and hit the calculate button. Here is how the COP of Bell-Coleman Cycle for given temperatures, polytropic index(n) and adiabatic index(γ) calculation can be explained with given input values -> 60 = (300-273)/((0.2/(0.2-1))*((10-1)/10)*((350-325)-(300-273))).