Closed AnHardt closed 4 months ago
Newtons law of cooling: T(t)=U+(T(0)−U)*e^(−kt)
With k = a constant t = time U = temperature of the environment T(0) = temperature at time 0 T(t) = temperature after time t
matches the temperature of our heaters (nozzle/bed) very well, when the heater is off
Newtons law of cooling: T(t)=U+(T(0)−U)*e^(−kt)
With k = a constant t = time U = temperature of the environment T(0) = temperature at time 0 T(t) = temperature after time t
matches the temperature of our heaters (nozzle/bed) very well, when the heater is off