When using PID controllers it's important to know that they are all about the tunig. You must familiarize yourself with the inner workings of the Proportional Integral Differential model. Most of the units will not work properly out of the box or only do so in systems that have a high thermal inertia (in other words applications that heat up and cool very slowly, like a big shamber or a large crockpot). In such applications the actions of the controller around the setpoint have a very limited effect on maintaining the temperature, the controller can act totally absurdly and still be able to maintain the rough setpoint. A bit better units have an autotuning option, but it is only useful in establishing the rough baseline for the PID parameters. The fine tuning has to be done by hand and using trial and error method (or a sophisticated guide model

). Another very important point is that a well calibrated PID controller is not universal....in fact the tuning parameter values are absurdly connected to the particular setup that it has been calibrated to. Change anything (sensor location, chamber dimensions, heating element placement or wattage, thermal insulation etc.) and you have to start the calibration all over. Yet another point to bring out is that a PID will assume that a system heats up and cools in exactly the same manner (following the same curve of temp vs time) . This is more or less true for sytems with high thermal inertia, but consider a system that is small, has a powerful heater and is thermally well insulated. In such a case the temperature is rising very quickly when the heater is on, but will fall very slowly due to the good thermal insulation when the heater is off. In such a case the heating and cooling curves are completely different, but a PID controller does not understand that. So you can either calibrate it to behave reasonably on heating or on cooling, but not on both cases. So long story short....use the simplest on/off type controllers when building a thermal control for your cureing chamber and forget about PID or prepare youself for a long battle with mathematical models and thermodynamic calculus