written 2.0 years ago by | • modified 2.0 years ago |
Describe any two discontinuous controller modes.
written 2.0 years ago by | • modified 2.0 years ago |
Describe any two discontinuous controller modes.
written 2.0 years ago by |
There are two discontinuous controller modes are :-
$$P = 0 \%\ (OFF)\ ;\ e_p \lt 0$$
$$P = 100 \%\ (ON)\ ;\ e_p \gt 0$$
$$where,\ e_p = error$$
$$error\ =\ set\ point\ -\ measured\ variable$$
From the above relation we know that the measure value is less than set point i.e. positive error.
That is when the error occurs, the controller output results full. And if the measure Variable value is more than set point a negative error will occur. Then the controller output is zero.
Example :- The Heaters is used for water heating.
Let P be the % of error. Thus this can be expressed in three forms such as
$$P = 100\%\ ;\ e_p \gt +e_1,$$
$$P = 50\%\ ;\ -e_1 \lt e_p \lt + e_1$$
$$P = 0\%\ ;\ e_p \lt -e_1$$
When the percentage of error is between $+e_1$, and $-e_1$, the Controller settles down to a nominal controller output of 50%. If the percentage of error exceed to $+e_1$ or more than it then the controller O/P is increased to 100%. If the percentage error is less than $-e_1$, then the controller O/P goes to zero. These three conditions are represented graphically below -
These type of controller are more complicated to design and it takes time to obtain the final control element of the process.
Example :-