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diminishes to zero as conversion is completed. There is no heat evolution during the cure phase. Equation (10.19) gave the thermal time constant of a continuous reactor. Among other things, it depended on reactant concentration and conversion. Since these are both variable in a batch reactor, it is entirely possible to proceed from an unstable to a stable condition with the passage of time. Control settings necessarily must favor the more difficult situation. In some batch reactions, one of the ingredients is introduced continuously until the other reactants are entirely consumed. The rate at which this ingredient is added is usually limited by the rate of heat removal. In order to carry out the reaction in minimum time, the batch must be heated to reaction temperature as rapidly as possible, where full cooling is applied. The temperature controller then must manipulate the addition of reactant through a linear cascade flow loop. An interlock must be arranged to prevent reactant from being introduced until the batch is approaching reaction temperature. Otherwise a quantity could accumulate accidentally within the batch, and once the reaction began, could generate heat in excess of the capabilities of the cooling system.

Interrupt IntSerRX() { Reset(Timer); Requesting H/W if (startRX != rSTATUS) Received If (IP_Bit == Low) { rSTATUS = startRX; dlayCount = 4; Dlays to middle // // // // // Reset Interrupt Is Something Being No Check for Start Bit Start Bit Found Wait four Timer

// of 2nd Bit bitCount = 8; // Eight Bits are Read } else; else // Reading a Byte if (--dlayCount == 0) { // If Bit Dlay is Finished OutByte = (OutByte >> 1) + (IP_Bit << 7); dlayCount = 3; if (--BitCount == 0) rSTATUS = byteRX; } } // End Serial RX Interrupt Handler // Read all 8 Bits

While this function is operating as a periodic interrupt, it is taking processor cycles away from the mainline code. But the overall percentage of lost cycles is very low it will probably only use 1 or 2 percent of the total execution cycles available in the microcontroller. For this reason, I prefer it to the inline bit-banging peripheral functions. The timer serial interrupt handler code probably seems quite complex and at rst glance is just about impossible to understand exactly how it works. I will explain the theory behind the function and how it is implemented in the PIC microcontroller in more detail later in the book. What I wanted to show now was a bit-banging function that does not prevent other microcontroller operations from being carried out while it is operating.

1. b 2. a 3. b* 4. d 5. b *Two checks are generally enough, but if you run into problems, you may need more test sessions.

// ; ; ; ;

Simulate an array read Calculate Offset to 3rd Element Get the 3rd Element and store it Restore FSR to point to rst element

This code has to rst add 2 to the current address in the FSR, followed by loading and storing the third element and then returning the index pointer to the rst element in the array. Now, compare this to the same code for the PIC18 in which FSR0 (which means that the PLUSW0 register will be used to access the data) points to the start of ArrayVar.

; i = ArrayVar(3) movlw 2 movff PLUSW0, i // ; ; Simulate an array read Want Offset to the 3rd Element Move Contents of ArrayVar(3) into i

The PREINC and POSTDEC INDF registers can be used for popping and pushing, respectively, data onto a stack pointed to by an FSR register. The POSTDEC INDF register is used for the push operation because it will allow the access of pushed data using the PLUSW INDF register as shown in the previous example. Using FSR0 for the stack, the byte push function could be as simple as:

and the byte pop could be:

At the completion of the reaction, heat evolution will subside, causing the temperature controller to increase reactant flow. Since this is obviously incorrect action, some logic must be arranged to override tempera-

The PLUSW INDF register comes in useful for high level functions in which data has been pushed onto the stack to implement temporary variables. In the example below, I have speci ed a function that uses a data stack and with the parameters and local variables (the same thing) being pushed onto a stack implemented with FSR0: