12 May 2013

Adjustable constant current source (1A@12V)

The goal with a voltage source is to supply a load with a constant voltage. However, if the impedance of the load varies, the load current will vary too. For some reasons, if you need a constant current through a load, you will need a current source. A current source will sense the current through a load and adjust the voltage across it to keep that current constant. Take a look at the standard sources symbol:

Constant current sources can be useful in different situations, like DC motor control. For a DC motor, the torque is proportional to its current; this means that we can effectively achieve constant torque control with a current source. Another example is battery charging, some of them require to be charged at a constant current rate. They are also convenient to supply a constant current to a load that is highly dependent to temperature.

I have been searching for a while for an adjustable current source circuit and I think the following one is quite simple and reliable. It works with a single operational amplifier in negative feedback configuration. I added a second op-amp to make a voltage comparator with the potentiometer. It's used to light up the orange LED to indicate when the potentiometer is over 80% turned on (that is, >0.8A when the current source is shorted); this helps me remind that the components may be hot! I also placed a green LED in series with the 12V voltage supply to indicate when the circuit is working.

Here is the principle of operation of the op-amp current source (only the upper op-amp is used for the source):

  • The 5k potentiometer (R4) let you feed the non-inverting input terminal (+) with a voltage from 0-12V
  • The op-amp in negative feedback tries to keep (by adjusting its output voltage) the voltage at the inverting (-) and non-inverting (+) terminal the same
  • The output terminal of the op-amp will automatically drive the base pin of the PNP transistor so that the voltage at its emitter pin will stay the same as the potentiometer voltage
  • The current sense resistor (R5) will see 12V minus the potentiometer voltage across it (VR5 = 12 - Vpot)
  • With ohm's law, you can easily find the current supplied (VR5 / 10)

The maximum current that will be supplied by the current source will be about 1.2A (12V / 10Ω). If we consider the voltage loss in the Darlington TIP107, it will be more around 1A. 

With a 10Ω current sense resistor, this circuit is rather inefficient (lot of power dissipated). The reason why I did it like that is because I wanted the circuit to be safe when shorted. Normally, the current sense resistor is much lower (about 10 times and up).

For fun, I soldered the circuit on a perforated board. The red and black binding post are the load terminals. The 12V is supplied to the little blue terminal block. The TIP107 is supposed to be able to carry 8A but I realized that even at 1A, it was getting awfully hot; i then decided to put an heatsink on its back. If you make a similar circuit, beware of the current sense resistor too! I burned one of my finger on it

On the picture above, the load terminals are shorted with an hidden wire. The IC in the center is the dual op-amp (OPA2241). The strange looking component is the power resistor (brown devil from Ohmite), it's in ceramic with a flame resistant coating. There is a lot of soldering under the perf board!

4 May 2013

Microprocessors part 2 - Instruction set and programming

The PicoBlaze is one of the simplest processor to program in assembly language. Thanks to its RISC (Reduced Instruction Set Computing) architecture. A RISC processor only have a few instructions (about 20 of them), compared to a CISC (Complex Instruction Set Computing) processor. Having less instructions means that they can be packed at a higher density (because of the opcode length), thus requiring a smaller program memory. Moreover, it's easier to learn!

The PicoBlaze has been created by Ken Chapman from Xilinx and you can find an excellent and comprehensive documentation on the processor from Xilinx's User Guide 129 (UG129). I suggest you get it now.

Instructions groups

Before doing some programming, let's talk a little bit about the purposes of the PicoBlaze instructions and group them by category.


These instructions are used to make simple calculations. It is possible to use them in a loop to perform more complex operation like multiplication, division, square root, power... The carry (added C) variant is used to make calculations on numbers larger than a byte (255). These operations modify the processor flags, more on that in a moment.
  • ADD
  • ADDC
  • SUB
  • SUBC


These logic instructions are used to perform bitwise operations on two bytes. They are often used to set, clear or toggle bits. This is done with a technique called masking; I'll give you some example in a next article on microprocessors programming.
  • AND
  • OR
  • XOR

Bit manipulation

To perform operation at a bit level, it is often useful to shift (or rotate) the bits in a byte. Shifting to the left or right can be useful for multiplication or division by a multiple of 2 (see binary number mathematical property). Often, when doing IO or mathematical operations, the bits you want to manipulate are located at the wrong position in the byte; you can solve the problem with these instructions. There is a subtle difference between shifting and rotating. When rotating, the bit that is pushed out of the byte (either 1 or 0) is fed back at the empty position. While shifting, that pushed bit is lost and the empty position is replaced either by a 1 or 0, depending if you use S?1 or S?0, respectively. 
  • RL / SL0 / SL1
  • RR / SR0 / SR1


These two operation (especially COMP) are essential to create conditionals. But before, you need to understand the processor flags. In the PicoBlaze, there is 2 status flag bits, ZERO (Z) and CARRY (C). The ZERO flag bit is set when the result of the last operation is zero. The CARRY flag bit is used to indicate various conditions, often used to signal a overflow/underflow condition while adding or subtracting. Back to our instructions... COMPare is used like a dummy SUB operation. The two bytes are subtracted (result not written back): if the Z flag is set, the numbers were equal; if the C flag is set, we know which number was greater than the other. The TEST instruction is a bit less used. It works like a dummy AND, the two numbers are "ANDed" together. If the result is zero, the Z flag is set. If there is a odd number of 1 bit in the resulting byte, the C flag is set (this is used to check the parity).

  • COMP
  • TEST

Memory manipulation

The LOAD instruction is used to move a register/constant value in another register. The FETCH and STORE instruction are used respectively to get data from scratchpad RAM into a register and put a register value into the scratchpad RAM. These operations are useful because you can reserve RAM or register address for a certain purpose and often, you need to move data to/from them.
  • LOAD

Program redirection

The last piece of the puzzle, program flow control. The CALL/RETurn statements are used to describe functions that are called multiple times during the program lifetime (examples: doing a complex mathematical operation or getting a scaled value from a sensor). The inner working if these two instruction is simple: when CALL is executed, the address of the next instruction is pushed on a special memory space called the stack. The program flow then branch to the function and execute it until the RET instruction is encountered; the return address is then popped from the stack into the program counter (remember? the register that hold the value of the address of the current instruction). The stack allow multiple CALL to be nested. The JUMP instruction is often used with conditionals, where some instructions can be skipped depending of the current Z and C flags value.
  • CALL
  • RET
  • JUMP

Hello, PicoBlaze!

Enough theory, let's run the IDE and write some code (very small executable file, download it here). If you are using Linux, it works well under Wine. More info is available on Mediatronix's website, the maker of the IDE.

Our first PicoBlaze program will be simple and not really useful. Though it's great for learning purpose. We are going to write the number 0 to 63 in the 6-bit scratchpad RAM, backward! The picture below is the simulation result of the program (you can see the hexadecimal numbers in the ScratchPad0 debug area):

Before using the program, choose Picoblaze 3 in Settings (shortcut Ctrl+3). This is important! If you don't select this option, my sample code will not compile. Take a look in the bottom left corner of the window above, you should see Mode: Picoblaze-3.

The pBlazIDE is used to write the PicoBlaze program and simulate it in a convenient environment. When you open the IDE, you can either create a new project (Ctrl+N) and write the above program or just download mine and open it (Ctrl+O). When it's done, click the Assemble & Simulate (F12) button. The simulation mode is really cool because you can view the flags status, content of the registers, scratchpad memory, IO, etc... When you are in simulation, run (F9) the program, then pause it with the red button at the right (the one at the left is used to reset the simulation). You should be able to see the content of the ScratchPad0 area filled up.

Let's review the code line by line:
  1. The EQU keyword is used to assign a name to a register/constant value (this is optional). The TOTAL_RAM label will be used to represent the decimal value 64 (the total number of RAM register address).
  2. The register s0 will be used to store the count from 64 to 0. Let's name it that way.
  3. The ORG keyword is used to select the starting address of the following instructions. We put our program at the beginning of the program memory (address 0).
  4. The keywords followed by a colon are called label. It is conventional to name the address of our first instruction (Main:).
  5. The LOAD instruction is used to move a value into a register. In this case, we move 64 in the s0 register. Instead of using the EQU directive, we could have explicitly written LOAD s0, 64.
  6. The Loop: label is used to reference the address of the SUB and following instructions that we will repeat 64 times in a loop.
  7. Each time we go through the loop, we subtract 1 from the count register (s0). When the result of the subtraction will be 0, the Z flag will be set.
  8. We want to fill the RAM so we store the count value at the count address with the STORE instruction. The first time 63 (3F) will be written at address 63 (3F). At the end, 0 will be written at address 0. This is why it counts backward :)
  9. While the Z flag is not set, the JUMP NZ, will go back to the Loop label address. When the SUB instruction result will update the Z flag, this JUMP instruction won't be executed. Read the instruction like it were JUMP (if) NotZero.
  10. The two following lines are used to create an infinite loop that JUMP on itself. In a real life situation it is important to stop the execution of the program in a certain way because it will continue to execute the bits in memory in a unpredictable way.
Please note that I changed the color setting of the IDE syntax. In the picture above, there is 5 orange instructions (LOAD, SUB, STORE, JUMP, JUMP). These instructions are what is written in the program memory. Everything else is directives and labels. Once assembled with the pBlazASM.exe utility (you can find it on the website mentioned above), the binary that goes into the program memory is reduced to (in hexadecimal):



I hope that you found this article interesting and you learned new stuff. I would like that you guys try to create a simple program or modify mine (using information in UG129) and play around with the IDE. Send me your experiments on my email address: fred_blais5(at)hotmail.com and I would be glad to showcase some of your programs in a next article. Also, don't hesitate to write programming ideas in the comment section, I'm all ears!