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Today’s Lecture

Embedded System Spring, 2011 Lecture 10: Arithmetic, Logic Instruction and Programs Eng. Wazen M. Shbair. Today’s Lecture. Arithmetic Instructions Signed Number Concepts and Arithmetic Operations Logic and Compare Instructions. Arithmetic Instructions.

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Today’s Lecture

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  1. Embedded SystemSpring, 2011Lecture 10: Arithmetic, Logic Instruction and Programs Eng. Wazen M. Shbair

  2. Today’s Lecture • Arithmetic Instructions • Signed Number Concepts and Arithmetic Operations • Logic and Compare Instructions IUG- Embedded System

  3. Arithmetic Instructions • Unsigned numbers are defined as data in which all the bits are used to represent data (no bits are set aside for neg. or pos. sign). • Addition of unsigned numbers • ADDLW k • ADDWF fileReg, d, a • ADDWFC (adding two 16-bit numbers) • What happens to flag register?

  4. Addition of unsigned numbers

  5. ADDWFC & addition of 16 bit number • When adding two 16-bit data operand, we need to be concerned with the propagation of a carry form lower byte to higher byte. • Multi byte addition vs. individual byte addition ??

  6. ADDWFC

  7. BCD Number System • We use the digits 0 to 9 in everyday • Binary Coded Decimal (BCD) • Unpacked BCD • The lower 4 bits is just used • Requires 1 byte • Ex. (0000 0010) • Packed BCD • A single byte has two BCD numbers • Efficient in storing data • Ex. ( 0101 0010)

  8. BCD Number System • What is the result if you add 0x17 0x28 0x3F This is not BCD number To convert it to BCD add 6 The result will be : 45

  9. DAW, Decimal Adjust WREG • Works only with WREG • Add 6 to the lower or higher nibble if needed. • After execution • If the lower nibble is greater than 9, or if DC = 1, add 0110 to the lower nibble. • If the upper nibble is greater than 9, or if C =1, add 0110 to the upper nibble. • Doesn’t require the use of arithmetic instructions prior the DAW execution.

  10. DAW, Decimal Adjust WREG

  11. DAW, Decimal Adjust WREG

  12. Subtraction of unsigned numbers • Subtracter circuit is cumbersome. (Why?) • PIC performs the 2’s complement then uses adder circuit to the result. • Take one Clock Cycle. • There are four sub instructions • SUBLW k (k – WREG) • SUBWF f d ( destination = fileReg – WREG) • SUBWFB (subtract with borrow ) • SUBFWB (subtract with borrow )

  13. Subtraction of unsigned numbers

  14. Multiplication of unsigned number • PIC supports byte-by-byte multiplication • One of the operand must be in WREG and the other operand is literal K value. • After multiplication, the result is stored in SFR registers PRODH and PRODL (16 bit)

  15. Division of unsigned numbers • There is no single instruction for the division of byte/byte numbers. • You need to write a program. • Repeated subtraction • The numerator is place in a fileReg • Denominator is subtracted from it repeatedly • The quotient is the number of times we subtracted • The reminder is in fileReg upon completion

  16. Example

  17. Signed Number and Arithmetic Operations • The Most Significant Bit (MSB) is set aside for the sign (+ or -) (0 for positive & 1 for negative) • The rest, 7 bits, are used for the magnitude. • To convert any 7-bit positive number to negative use the 2’s complement.

  18. Signed Number • You have 128 negative numbers and 127 positive numbers

  19. Signed Number

  20. Logic and Compare Instructions • Widely used instructions • ANDLW k • ANDFW FileReg, d • IORLW k • IORFW FileReg, d • XORLW k • XORFW FileReg, d • Effect only Z and N Flags

  21. Example

  22. Complement Instructions • COMF FileReg,d • Takes the 1’s complement of a file register • Effect only Z and N Flags • NEGF FileReg • Takes the 2’s complement of a file register • Effect all Flags

  23. Compare Instructions

  24. Compare Instructions

  25. References • Jie Hu , ECE692 Embedded Computing Systems , Fall 2010. • PIC Microcontroller And Embedded Systems: using Assembly and C for PIC 18, M. Mazidi, R. McKinlay and D. Causey, Prentice Fall, 2008. • Eng. Husam Alzaq, Embedded System Course, IUG, 2010 IUG- Embedded System 27

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