Explain what it means for an instruction set to be orthogonal.

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Explain what it means for an instruction set to be orthogonal.

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Step 1: Explanation
  • Completeness is a necessary quality of an instruction set. However, redundancy must also be avoided to maintain efficiency.
  • Hence, in an ideal situation, each instruction would serve a unique purpose.
  • This characteristic of uniqueness is known as orthogonal.
  • But there is another criterion. Consistency is another requirement of every instruction in the instruction set besides its independence of other instructions.
  • Orthogonal determines the uniformity in the availability of operands and addressing modes across various operations. This implies that the operands should not have a bearing on their addressing modes.
  • Orthogonal demands a level of symmetry in the operand-opcode relationship.
  • Suppose an instruction set possessed a multiply command but did not possess a divide command, then that instruction set would not be orthogonal.
  • Constructing the compiler is certainly easier for an orthogonal language.
  • Long words, though implies lengthier programs and therefore an increase in storage capacity is the downside of an orthogonal set.
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