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Computer Organization Lecture 2

Computer Organization Lecture 2. Expectations/Rumors Prerequisites Syllabus, Policies. Expectations. Respectful, friendly, helpful, fun Fair grading/exams/no surprises Accessible office hours, helpful outside of class

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Computer Organization Lecture 2

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  1. Computer OrganizationLecture 2 Expectations/Rumors Prerequisites Syllabus, Policies University of Portland School of Engineering

  2. Expectations • Respectful, friendly, helpful, fun • Fair grading/exams/no surprises • Accessible office hours, helpful outside of class • Clearly explain material, willing to clarify, lots of relevant examples, challenge/push, engaging University of Portland School of Engineering

  3. Rumors • Uses powerpoint, boring, waste of time • Challenging/confusing/difficult class • Tests are hard, final project difficult • Not a likable guy, will take us to pain, an animal University of Portland School of Engineering

  4. Back to Prerequisites University of Portland School of Engineering

  5. Prerequisites • Combinational logic • Truth tables, K-maps • SOP, POS • Sequential logic • Flip-flops • State diagram, next state decoder • MSI devices: MUX, decoder, adder University of Portland School of Engineering

  6. 11 01 10 00 Reset What is the next state table? Grey code counter Transitions occur only on a clock edge University of Portland School of Engineering

  7. What is the next state table? University of Portland School of Engineering

  8. Finite state machine University of Portland School of Engineering

  9. Find NSD truth tables? Q0 Q0 0 1 0 1 Q1 Q1 0 1 0 1 0 0 1 1 2 2 3 3 D1 = D0 = University of Portland School of Engineering

  10. Find NSD logic? University of Portland School of Engineering

  11. It works !! Circuit counts when Reset not asserted University of Portland School of Engineering

  12. Syllabus, Policies University of Portland School of Engineering

  13. University of Portland School of Engineering

  14. What is the next state table? University of Portland School of Engineering

  15. D0 = Q1 Find NSD truth tables? Q0 Q0 0 1 0 1 Q1 Q1 0 1 0 1 0 0 1 1 2 2 3 3 D1 = Qo University of Portland School of Engineering

  16. Find NSD logic? University of Portland School of Engineering

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