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2) Design of a switching power converter PARTI. Now we have the design that computes the correct duty cycle in the format Q100 which represents

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2) Design of a switching power converter PARTI. Now we have the design that computes the correct duty cycle in the format Q100 which represents 0% to 75%, we can set these state variables equal to d1do and consider them inputs to our next circuit, which generates (S) controlling the NMOS. For example, if d-75%, then S is logic '1, 75% of the time and 'O, 25% of the time. Design the 2-bit circuit that cycles C1C0 00, 01, 10, 11 and loops back to 00, with inputs d1d0 and output S a) Show the state transition table b) Draw the state machine diagram c)Design the sequential circuit. Draw the circuit diagram. d) Draw the timing diagrams for S for 25%, 50%, and 75% duty cycles. At minimum, these should have the CLK for the 2-bit counter, C1, CO and S e) Analog engineers designing the clock for the 2-bit counter determined due to constraints in their power budget, the maximum frequency of their clock will be 1 MHz because as clock frequency increases, the clock consumes more power. What would be the maximum switching frequency of the converter (signal S)? Propose a general rule for obtaining the converter's switching frequency based on: the counter's clock frequency and # of bits of the counter. f) Explain the design tradeoff between duty cycle precision (# of bits), and maximum clock frequency. Why would in some applications it be preferable to have less precise duty cycles

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